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xbrli:pure
ISO4217:MXN
Anexo N Bis 2
SI
Fideicomisos
NO
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<span style="font-family:Arial; font-size:8pt">No cuenta con aval u otra garantía.</span>
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NO
2627
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<span style="font-family:Arial; font-size:10pt">Fideicomiso Irrevocable de Emisión de Certificados Bursátiles Fiduciarios número F/2627, denominado “FFLATAM-15-3”, de fecha 22 de diciembre de 2015, celebrado entre PMIC LATAM, S.A.P.I. de C.V., como fideicomitente, administrador y fideicomisario en segundo lugar; Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, como fiduciario; y Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero como representante común de los Tenedores, mismo que fue modificado mediante primer convenio modificatorio de fecha 11 de julio de 2017</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">segundo convenio modificatorio de fecha 17 de diciembre de 2024.</span>
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<span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V.</span>
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Los Tenedores de los Certificados Bursátiles, respecto de las cantidades que tengan derecho a recibir de conformidad con los Certificados Bursátiles y el Contrato de Fideicomiso, representados para todos los efectos del Contrato de Fideicomiso, cuando actúen en su conjunto, por el Representante Común.
PMIC LATAM, S.A.P.I. de C.V., respecto de las cantidades que tengan derecho a recibir de conformidad con el Contrato de Fideicomiso.
No aplica.
No aplica.
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V.</span>
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<span style="font-family:Arial; font-size:10pt">El patrimonio del Fideicomiso está y estará integrado durante la vigencia del Contrato de Fideicomiso de la siguiente manera: (a) Por la Aportación Inicial; b) Por los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Iniciales de los Certificados Bursátiles; (c) Por los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Subsecuentes de los Certificados Bursátiles; (d) Por los Compromisos Totales de los Tenedores; (e) Por los títulos representativos del capital social (y en general cualquier título que represente la participación del Fideicomiso) de las Empresas Promovidas, y en su caso, de los Vehículos Intermedios, que el Fideicomiso adquiera con motivo de las Inversiones; (f) Otros títulos convertibles en acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas, así como por los derechos que a su favor se establezcan en los Contratos de Inversión y en los Contratos de Desinversión; (g) Cualesquiera recursos y demás activos, bienes o derechos que reciba el Fiduciario como resultado de las Inversiones que realice en términos del Contrato de Fideicomiso, o como consecuencia de una Desinversión de las mismas; (h) Por los Flujos y todas y cada una de las cantidades que de tiempo en tiempo sean depositadas en las Cuentas del Fideicomiso; (i) Por los rendimientos, recursos, cantidades líquidas o efectivo derivado de las Inversiones Permitidas en que se invierta el Efectivo Fideicomitido; y (j) Por las demás cantidades, bienes, obligaciones</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y/o derechos de que, actualmente o en el futuro, sea titular el Fiduciario por cualquier concepto de conformidad con el Fideicomiso, documentos relacionados y los accesorios, frutos productos y/o rendimientos derivados de los mismos.</span>
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<span style="font-family:Arial; font-size:10pt">No existe obligación de pago de principal ni de intereses al amparo de los Certificados. Los Certificados únicamente recibirán Distribuciones derivadas de los rendimientos generados por las Inversiones. Únicamente se pagarán Distribuciones en la medida que los recursos que integran el Patrimonio del Fideicomiso sean suficientes para dichos efectos. El Patrimonio del Fideicomiso no incluye ningún mecanismo que garantice cualesquiera cantidades que sean pagaderas a su vencimiento de conformidad con los Certificados Bursátiles. Ni el Fideicomitente, ni el Administrador, ni el Representante Común, ni el Fiduciario (salvo con los recursos que integran el Patrimonio del Fideicomiso), ni el Intermediario Colocador, ni cualesquiera de sus Afiliadas o subsidiarias, serán responsables de realizar cualquier pago al amparo de los Certificados. En caso de que el Patrimonio del Fideicomiso sea insuficiente para realizar Distribuciones y reembolsos al amparo de los Certificados, no existe obligación alguna por parte del Fideicomitente, el Administrador, el Representante Común, el Fiduciario, el Intermediario Colocador ni de cualesquiera de sus Afiliadas o subsidiarias de realizar dichos pagos al amparo de los Certificados.</span>
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<span style="font-family:Arial; font-size:10pt">Los Certificados otorgan y otorgarán a los Tenedores el derecho a recibir Distribuciones, dentro de las que se incluyen los derechos a los que se refiere la fracción II, numeral VI del artículo 7 de la Circular Única de Emisoras. Cada Tenedor considerará atribuibles las Distribuciones de que se trate a capital o rendimientos, conforme a sus respectivas políticas contables y de inversión. Los Tenedores tendrán también el derecho a participar en las decisiones adoptadas en la Asamblea de Tenedores y, salvo que renuncien a dicho derecho, a designar, en ciertos casos, a representantes al Comité Técnico, así como los demás derechos que se les otorgan conforme al Fideicomiso y los demás documentos de la operación. Los Tenedores tendrán los demás derechos que se establecen en los documentos de la operación o derechos que forman parte del Patrimonio del Fideicomiso, hasta el valor residual de los mismos.</span>
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<span style="font-family:Arial; font-size:10pt">Por otro lado, los Tenedores tendrán el derecho a solicitar al Fiduciario y/o al Representante Común, la información periódica financiera y jurídica del Fideicomiso y, en su caso, de las Empresas Promovidas en las cuales la Inversión represente un porcentaje igual o mayor al 10% (diez por ciento) del Patrimonio del Fideicomiso, acompañada de los estados financieros trimestrales y anuales del Fideicomiso, de conformidad y por los medios que se determinen en la Circular Única de Emisoras; siempre que acompañen a su solicitud la constancia que acredite la titularidad de los Certificados Bursátiles, expedida por Indeval; en el entendido que, los Tenedores deberán mantener confidencial la información que les sea proporcionada conforme a lo anterior.</span>
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<span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles (i) otorgan el derecho a recibir parte de los frutos, rendimientos y, en su caso, el valor residual de los bienes afectos al fideicomiso, los cuales serán variables e inciertos, (ii) otorgan el derecho a una parte del producto que resulte de la venta de los bienes o derechos que integran el patrimonio del fideicomiso, cuyos términos serán variables e inciertos, (ii) podrían no tener liquidez en el mercado.</span>
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<span style="font-family:Arial; font-size:10pt">No aplica.</span>
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<span style="font-family:Arial; font-size:10pt">Los montos pagaderos bajo los Certificados se pagarán el día de la fecha de pago respectiva, en el domicilio de Indeval ubicado en Paseo de la Reforma No. 255, 3er Piso Col. Cuauhtémoc, C.P. 06500, Ciudad de México, contra la entrega del Título mismo, o contra las constancias o certificaciones que para tales efectos emita el Indeval mediante transferencia electrónica.</span>
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<span style="font-family:Arial; font-size:10pt">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero.</span>
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S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.
El Fideicomiso está sujeto y se sujetará a lo dispuesto por la Resolución Miscelánea Fiscal vigente respecto a los "supuestos en que no se realizan actividades empresariales a través de un fideicomiso", contenidos en la Regla 3.1.14., por lo que sujeto al cumplimiento de los requisitos correspondientes, el mismo no tributa ni tributaría conforme a lo señalado en el artículo 13 de la LISR. En ese caso, son y serán los Tenedores de los Certificados Bursátiles quienes causan y causarán el impuesto sobre la renta que les corresponda en los términos de la LISR, por los ingresos acumulables y deducciones autorizadas que obtienen y obtengan a través del Fideicomiso, aplicando para el caso de venta de acciones los artículos 18, 22, 23, 28 fracción XVII, 79, 81, 119, 120, 121, 122, 126, 152 y 161 de la LISR y demás aplicables, según corresponda y para ingresos por intereses los artículos 54, 79, 81, 135, 148, 153 y 166 de la LISR y el 11 del Reglamento de la LISR, según corresponda. En el caso de dividendos se debe y deberá observar lo previsto en los artículos 10, 77, 79, 140 y 164 de la LISR, según corresponda.
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<span style="font-family:Arial; font-size:10pt">Las Inversiones deberán estar valuadas de manera trimestral, en todo caso, por lo menos una vez de manera anual por un Valuador Independiente. El Fiduciario deberá contratar, por instrucciones de la Asamblea de Tenedores y a cargo del Patrimonio del Fideicomiso, al Valuador Independiente. La determinación del precio actualizado de valuación deberá llevarse a cabo cuando menos una vez al año, con cifras del último Día Hábil al mes de diciembre de cada año, o bien, cuando se produzcan actos, hechos o acontecimientos que hagan variar significativamente la valuación de sus activos objeto de Inversión, supuesto en el cual el Administrador deberá informar oportunamente al Representante Común y al Fiduciario. El Administrador estará obligado a informar a los Tenedores a través de EMISNET de tal circunstancia y al mercado en términos de la LMV y de la Circular Única de Emisoras dentro de los 20 (veinte) Días Hábiles siguientes a la terminación de cada uno de los primeros trimestres del ejercicio social y dentro de los 40 (cuarenta) Días Hábiles siguientes a la conclusión del cuarto trimestre, en el entendido de que una vez transcurridos los plazos señalados y en el caso de que el Valuador Independiente no hubiere realizado el aviso correspondiente, el Administrador, a través del Fiduciario, publicará la información por los mismos medios.</span>
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<span style="font-family:Arial; font-size:10pt">Cuando se presenten hechos o acontecimientos que hagan variar significativamente la valuación de sus activos objeto de Inversión, el Administrador, a través del Fiduciario, deberá dar el aviso a que se refiere el apartado denominado “Información de Eventos Relevantes” de la sección “Contratos y Acuerdos” del presente Reporte Anual, y el Valuador Independiente deberá basar su metodología en los lineamientos internacionales de valuación de capital privado y de riesgo, pudiendo utilizar al efecto, los reconocidos por la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">European Venture Capital Association</span><span style="font-family:Arial; font-size:10pt"> (“Asociación Europea de Capital de Riesgo” o “EVCA”) o la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Financial Accounting Standards Board</span><span style="font-family:Arial; font-size:10pt"> (“Consejo de Normas de Contabilidad Financiera” o “FASB”), que incluyen de manera enunciativa, mas no limitativa, los siguientes métodos: (i) valor contable, (ii) múltiplos de mercado, y (iii) flujos de efectivo descontados. Dichos lineamientos pueden ser consultados por los inversionistas en el portal de Internet http://www.privateequityvaluation.com.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, de conformidad con</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">lo establecido en el Prospecto de Colocación y en el Contrato del Fideicomiso la valuación de los valores en que invierte el Fideicomiso se llevó</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a cabo en forma trimestral</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por el Valuador Independiente, 414 Capital Inc, cuya contratación fue aprobada por la Asamblea de Tenedores.</span>
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Los Certificados Bursátiles Fiduciarios se encuentran inscritos en el Registro Nacional de Valores bajo el No. 2362-1.80-2015-010 según consta en el oficio número 153/6100/2015 emitido por la CNBV con fecha 21 de diciembre de 2015, y de conformidad con los artículos 61, 62, 63, 64, 68 y demás aplicables a la Ley del Mercado de Valores. La primera actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio número 153/10491/2017 de fecha 10 de julio de 2017, quedando inscritos bajo el No. 2362-1.80-2017-036; la segunda actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio número 153/11836/2019 de fecha 30 de mayo de 2019, quedando inscritos bajo el No. 2362-1.80-2019-097; la tercera actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio número 153/12137/2019 de fecha 20 de septiembre de 2019, quedando inscritos bajo el No. 2362-1.80-2019-108; la cuarta actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio número 153/10026637/2021 de fecha 18 de junio de 2021, quedando inscritos bajo el No. 2362-1.80-2021-177; la quinta actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio número 153/5015/2023 de fecha 28 de marzo de 2023, quedando inscritos bajo el No. 2362-1.80-2023-248; la sexta actualización de su inscripción en el RNV fue autorizada por la CNBV mediante oficio No. 153/5632/2023 de fecha 13 de octubre de 2023, quedando inscritos bajo el No. 2362-1.80-2023-265; y la séptima actualización de su inscripción en el Registro Nacional de Valores fue autorizada por la CNBV mediante oficio No. 153/1333/2025 de fecha 2 de junio de 2025, quedando inscritos bajo el No. 2362-1.80-2025-296.
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 de valores por el ejercicio terminado el 31 de diciembre de 2025.
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.
Del 1 de enero de 2025 al 31 de diciembre de 2025.
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<span style="font-family:Arial; font-size:10pt">Para los efectos del presente Reporte Anual, los términos que inician con mayúscula tendrán el significado que se les atribuye a continuación, mismos que serán aplicables tanto al singular como al plural de los términos definidos:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Término</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Definición</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">ACMIC</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa Administradora CMIC, S.A. de C.V., </span><span style="font-family:Arial; font-size:10pt">administrador de FdeFII-</span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">P</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Acta de Emisión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa el acta de emisión de los Certificados Bursátiles bajo el mecanismo de Llamadas de Capital suscrita por el Fiduciario en relación con la Emisión, según se modifique, adicione o reforme periódicamente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">PMIC Latam</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa PMIC LATAM, S.A.P.I. de C.V., o cualquier otra persona que lo sustituya en términos del Contrato de Fideicomiso. En adición a otras disposiciones del Contrato de Fideicomiso, el Administrador será responsable del control y de la gestión de las Inversiones del Fideicomiso, incluyendo el desarrollo e implementación de las estrategias de inversión del Fideicomiso y la propuesta al Comité Técnico de las decisiones de inversión y financiamiento que al mismo le competan conocer y resolver en términos del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Afiliada</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa respecto de cualquier Persona en particular, la Persona que, directa o indirectamente, controle, sea controlada o esté bajo Control común de dicha Persona.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Agente Estructurador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa 414 Estructuración, S.A. de C.V.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aportación Inicial</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa la cantidad aportada por el Fideicomitente al Patrimonio del Fideicomiso al momento de su constitución para los Fines del Fideicomiso, consistente en la cantidad de $1.00 (un Peso 00/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aportación Mínima de Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa la contribución realizada por los Tenedores al Patrimonio del Fideicomiso en las Fechas de Emisión Iniciales, mediante la adquisición de los Certificados Bursátiles Originales y Adicionales, equivalente al 20% (veinte por ciento) del Compromiso Total de cada Tenedor.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Asamblea de Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Asamblea General de Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa la reunión de Tenedores que, en términos del Contrato de Fideicomiso, la LMV y la LGTOC, cumpla con los requisitos aplicables para ser considerada como tal.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Auditor Externo</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa </span><span style="font-family:Arial; font-size:10pt">Galaz,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Yamazaki,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Ruiz</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Urquiza S.C.</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> Afiliada a una</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">firma miembro de Deloitte Touche Tohmatsu Limited</span><span style="font-family:Arial; font-size:10pt">, o la Persona que contrate el Fiduciario, por instrucciones de la Asamblea de Tenedores, para llevar a cabo la auditoría del Fideicomiso; así como cualquier Persona que lo sustituya en términos del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Autoridades</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa cualquier nación, gobierno, dependencia, estado, municipio o cualquier subdivisión política de los mismos, o cualquier otra entidad o dependencia que ejerza funciones administrativas, ejecutivas, legislativas, judiciales, monetarias o regulatorias del gobierno o que pertenezcan al mismo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Bancomext</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa Banco Nacional de Comercio Exterior, S.N.C. </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Banobras</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Banco Nacional de Obras y Servicios Públicos, S.N.C.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Bienes Raíces</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el tipo de activo que se refiere a todo lo relacionado con la propiedad y construcción de bienes inmuebles para uso comercial, vivienda y logístico, entre otros.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">BMV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Capital de Crecimiento</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Growth Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la estrategia de Capital Privado consistente en que el capital invertido es utilizado para expandir, reestructurar operaciones, financiar adquisiciones o financiar el crecimiento de la compañía en que se invierte.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Capital Emprendedor</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Venture Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la estrategia de Capital Privado consistente en invertir en pequeñas y medianas empresas emergentes con perspectivas de alto crecimiento y potencialmente rentables; en el entendido que el término "Venture Capital", excluye el capital semilla o incubación de empresas.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Capital Privado</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el tipo de inversiones realizadas en compañías privadas; en el entendido que el término “Capital Privado” incluye diferentes estrategias, entre otras: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">Capital de Crecimiento </span><span style="font-family:Arial; font-size:10pt; font-style:italic">(Growth Capital)</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> Situaciones Especiales, incluyendo valores emproblemados </span><span style="font-family:Arial; font-size:10pt; font-style:italic">(distressed), </span><span style="font-family:Arial; font-size:10pt">e </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">Inversiones Secundarias.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Bursátiles</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, de manera conjunta, la totalidad de los certificados bursátiles fiduciarios (incluyendo los Certificados Bursátiles Originales, los Certificados Bursátiles Adicionales y los Certificados Bursátiles Subsecuentes) a los que se refiere el Artículo 63 de la LMV, a ser emitidos por el Fiduciario conforme a lo establecido en el apartado “Emisión de Certificados Bursátiles con Llamadas de Capital con actualización del monto” de la sección “Contratos y acuerdos” del </span><span style="font-family:Arial; font-size:10pt">presente Reporte Anual, el Acta de Emisión, la LMV, la Circular Única de Emisoras y demás disposiciones aplicables, a ser inscritos en el RNV y listados en la BMV.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Bursátiles Adicionales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Adicionales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los Certificados Bursátiles que en su caso sean emitidos por el Fiduciario conforme a lo establecido en la Cláusula Séptima del Fideicomiso, la LMV y demás disposiciones aplicables que sean inscritos (mediante la correspondiente actualización de la inscripción de los Certificados Bursátiles Originales) en el RNV y listados en la BMV. Los Certificados Bursátiles Adicionales (i) formarán parte de la Emisión de los Certificados Bursátiles originalmente emitidos y (ii) tendrán los mismos términos y condiciones que los Certificados Bursátiles Originales (incluyendo sin limitación, fecha de vencimientos y causas de vencimiento anticipado en su caso).</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Bursátiles Originales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Originales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los 20,000 (veinte mil) certificados bursátiles fiduciarios emitidos el 23 de diciembre de 2015 por el Fiduciario conforme a lo establecido en el Fideicomiso y en la LMV, inscritos en el RNV y listados en la BMV.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Bursátiles Subsecuentes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Certificados Subsecuentes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los certificados bursátiles fiduciarios que sean emitidos por el Fiduciario por virtud de las Llamadas de Capital conforme a lo establecido en el apartado “Emisión de Certificados Bursátiles con Llamadas de Capital con actualización del monto” de la sección “Contratos y acuerdos” del presente Reporte Anual, el Acta de Emisión, la LMV y demás disposiciones aplicables, en las Fechas de Emisión Subsecuentes, con la intervención del Intermediario Colocador en las Fechas de Emisión Subsecuentes, que sean inscritos (mediante la correspondiente actualización de la inscripción de los Certificados Bursátiles) en el RNV y listados en la BMV; en el entendido que, los Certificados Subsecuentes incluirán (i) el monto de Certificados Originales suscritos y pagados y (ii) el monto de Certificados Subsecuentes suscritos y pagos en Emisiones Subsecuentes anteriores.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Circular 1/2005</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las “Reglas a las que deberán sujetarse las instituciones de crédito; casas de bolsa; instituciones de seguros; instituciones de fianzas, sociedades financieras de objeto limitado y la Financiera Rural, en las operaciones de fideicomiso”, emitidas por el Banco de México de fecha 17 de junio de 2005, según la misma haya sido o sea modificada de tiempo en tiempo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Circular Única de Auditores Externos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las Disposiciones de Carácter General aplicables a las Entidades y Emisoras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros Básicos, publicadas en el Diario Oficial de la Federación el 26 de abril de 2018, según las mismas han sido y sean modificadas de tiempo en tiempo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Circular Única de Emisoras</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las Disposiciones de Carácter General aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores, publicadas en el Diario Oficial de la Federación el 19 de marzo de 2003, según las mismas han sido y sean modificadas de tiempo en tiempo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CKD</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, según el contexto lo requiera, la referencia al Fideicomiso o a los Certificados Bursátiles.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CMIC</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Corporación Mexicana de Inversiones de Capital, S.A. de C.V., así como sus Vehículos de Inversión</span><span style="font-family:Arial; font-size:10pt">, quien es titular del 99% (noventa y nueve por ciento) de las acciones de PMIC LATAM, S.A.P.I. de C.V</span><span style="font-family:Arial; font-size:10pt">.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CNBV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Comisión Nacional Bancaria y de Valores. </span>
</p>
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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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Coinversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las inversiones que el Fideicomiso reali</span><span style="font-family:Arial; font-size:10pt">zó</span><span style="font-family:Arial; font-size:10pt">, directamente o a través de un Vehículo Intermedio, en entidades en las que otros Vehículos de Inversión hayan invertido simultáneamente con el Fideicomiso; en el entendido que en cualquiera de los casos establecidos en la presente definición, el concepto de “Coinversiones” comprende cualquier adquisición de activos, bienes o derechos, y el otorgamiento de financiamientos en términos en términos del apartado “Criterios de Elegibilidad” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Coinversionista</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cualquier tercero que tenga el carácter de inversionista calificado en términos de la regulación aplicable, incluyendo las SIEFORES, o el Administrador (o cualquiera de sus Afiliadas) en cumplimiento del Compromiso de FdeFII-AenP, que realice o haya realizado una inversión en las mismas Empresas Promovidas en que lo h</span><span style="font-family:Arial; font-size:10pt">izo</span><span style="font-family:Arial; font-size:10pt"> el Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de Administración</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” </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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el pago que el Fiduciario realizará al Administrador con cargo a la cuenta de Flujo, previa instrucción de este último y respecto de cada Inversión, de manera trimestral por adelantado, (siendo el primer pago en la Fecha de Emisión), como contraprestación por los servicios de administración prestados, consistente en una cantidad equivalente al Porcentaje de Comisión de Administración anual sobre el Monto de Inversión, menos (a) el monto que, en su caso, no haya sido efectivamente aportado a la Empresa Promovida, en términos de lo previsto en el Contrato de Inversión respectivo, (b) el costo de las Inversiones que hayan sido objeto de Desinversión, (c) el costo de las Inversiones que hayan sido declaradas como pérdidas totales según lo determine el Valuador Independiente al momento de realizarse el pago añadiendo el Impuesto al Valor Agregado.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comité Técnico</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el órgano del Fideicomiso creado en términos del Artículo 80 de la LIC y 2.3 de la Circular 1/2005 emitida por Banco de México de conformidad con el apartado “Comité Técnico” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Compromiso de FdeFII-AenP</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Compromiso de FdeFII</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el esfuerzo que h</span><span style="font-family:Arial; font-size:10pt">izo</span><span style="font-family:Arial; font-size:10pt"> el Administrador para que el FdeFII-AenP y/o cualquier Vehículo de Inversión o Vehículo de Coinversión administrado por Fondo de Fondos, </span><span style="font-family:Arial; font-size:10pt">convirtiera</span><span style="font-family:Arial; font-size:10pt"> en cada una de las Inversiones con el Fideicomiso, ya sea de manera directa o indirecta a través de cualquier Afiliada o subsidiaria.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Compromiso por Certificado</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el número de Certificados Bursátiles a ser emitidos en una Emisión Subsecuente que un Tenedor debe suscribir por cada Certificado del que sea titular en la Fecha de Registro correspondiente, que se determinará según se describe en el apartado “Emisión de Certificados </span><span style="font-family:Arial; font-size:10pt">Bursátiles con Llamadas de Capital con actualización del monto” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Compromiso Total</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las Contribuciones Adicionales en conjunto la Aportación Mínima de Capital.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Consorcio</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el conjunto de Personas vinculadas entre sí por una o más personas físicas que, integrando un grupo de personas, tengan el Control de los primeros.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contrato de Colocación</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el o los contratos de colocación celebrados entre el Fiduciario, el Fideicomitente y el Intermediario Colocador, en los términos establecidos en el apartado “Emisión de Certificados Bursátiles con Llamadas de Capital con actualización del monto” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Desinversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, con respecto a las Inversiones, todos y cada uno de los contratos, convenios, resoluciones, actas o documentos y demás actos jurídicos, cualquiera que sea el nombre con el cual se les denomine, que evidencie el acuerdo de voluntades entre el Fiduciario y las demás partes de los mismos, y en los cuales se establezcan los términos y condiciones bajo los cuales aquél se obligará a llevar a cabo una Desinversión de las Empresas Promovidas, incluyendo, sin limitación, contratos de compraventa de acciones (u otros derechos similares) y contratos relacionados con la venta de las mismas, en forma privada o a través de la BMV.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contrato de Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contrato</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el contrato de fideicomiso irrevocable de emisión de certificados bursátiles fiduciarios número F/2627, denominado “FFLATAM-15-3”, y sus respectivos anexos, tal y como unos y otros sean modificados, adicionados, renovados o prorrogados de tiempo en tiempo.</span>
</p>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa todos y cada uno de los contratos, convenios, resoluciones, actas o documentos y demás actos jurídicos, cualquiera que sea el nombre con el cual se les denomine, que evidencie el acuerdo de voluntades entre el Fiduciario y las demás partes de los mismos, y en los cuales se establecen los términos y condiciones bajo los cuales aquél se obligó a llevar a cabo una Inversión, incluyendo, sin limitación, contratos de compraventa de acciones (u otros derechos similares), contratos de sociedad, estatutos sociales, convenios entre accionistas, contratos de crédito y pagarés.</span>
</p>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contribuciones Adicionales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las contribuciones en efectivo que realicen los Tenedores al Patrimonio del Fideicomiso en cada Fecha de Emisión Subsecuente, mediante la adquisición de los Certificados Bursátiles Subsecuentes correspondientes a la Llamada de Capital de que se trate, mismas que no podrán exceder del Compromiso Total de cada Tenedor. </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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Control</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la capacidad de una Persona o grupo de Personas, de llevar a cabo cualquiera de los actos siguientes: (i) imponer, directa o indirectamente, decisiones en las asambleas generales de accionistas, de socios u órganos equivalentes, o nombrar o destituir a la mayoría de los consejeros, administradores o sus equivalentes, de una Persona moral; (ii) mantener la titularidad de derechos que permitan, directa o indirectamente, ejercer el voto respecto de más del 50% del capital social de una Persona moral; o (iii) dirigir, directa o indirectamente, la administración, la estrategia o las principales políticas de una Persona moral, ya sea a través del ejercicio del poder de voto, de la propiedad de valores, por contrato o de cualquier otra forma. </span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Criterios de Elegibilidad de las Empresas Promovidas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los siguientes criterios que deberán cumplir todas las Inversiones en Empresas Promovidas:</span>
</p>
<p style="margin:6pt 0pt 0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(i)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Ser preferentemente una sociedad sujeta al régimen de sociedades anónimas promotoras de inversión de conformidad con la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(ii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Las Empresas Promovidas deberán, al momento de realizar la Inversión: (i) desarrollar su actividad productiva principal en México; (ii) no tener sus acciones listadas en la BMV u otros mercados reconocidos al momento de realizar la Inversión; y (iii) no ser una Parte Relacionada del Fideicomitente, del Administrador o de cualquiera de los Funcionarios Clave.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(iii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cumplir con las prohibiciones, restricciones, normas de desempeño ambiental, principios, convenciones, protocolos y en general con los lineamientos establecidos en el Anexo “C” del Fideicomiso.</span>
</p>
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el caso de las actividades que conforme al Anexo “C” del Contrato de Fideicomiso requieran de alguna certificación, la Empresa Promovida deberá contar con la certificación correspondiente, o bien, encontrarse en proceso de obtenerla, para lo cual deberá tener un plan de trabajo.</span>
</p>
<p style="margin:6pt 0pt 0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(iv)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que sus políticas y procedimientos prevean el cumplimiento con sus obligaciones fiscales y laborales (incluyendo las de seguridad social).</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(v)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que realicen actividades lícitas.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(vi)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">En caso de tratarse de entidades financieras, que ninguno de los Tenedores forme parte del mismo grupo financiero, o tenga relación patrimonial con entidades financieras que pertenezcan al mismo grupo financiero que la Empresa Promovida, y que ésta no tenga relación patrimonial con una entidad financiera que a su vez tenga participación en alguno de los Tenedores. Lo anterior se verificará directamente con los socios y accionistas de las Empresas Promovidas dentro del análisis que se realice previo a la auditoría legal y financiera, e igualmente se incluirá dentro del reporte de la auditoría que se elabore respecto de la Inversión que pretenda efectuarse y en el Memorándum de Inversión correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(vii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">El Monto de Inversión en una sola Empresa Promovida no podrá exceder el 20% (veinte por ciento) del Monto Máximo de la Emisión con base en cifras al cierre del trimestre inmediato anterior, salvo que se cuente con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(viii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">No se podrá invertir más del 30% (treinta por ciento) del Monto Máximo de la Emisión, con base en cifras al cierre del trimestre inmediato anterior, en un mismo sector, salvo que se cuente con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">(ix)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">En ningún caso el Fideicomiso invertirá en valores inscritos en el RNV </span><span style="font-family:Arial; font-size:10pt">o listados en cualquier bolsa, directa o indirectamente.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Distribución</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, de conformidad con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, la Cuenta que, deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso para el depósito de todos los Flujos que ingresen al Patrimonio del Fideicomiso. Todos los impuestos que el Fiduciario deba enterar de conformidad con la legislación aplicable a partir de la primera Desinversión, en términos del apartado “Cuestiones Fiscales” de la sección “Contratos y acuerdos” del presente Reporte Anua</span><span style="font-family:Arial; font-size:10pt">l</span><span style="font-family:Arial; font-size:10pt"> (incluyendo, en su caso, el Impuesto Sobre la Renta), deberán pagarse con cargo a la Cuenta de Distribución, a la cuenta que por escrito le instruya el Fideicomitente a efecto de que sea directamente el Fideicomitente quien cumpla con su obligación de enterar todos aquellos impuestos que esté obligado a pagar bajo los términos del Contrato de Fideicomiso al Sistema de Administración Tributaria de la Secretaria de Hacienda y Crédito Público en términos de la legislación vigente.</span>
</p>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Flujo</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Cuenta que, de acuerdo con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso, en la que se depositarán los recursos remanentes del Monto Total, una vez que se hayan pagado los Gastos de Emisión y Colocación y se haya constituido la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente. Con cargo a esta Cuenta, el Fideicomiso llevará a cabo las Inversiones y se cubrirán los Gastos de Inversión. Asimismo, en esta Cuenta se recibirán los rendimientos que deriven de Inversiones Permitidas de los recursos en ella depositados.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Reembolsos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Cuenta que, de acuerdo con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, deberá abrir y mantener abierta el Fiduciario a su nombre en cumplimiento de los Fines del Fideicomiso, en la cual se depositarán, una vez concluido el Periodo de Inversión, el saldo de la Cuenta General, y el saldo de la Cuenta de Flujo en dicha fecha (incluyendo los Intereses de las Inversiones Permitidas), menos los montos determinados por el Administrador de conformidad con de conformidad con el apartado “</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Contratos de Inversión y Contratos de Desinversión</span><span style="font-family:Arial; font-size:10pt">” de la sección “Contratos y acuerdos” del presente Reporte Anual</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">y los Flujos que provengan de Inversiones que el Comité Técnico o la Asamblea de Tenedores hayan determinado al momento en que se haya aprobado la Inversión, que no serán considerados como Efectivo Distribuible al momento en que se hayan ingresado al Patrimonio del Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Cuenta que, de acuerdo con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, deberá abrir el Fiduciario a su nombre, previa instrucción por escrito del Fideicomitente, y mantener abierta en cumplimiento de los Fines del Fideicomiso, en la que se depositarán la totalidad de las cantidades que correspondan al Fideicomitente y Fideicomisario en Segundo Lugar en términos lo establecido en el apartado “Aplicación de Flujos y Recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual</span><span style="font-family:Arial; 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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Reserva para Gastos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” </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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Cuenta que, de acuerdo con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, en la Fecha de Emisión o tan pronto como sea posible, el Fiduciario deberá abrir, manejar y administrar para los Gastos de Mantenimiento. </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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Reserva para Gastos de Asesoría Independiente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Cuenta que, de acuerdo con lo establecido en el Contrato de Fideicomiso, en la Fecha de Emisión Inicial, el Fiduciario deberá abrir a su nombre con la cantidad inicial equivalente a $10,000,000.00 (diez millones de Pesos 00/100 M.N.).</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta General</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la cuenta concentradora que, de acuerdo con lo establecido en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso, en la que el Fiduciario deberá recibir o depositar, en su caso, las siguientes cantidades: (A) En la Fecha de Emisión Inicial, el Monto Total derivado de la Emisión Inicial; (B). En las Fechas de Contribución Adicional, el Monto Adicional Requerido a cada uno de los Tenedores; y (C). En cualquier Día Hábil, los Flujos Netos que deban distribuirse a los Tenedores conforme a lo establecido en el apartado “Aplicación de Flujos y Recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual, así como todas las demás cantidades, bienes y/o derechos que ingresen al Patrimonio del Fideicomiso por cualquier concepto de conformidad con el Contrato de Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuentas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa de forma conjunta, la Cuenta General, la Cuenta de Flujo, la Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar, la Cuenta de Distribución, la Cuenta de Reembolsos, la Cuenta de Reserva para Gastos y de Reserva de Gastos de Asesoría 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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Desinversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
</p>
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para el caso de las Inversiones (i) la venta o enajenación de las acciones (o derechos similares) emitidas por las Empresas Promovidas, de las que el Fiduciario (o el Vehículo Intermedio) sea titular, (ii) la amortización de las acciones (o derechos similares) representativas del capital de las Empresas Promovidas, (iii) las disminuciones de capital de las Empresas Promovidas, o (iv) cualquier recuperación de las Inversiones, incluyendo, de manera enunciativa, mas no limitativa, el pago de dividendos en efectivo y financiamientos (tanto principal, intereses y comisiones) otorgados por el Fideicomiso a las Empresas Promovidas; en el entendido que el concepto “Desinversión” comprenderá la enajenación de activos, bienes o derechos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destino de los Recursos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el objeto al que se destinarán los recursos que se reciban en el Fideicomiso como resultado de las Llamadas de Capital, y que podrá ser (i) la realización de Inversiones, (ii) el pago de Gastos de Mantenimiento y Gastos de Inversión (incluyendo el fondeo de la Reserva para Gastos), y (iii) la realización de Inversiones Adicionales.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador con Causa</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la destitución del Administrador derivada de que ocurra un Evento de Sustitución del Administrador y el mismo continúe sin ser subsanado por más de 90 (noventa) días naturales, en virtud de la cual el Representante Común deberá convocar inmediatamente a una Asamblea de Tenedores, en la que tendrán derecho a estar presentes, con voz pero sin voto, el Administrador, el Fiduciario y el Representante Común en </span><span style="font-family:Arial; font-size:10pt">donde se adoptarán resoluciones respecto a dicha situación.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador Sin Causa</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la destitución sin causa del Administrador como administrador del Fideicomiso, ocurrida si los Tenedores determinan, mediante resolución al respecto adoptada en una Asamblea de Tenedores (que se reúna en virtud de primera, segunda o ulterior convocatoria) aprobada por el voto de los Tenedores que representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, que es en el mejor interés del Fideicomiso que PMIC LATAM, S.A.P.I. de C.V., sea sustituido por un administrador independiente de PMIC LATAM, S.A.P.I. de C.V., y sus Afiliadas.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Día Hábil</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cualquier día que no sea sábado o domingo o en general día no laborable, y en el cual las instituciones de crédito de México abran al público sus puertas, de acuerdo con el calendario que al efecto publica la CNBV.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribuciones a los Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribuciones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para cualquier Fecha de Pago, el pago de la totalidad del Efectivo Distribuible que efectivamente se distribuya a los Tenedores.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribución por Cambio de Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">"</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la distribución que el Administrador tendrá derecho a recibir del Fiduciario en caso de Destitución del Administrador Sin Causa, la cual será calculada de la misma manera que la Distribución no Preferente y Distribución Excedente, considerando como si (i) todas las Inversiones, cuyo Porcentaje de Distribución sea igual o mayor al 1% (uno por ciento), hubieren sido desinvertidas al Valor de las Inversiones, según el mismo sea determinado por el Valuador Independiente dentro de los 30 (treinta) Días Hábiles siguientes a la fecha en que se decida la Destitución del Administrador Sin Causa, y (ii) los recursos obtenidos de dichas Desinversiones hubieren sido distribuidos en términos de lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual en la fecha en que se decida la Destitución del Administrador Sin Causa, con independencia de la fecha efectiva de la destitución de que se trate.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribución Excedente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto que corresponde a los Tenedores, al Fideicomitente y Fideicomisario en Segundo Lugar de conformidad con lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribución no Preferente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto que corresponde al Fideicomitente y Fideicomisario en Segundo Lugar de conformidad con lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual</span><span style="font-family:Arial; font-size:10pt">.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribución Preferente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el rendimiento que corresponde a los Tenedores de conformidad con lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Dólares</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">USD</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la moneda de curso legal de los Estados Unidos de América.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Efectivo Distribuible</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto de Flujos que serán pagados a los Tenedores de conformidad con lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual, con cargo </span><span style="font-family:Arial; font-size:10pt">a la Cuenta de Distribuciones, así como los Flujos que serán pagados al Fideicomisario en Segundo Lugar, una vez que se hayan pagado a los Tenedores el Reembolso del Monto Dispuesto de la Inversión y la Distribución Preferente a los Tenedores, y según lo que determine el Comité Técnico y /o la Asamblea de Tenedores; en el entendido que, no serán considerados como “Efectivo Distribuible”, aquellos Flujos que el Comité Técnico o la Asamblea de Tenedores, al momento de aprobar la Inversión de que se trate, haya determinado que deberán ser depositados en la Cuenta de Reembolsos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Efectivo Excedente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto que exceda de la cantidad que el Comité Técnico señale una vez concluido el Período de Inversión, que deberá permanecer en las Cuentas para que puedan cubrirse en su totalidad los Gastos de Inversión y los Gastos de Mantenimiento que razonablemente se estime podrían generarse hasta la Fecha de Vencimiento, así como para la realización de Inversiones Adicionales, en el entendido que, dicho monto excedente será reembolsado a los Tenedores conforme a lo previsto en el apartado “Reembolso” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
</p>
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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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Efectivo Fideicomitido</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las cantidades en efectivo depositadas en las Cuentas o que se encuentren invertidas en Inversiones Permitidas, en tanto no sean retiradas de dichas Cuentas, que se utilizarán, entre otras cosas, para crear y mantener reservas (incluyendo, pero sin limitar, para fondear la Reserva para Gastos), pagar gastos corrientes, llevar a cabo Distribuciones a los Tenedores, así como para realizar los demás depósitos, pagos e Inversiones previstos en el Contrato de Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Efectivo Reembolsable</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto de Flujos que serán pagados a los Tenedores de conformidad con lo establecido en los apartados “Cuentas” y “Reembolso” de la sección “Contratos y acuerdos” del presente Reporte Anual, con cargo a la Cuenta de Reembolsos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión y Colocación</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la emisión y colocación de los Certificados Bursátiles que el Fiduciario lleve a cabo de conformidad con las estipulaciones del Fideicomiso, el Acta de Emisión y en términos de la LMV y demás disposiciones aplicables, incluyendo los Certificados Originales y los Certificados Adicionales correspondientes a las Emisiones Iniciales, y los Certificados Subsecuentes correspondientes a las Emisiones Subsecuentes.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión Inicial</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la emisión de los Certificados Bursátiles Originales por el monto de la Aportación Mínima de Capital realizada por los Tenedores por la emisión y colocación de los Certificados Bursátiles Originales, y en su caso, de los Certificados Bursátiles Adicionales por medio de oferta pública a través de la BMV que sea realizada en las Fechas de Emisión Iniciales, con intervención del Intermediario Colocador.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisiones Subsecuentes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significan cada una de las emisiones de Certificados Bursátiles Subsecuentes que darán lugar a las actualizaciones de la inscripción en el RNV, conforme a las cuales se adherirán Certificados Subsecuentes a los Certificados Originales, lo anterior cada vez que se realice una Llamada de Capital, mediante las correspondientes actualizaciones de la inscripción en el RNV; en el entendido que las Emisiones Subsecuentes, junto con la Emisión Inicial, serán hasta por el Monto Máximo de la </span><span style="font-family:Arial; font-size:10pt">Emisión, y se considerarán parte de la misma Emisión.</span>
</p>
</td>
</tr>
<tr style="height:21.45pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">EMISNET</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el Sistema Electrónico de Comunicación con Emisoras de Valores a cargo de la BMV.</span>
</p>
</td>
</tr>
<tr style="height:21.45pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Empresas Promovidas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las entidades en que el Fiduciario, directamente o a través de un Vehículo Intermedio, reali</span><span style="font-family:Arial; font-size:10pt">zó</span><span style="font-family:Arial; font-size:10pt"> las Inversiones, incluyendo, sin limitar, empresas, proyectos, sociedades y fideicomisos, mismas que deberán cumplir con los Criterios de Elegibilidad de las Empresas Promovidas conforme a lo establecido en el apartado “Criterios de Elegibilidad” de la sección “Contratos y acuerdos” del presente Reporte Anual, salvo que se dispense su cumplimiento en términos del Contrato de Fideicomiso, principalmente enfocadas a Sectores Objetivo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Exceso de Distribuciones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, en cualquier momento, el exceso que exista en la cantidad que haya sido transferida a la Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar en concepto de Distribución No Preferente y Distribución de Excedente respecto de la cantidad que a dicha fecha debería de haberse transferido a la Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar en dicho concepto, tomando en cuenta la totalidad de las operaciones realizadas al amparo del Fideicomiso a la Fecha de Cálculo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Evento de Sustitución del Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cualquiera de los siguientes eventos:</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">1.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que en cualquier momento, alguno de los Funcionarios Clave no se encuentren dedicando la atención necesaria a los asuntos del FFLATAM-15-3 conforme a la Cláusula Novena, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante el plazo de 90 (noventa) días naturales a que se refiere la Sección 9.1.1 del Contrato de Fideicomiso, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad presentado por el Administrador;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">2.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que el Administrador o, en su caso, durante la vigencia del Fideicomiso, cualquier de los Funcionarios Clave cuente con sentencia emitida en segunda instancia por </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> delitos que merezcan pena privativa de libertad por 5 (cinco) o más años, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> la comisión de los delitos de fraude (incluyendo fraudes con valores y fraude equiparado) o administración fraudulenta, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante un plazo de 60 (sesenta) días naturales a partir de que se haya dictado la sentencia en segunda instancia, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad; salvo el caso de que dichas personas dejen de formar parte del Administrador, y éste último saque en paz y a salvo al Fideicomiso de cualquier pérdida financiera que en su caso se presente; </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">3.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que exista una sentencia emitida en segunda instancia por un órgano jurisdiccional competente, que prohíba al Administrador o, en su caso, durante la vigencia del Fideicomiso, a cualquiera de los Funcionarios Clave, continuar ejerciendo sus cargos o que impida el cumplimiento de sus obligaciones bajo el Contrato de Fideicomiso, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante un plazo de 60 (sesenta) días naturales a partir de que se haya dictado la sentencia en segunda instancia, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad; salvo el caso de que dichas personas dejen de formar parte del Administrador, y éste último saque en paz y a salvo al Fideicomiso de </span><span style="font-family:Arial; font-size:10pt">cualquier pérdida financiera que en su caso se presente; </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">4.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que cualquiera de los Funcionarios Clave incumpla con los deberes de diligencia y de lealtad contenidos en los artículos 29 a 37 de la LMV, aplicados a la administración y el manejo del Patrimonio del Fideicomiso;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">5.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que el Administrador incumpla con cualquier obligación derivada del Contrato de Fideicomiso distintas a las indicadas en los incisos anteriores, y dicho incumplimiento </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">no ocurra como consecuencia directa de un caso fortuito o fuerza mayor, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> no sea subsanado dentro de los 90 (noventa) días calendario siguientes a la fecha en la que ocurra dicho incumplimiento, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> resulte, o pueda resultar de no ser subsanado, directa o indirectamente, en un menoscabo en el Patrimonio del Fideicomiso igual o mayor a un monto equivalente al 5% (cinco por ciento) de dicho Patrimonio del Fideicomiso, sin considerar aquellos montos que aún no hayan sido llamados a los Tenedores;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">6.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Cualquier declaración efectuada por el Administrador en cualquier documento relacionado con el Contrato de Fideicomiso y/o en el Fideicomiso que se demuestre que fue incorrecta en cualquier aspecto sustancial al momento de hacerse o entregarse, y continúe siendo incorrecta en cualquier aspecto sustancial por un período de 90 (noventa) días naturales contados a partir de la fecha en que el Representante Común o el Fiduciario notifiquen por escrito al Administrador de dicho incumplimiento y le requieran subsanar el mismo;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">7.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que el Administrador solicite ser declarado o por cualquier razón sea declarado en concurso mercantil o quiebra de conformidad con la Ley de Concursos Mercantiles;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">8.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que se lleve a cabo una modificación en la estructura del capital social del Administrador o de Administradora CMIC, S.A. de C.V. que derive en un cambio en el Control de dichas sociedades; y</span>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">9.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Que el Administrador incurra en un “evento de sustitución del administrador” previstos en FFLATAM-15-1.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FdeFII-AenP</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">" o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FdeFII</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">-LP</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Fondo de Fondos México II, AenP., una asociación en participación debidamente </span><span style="font-family:Arial; font-size:10pt">suscrita </span><span style="font-family:Arial; font-size:10pt">de conformidad con el convenio </span><span style="font-family:Arial; font-size:10pt">modificatorio y de reexpresion, de fecha 29 de diciembre de 2020, al contrato de asociación de fecha 2</span><span style="font-family:Arial; font-size:10pt">8</span><span style="font-family:Arial; font-size:10pt"> de diciembre de 2011, a fin de sujetar dicho LPA al capítulo XIII de la Ley General de Sociedades Mercantiles y, en consecuencia, cambiar su figura jurídica para dejar de ser una </span><span style="font-family:Arial; font-size:10pt; font-style:italic">limited partnership</span><span style="font-family:Arial; font-size:10pt"> canadiense (constituida de conformidad con las leyes de Quebec), y convertirse en una asociación en participación mexicana de conformidad con la Ley General de Sociedades Mercantiles y demás legislación mexicana.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Cálculo</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, (i) cada Día Hábil en el que los Flujos Brutos asociados a los Flujos Netos que deban depositarse en la Cuenta de Distribución o en la Cuenta de Reembolsos conforme al Contrato de Fideicomiso, alcancen una cantidad igual o superior a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.), o (ii) la fecha (Día Hábil) que el Administrador determine.</span>
</p>
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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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Contribución Adicional</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la fecha en que los Tenedores deberán realizar el pago de sus Contribuciones Adicionales derivadas de cada una de las Llamadas de Capital.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Depósito</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la fecha en la que el Fiduciario deberá realizar el depósito de la cantidad que el Administrador le instruya a efecto de realizar las </span><span style="font-family:Arial; font-size:10pt">Inversiones de conformidad con el Fideicomiso.</span>
</p>
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</tr>
<tr style="height:16.25pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Emisión Inicial</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fechas de Emisión Iniciales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa según el contexto lo requiera, (i) la fecha de emisión, colocación, liquidación y cruce de los Certificados Bursátiles Originales, es decir el 23 de diciembre de 2015, o (ii) la fecha de emisión, colocación, liquidación y cruce los Certificados Bursátiles Adicionales; mismas que serán señaladas en el Título.</span>
</p>
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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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Emisión Subsecuente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las fechas de emisión, colocación, liquidación y cruce de los Certificados Bursátiles Subsecuentes.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Pago</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cualquiera de las siguientes fechas en las que el Fiduciario deba pagar el Efectivo Distribuible o Efectivo Reembolsable a los Tenedores conforme al Contrato de Fideicomiso: (i) el segundo Día Hábil siguiente a cualquier Fecha de Cálculo, (ii) el Día Hábil que el Fiduciario, por instrucciones del Administrador, señale como tal de conformidad con los apartados “Distribución de Flujos” y “Reembolso” de la sección “Contratos y acuerdos” del presente Reporte Anual, y/o (iii) la Fecha de Vencimiento, en el entendido que si cualquiera de dichos días no es un Día Hábil, entonces la “Fecha de Pago” será el Día Hábil inmediato siguiente.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Registro</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la fecha identificada por el Administrador, en el aviso correspondiente, antes de cada Fecha de Pago previo a que se vaya a realizar una Emisión Subsecuente, según sea el caso, en la cual se determinarán aquellos Tenedores que (i) recibirán una Distribución o cualquier pago al amparo de los Certificados, o (ii) tengan derecho y deban suscribir los Certificados Subsecuentes que se emitan conforme a una Emisión Subsecuente, según corresponda.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha de Vencimiento</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el 24 de diciembre de 2029, en caso de que dicho día no sea un Día Hábil, entonces la “Fecha de Vencimiento” será el Día Hábil inmediato siguiente.</span>
</p>
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La Fecha de Vencimiento podrá ser prorrogada de conformidad con la Cláusula Vigésima Quinta del Contrato de Fideicomiso; en el entendido que, en caso de prórrogas, se deberá realizar el canje del Título en Indeval, con al menos 3 (tres) Días Hábiles de anticipación a la Fecha de Vencimiento.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha Ex-Derecho</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la misma Fecha de Registro, o en su caso, la fecha que sea designada por el Administrador en el aviso correspondiente.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha Límite de Suscripción</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la fecha límite para que los Tenedores ofrezcan suscribir los Certificados Subsecuentes que se vayan a emitir en la Emisión Subsecuente correspondiente, la cual deberá coincidir con el día que ocurra 2 (dos) Días Hábiles antes a la fecha en que se vaya a llevar a cabo la Emisión Subsecuente.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">F/3535</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el fideicomiso irrevocable número 3535.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FFLATAM-15-1</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el fideicomiso irrevocable de emisión de certificados bursátiles fiduciarios número F/2212, denominado “FFLATAM-15-1”.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FFLATAM-15-2</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el fideicomiso irrevocable de emisión de certificados bursátiles fiduciarios número F/2292, denominado “FFLATAM-15-2”.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FFLATAM-15-3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el fideicomiso irrevocable de emisión de certificados bursátiles fiduciarios número F/2627, denominado “FFLATAM-15-3”.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FFLATAM-15-4</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el fideicomiso irrevocable de emisión de certificados bursátiles fiduciarios número F/2663, denominado “FFLATAM-15-4”.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fideicomisarios</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa conjuntamente los Fideicomisarios en Primer Lugar y el Fideicomisario en Segundo Lugar.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fideicomisarios en Primer Lugar</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los Tenedores, respecto de las cantidades que tengan derecho a recibir y demás derechos a su favor establecidos de conformidad con los Certificados Bursátiles y el Contrato de Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fideicomisario en Segundo Lugar</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa PMIC LATAM, S.A.P.I. de C.V., respecto de las cantidades que tenga derecho a recibir de conformidad con lo establecido en el Contrato de Fideicomiso, así como sus causahabientes y cesionarios autorizados.</span>
</p>
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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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fideicomitente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa PMIC LATAM, S.A.P.I. de C.V.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fiduciario</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, o sus sucesores, cesionarios o quien sea posteriormente designado como fiduciario bajo el Contrato de Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fines del Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, conforme a lo establecido en el Contrato de Fideicomiso:</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">1.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario reciba, conserve, mantenga y en su oportunidad, enajene la propiedad de los bienes y derechos que conforman el Patrimonio del Fideicomiso y distribuya y administre los recursos obtenidos por dichas ventas, derivado de la Emisión y Colocación o por cualquier otra causa, en cada una de las Cuentas de conformidad con lo establecido en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">2.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario constituya (y, de ser aplicable, incremente o reconstituya) la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente, y abra, administre y mantenga abiertas, a su nombre, las Cuentas de conformidad con lo previsto en el Contrato de Fideicomiso y cualquier otra cuenta que sea necesaria para cumplir con los fines del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">3.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario realice la Emisión y Colocación de los Certificados Bursátiles conforme a los términos y condiciones que al efecto le instruya por escrito el Comité Técnico, y efectúe los pagos que se establecen en el Título que ampare los mismos, así como que previa aprobación del Comité Técnico, el Fiduciario realice (i) la Emisión Inicial, (ii) las Llamadas de Capital, y (iii) las Emisiones Subsecuentes, así como todos los actos que se relacionen con lo anterior; en el entendido que, tratándose de los sub-incisos (ii) y (iii) anteriores, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">4.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que en términos de la LMV y demás disposiciones aplicables, el Fiduciario suscriba los documentos y realice los actos necesarios a fin de llevar a cabo la Emisión y Colocación de los Certificados Bursátiles, incluyendo, sin limitar, el Acta de Emisión, el Título que ampare los Certificados Bursátiles, el Contrato de Colocación, y solicite y obtenga de la CNBV, la BMV y cualquier otra Autoridad, las autorizaciones necesarias para llevarlas a cabo, así como el registro de los Certificados Bursátiles </span><span style="font-family:Arial; font-size:10pt">en el RNV, su listado en la BMV y el depósito</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del Título ante el Indeval. De igual manera, que el Fiduciario presente toda la información y lleve a cabo todos los actos, gestiones, celebración y firma de aquellos documentos necesarios o convenientes para mantener el registro de los Certificados Bursátiles en el RNV, su listado en la BMV, y, cuando sea procedente, el canje del Título respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">5.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, previa instrucción por escrito del Comité Técnico, celebre con el Intermediario Colocador el Contrato de Colocación correspondiente conforme a los términos y condiciones que al efecto le instruya, y cumpla con las obligaciones previstas en el mismo, siempre que este no contravenga en ningún sentido los términos dispuestos bajo el Contrato de Fideicomiso ni los fines convenidos en el mismo.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">6.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Conforme a los Contratos de Inversión, llevar a cabo Inversiones en las Empresas Promovidas; en el entendido que, en ningún caso el Fideicomiso invertirá en valores inscritos en el RNV o listados en cualquier bolsa, directa o indirectamente, en la fecha en que se realice la Inversión. </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">7.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario otorgue al Administrador un poder general, de conformidad con el Anexo “B” y la Cláusula Vigésima Octava del Contrato de Fideicomiso, para que éste realice las Inversiones, así como las Desinversiones en las Empresas Promovidas, y celebre los Contratos de Inversión y los Contratos de Desinversión en nombre y por cuenta del Fideicomiso en los términos del Fideicomiso; en el entendido que el Administrador estará sujeto a que previo a la realización de las Inversiones y/o Desinversiones, se obtenga la aprobación del Comité Técnico cuando éstas representen menos del 20% (veinte por ciento) del Monto Máximo de la Emisión, y previa aprobación de la Asamblea de Tenedores cuando las Inversiones y Desinversiones representen el 20% (veinte por ciento) o más del Monto Máximo de la Emisión, en ambos casos con base en cifras correspondientes al cierre del trimestre inmediato anterior y considerando, en su caso, los compromisos de las Llamadas de Capital, con independencia de que dichas Inversiones o Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">8.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, por instrucciones del Administrador, celebre los Contratos de Inversión y los Contratos de Desinversión y cumpla con los términos y condiciones previstos en los mismos y cuando proceda, los modifique y/o los de por terminados; en el entendido que el Fiduciario estará sujeto a que previo a la celebración de los Contratos de Inversión y Contratos de Desinversión correspondientes, se obtenga (i) la aprobación del Comité Técnico cuando las Inversiones y/o Desinversiones representen menos del 20% (veinte por ciento) del Monto Máximo de la Emisión, (ii) previa aprobación de la Asamblea de Tenedores cuando (a) las Inversiones y/o Desinversiones representen el 20% (veinte por ciento) o más del Monto Máximo de la Emisión , o (b) la Inversión o adquisición que pretenda realizarse represente el 10% (diez por ciento) o más del Monto Máximo de la Emisión, con base en cifras correspondientes al cierre del trimestre inmediato anterior, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, y dichas operaciones se pretendan realizar con personas que se ubiquen en al menos uno de los dos supuestos siguientes: (x) aquellas relacionadas respecto las Empresas Promovidas sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador, o bien, (y) que representen un conflicto de interés; en cualquiera de los casos anteriores, con base en cifras correspondientes al cierre del </span><span style="font-family:Arial; font-size:10pt">trimestre inmediato anterior considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, con independencia de que dichas Inversiones o Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola. </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">9.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario invierta el Efectivo Fideicomitido depositado en las Cuentas en Inversiones Permitidas de conformidad con lo establecido en la Cláusula Décima Tercera del Contrato de Fideicomiso. </span>
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<span style="font-family:Arial; font-size:10pt">10.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, mediante la subcontratación de los mismos, o de cualquier otra manera preste a cualquier Empresas Promovida, aquellos servicios necesarios para la operación y funcionamiento de los mismos (incluyendo servicios de asesoría) y facturar o emitir los comprobantes respectivos, trasladando en forma expresa y por separado, en su caso, el impuesto al valor agregado respectivo. Cualesquiera recursos que el Fiduciario reciba en concepto de dichos servicios y/o por la repercusión que el Fiduciario realice a cualquier Empresa Promovida de gastos incurridos para su beneficio (excluyendo impuestos, en particular el impuesto al valor agregado) se considerarán “recursos fiduciarios adicionales” para todos los propósitos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">11.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate al Auditor Externo y, en su caso, lo sustituya de conformidad con las instrucciones por escrito que al efecto emita la Asamblea de Tenedores.</span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">12.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate al Valuador Independiente autorizado para efectos de lo dispuesto en la Cláusula Vigésima Segunda del Contrato de Fideicomiso y, en su caso, lo sustituya en cualquier momento de acuerdo con los términos establecidos en el Fideicomiso, de conformidad con las instrucciones por escrito que al efecto emita la Asamblea de Tenedores.</span>
</p>
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<span style="font-family:Arial; font-size:10pt">13.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, de conformidad con las instrucciones previas del Administrador, el Fiduciario celebre el contrato de prestación de servicios con el Representante Común, en el que se haga constar la contratación de este último, respecto de la prestación de servicios de representación común para beneficio de los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">14.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario pague, con cargo al Patrimonio del Fideicomiso y hasta donde éste baste y alcance, todas las obligaciones a su cargo de conformidad con lo establecido en el Fideicomiso, incluyendo, de forma enunciativa, más no limitativa, el pago de las cantidades adeudadas a los Tenedores de conformidad con el Título que ampare Certificados Bursátiles, los Gastos de Emisión y Colocación, los Gastos de Mantenimiento y los Gastos de Inversión, y que lleve a cabo las operaciones cambiarias, que en su caso sean necesarias para liquidar dichos conceptos.</span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">15.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario prepare y proporcione toda aquella información relevante relacionada con el Fideicomiso, que de conformidad con el Contrato de Fideicomiso, la LMV, la Circular Única de Emisoras, el Reglamento Interior de la BMV y las demás disposiciones aplicables, deba entregar a las Autoridades, a la BMV, al Comité Técnico, al Representante Común, a los Tenedores, a los Proveedores de Precios y al Valuador Independiente, a través de los medios establecidos para tal efecto y dentro de los plazos previstos en las mismas disposiciones, así como toda información que le sea solicitada o deba entregar de conformidad con el Fideicomiso; así como que el Fiduciario prepare y presente las declaraciones fiscales aplicables en base a la información que el Administrador está obligado a proporcionarle al Fiduciario en términos del Fideicomiso y de conformidad con la legislación aplicable, así como que lleve a cabo todos los actos tales como cualesquiera </span><span style="font-family:Arial; font-size:10pt">retenciones aplicables y la emisión de constancias y registros, que sean necesarios para cumplir con las leyes fiscales aplicables durante la vigencia del Fideicomiso.</span>
</p>
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<span style="font-family:Arial; font-size:10pt">16.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, previas instrucciones por escrito del Comité Técnico o del Administrador, según corresponda en términos del Fideicomiso, tome las demás acciones o lleve a cabo los actos necesarios para el adecuado cumplimiento de los Fines del Fideicomiso, incluyendo, sin limitar, la celebración de cualquier otro contrato o convenio, y el retiro y depósito de cualquier cantidad en las Cuentas, de conformidad con lo establecido en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">17.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario otorgue los poderes generales o especiales que se requieran para la consecución de los Fines del Fideicomiso o para la defensa del Patrimonio del Fideicomiso de conformidad con lo dispuesto en el Contrato de Fideicomiso, la Cláusula Vigésima Octava siguiente y los términos establecidos en el Anexo “B” del mismo, en el entendido de que el Fiduciario no podrá otorgar poderes con facultades de dominio.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">18.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate con cargo al Patrimonio del Fideicomiso y/o proporcione al Representante Común, con cargo al Patrimonio del Fideicomiso, los recursos necesarios para realizar las contrataciones de los terceros que asistan a dicho Representante Común en el cumplimiento de sus obligaciones, según le sea instruido por escrito por el Representante Común, en términos de lo establecido en la Sección 19.2 del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">19.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que una vez concluida la vigencia del Contrato de Fideicomiso y que se hayan cubierto todas las cantidades pagaderas bajo los Certificados Bursátiles, el Fiduciario distribuya los bienes, derechos y cualquier otro activo que forme parte del Patrimonio del Fideicomiso en ese momento, de conformidad con lo establecido en el Contrato de Fideicomiso y dé por extinguido el Fideicomiso, otorgando al Fideicomitente y a su vez este último al Fiduciario, de ser aplicable, el finiquito más amplio que en su derecho corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">20.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, en lo no previsto en el Contrato de Fideicomiso, el Fiduciario lleve a cabo o suscriba todos los actos que sean necesarios para el debido cumplimiento de los Fines del Fideicomiso, de conformidad con las instrucciones que reciba del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">21.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">En términos generales, que el Fiduciario lleve a cabo cualquier otra acción que sea necesaria o conveniente para satisfacer o cumplir los Fines del Fideicomiso, las estipulaciones del Contrato de Fideicomiso y cualquier otro documento celebrado por el Fiduciario en cumplimiento del mismo, y las disposiciones legales aplicables.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Flujo Bruto</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para cada Inversión, los Flujos que originalmente sean pagaderos al Fiduciario, sin tomar en cuenta las retenciones, enteros o pagos de impuestos que el Fiduciario, o la persona que pague dichos Flujos deba hacer conforme a la legislación aplicable.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Flujo Neto</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa, para cada Inversión, los Flujos que sean depositados en la Cuenta de Distribución o en la Cuenta de Reembolso, una vez que hayan sido efectuadas todas las retenciones, enteros o pagos de impuestos que deban respecto de los mismos hacerse de conformidad con la legislación aplicable.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Flujos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los recursos que de tiempo en tiempo reciba el Fideicomiso (i) en su calidad de tenedor de las acciones o títulos representativos del capital social de las Empresas Promovidas, en su caso, (ii) en cumplimiento de los Contratos de Inversión o en ejercicio de sus derechos bajo los </span><span style="font-family:Arial; font-size:10pt">mismos, (iii) con motivo de las Desinversiones que de tiempo en tiempo se efectúen, (iv) en cumplimiento de los Contratos de Desinversión o en ejercicio de sus derechos bajo los mismos, y/o (v) por cualquier razón distinta a la Aportación Mínima de Capital y Contribuciones Adicionales, serán depositados en la Cuenta de Distribuciones en tanto no son distribuidos de conformidad con el Contrato de Fideicomiso o en la Cuenta de Reembolsos, en todo caso depositando en primer lugar en la Reserva para Gastos los recursos necesarios para pagar Gastos de Mantenimiento.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">FOCIR</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa Fondo de Capitalización e Inversión del sector Rural</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fondo de Fondos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa conjuntamente ACMIC, CMIC y PMIC Latam.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fondo de Fondos México II</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el FdeFII-AenP.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Funcionarios Clave</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa</span><span style="font-family:Arial; font-size:10pt"> Liliana Araceli Reyes Castrejón </span><span style="font-family:Arial; font-size:10pt">y Moisés Jahaziel Macías Maldonado, y cualquier otra persona que sea designada con tal carácter conforme al Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Emisión y Colocación</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa las comisiones, gastos, cuotas, derechos y demás erogaciones que se generen con motivo de la Emisión y Colocación de los Certificados Bursátiles</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(incluyendo las Emisiones Iniciales y las Emisiones Subsecuentes), incluyendo, sin limitación, el pago de los derechos que deban ser cubiertos por el registro y listado de los Certificados Bursátiles en el RNV y a la BMV, los pagos que deban hacerse al Indeval por el depósito del Título, los pagos iniciales al Representante Común y al Fiduciario por la aceptación de sus respectivos cargos, así como los honorarios del Auditor Externo; otros auditores, consultores externos, asesores fiscales y abogados, incluyendo cualquier asesor contratado para beneficio de los posibles Tenedores; los honorarios y gastos pagaderos al Intermediario Colocador de conformidad con los Contratos de Colocación (incluyendo gastos legales), así como los honorarios y gastos pagaderos al Agente Estructurador; mismos que deberán ser cubiertos por el Fiduciario con cargo a los recursos que se obtengan con dicha Emisión y Colocación, a los cuales se les agregará, en su caso, cualquier monto de Impuesto al Valor Agregado.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, respecto a cada Inversión, todos los gastos que por instrucción del Administrador, el Fiduciario deba erogar para que el Fideicomiso pueda llevar a cabo dicha Inversión, y para mantener y monitorear la misma, así como la Desinversión que se realice de dicha Inversión, incluyendo, la Comisión de Administración asociada a la Inversión de que se trate, los Gastos de Emisión y Colocación asociados a la Llamada de Capital realizados para efectos de la Inversión, así como los Gastos de Emisión y Colocación relacionados con la Emisión Inicial, la parte proporcional de los Gastos de Mantenimiento según sea determinado por el Administrador, los honorarios y gastos legales y/o de asesores financieros, fiscales y contables, la celebración de los Contratos de Inversión y otros gastos relacionados con la ejecución, el monitoreo y el mantenimiento de las Inversiones, y la celebración de los Contratos de Desinversión, los cuales adicionarán, en su caso, cualquier monto de Impuesto al Valor Agregado que el Fiduciario hubiere pagado en relación con lo anterior.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Mantenimiento</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las comisiones, honorarios, gastos, derechos y demás erogaciones que se generen o sean necesarias para el mantenimiento de la Emisión y Colocación, los cuales adicionarán, en su caso, cualquier monto de Impuesto al Valor Agregado que el Fiduciario hubiere pagado en relación con lo anterior, e incluyendo, sin limitar, los Seguros de Responsabilidad Profesional, los gastos necesarios para mantener el registro de los Certificados en el RNV, el listado de los mismos en la BMV, así como aquellos que sean directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables; los honorarios del Fiduciario, los honorarios del Representante Común, los honorarios de asesores fiscales</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">los honorarios del Auditor Externo y los honorarios del Valuador Independiente; los gastos derivados del otorgamiento de poderes conforme al Contrato de Fideicomiso y cualesquiera otros gastos incurridos por el Fiduciario, y/o el Representante Común de conformidad con el Contrato de Fideicomiso; en el entendido que el término “Gastos de Mantenimiento” no incluye los salarios y demás compensaciones de los empleados y funcionarios del Administrador, sus Afiliadas, los gastos de oficina del Administrador o sus Afiliadas y/o los Gastos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Indeval</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Infraestructura</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa el tipo de activo que se refiere a carreteras, puentes, redes ferroviarias, terminales ferroviarias y camioneras; puertos, aeropuertos, plantas de tratamiento de aguas, potabilizadoras, acueductos y otras obras de infraestructura hidráulica, recolección manejo, confinamiento de residuos sólidos no peligrosos, energía y servicios públicos; electricidad, petróleo y gas, en la medida permitida por las leyes aplicables; telecomunicaciones, infraestructura social (tales como escuelas, hospitales, centro penitenciarios, entre otros) y otros activos que concuerden con los Criterios de Elegibilidad.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Instrucción de Llamada de Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
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<span style="font-family:Arial; font-size:10pt">Significa la solicitud que deberá entregar el Administrador, una vez aprobada la Llamada de Capital por el Comité Técnico, al Fiduciario y al Representante Común, en términos de lo establecido en el apartado “Procedimiento para las Llamadas de Capital” de la sección “Contratos y acuerdos” del presente Reporte Anual, previo a la realización de una Llamada de Capital.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Intereses de las Inversiones Permitidas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa los intereses que se generen por la inversión del Efectivo Fideicomitido depositado en las Cuentas del Fideicomiso en Inversiones Permitidas conforme a lo establecido en términos del apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Intermediario Colocador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Merrill Lynch México, S.A. de C.V., Casa de Bolsa.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa las inversiones realizadas por el Fideicomiso, directamente o a través de un Vehículo Intermedio, en Empresas Promovidas; en el entendido que, en cualquiera de los casos establecidos en la presente definición, el concepto de “Inversiones” comprende cualquier adquisición de activos, bienes o derechos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en términos del apartado “Inversiones” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones Adicionales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
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<span style="font-family:Arial; font-size:10pt">Significa el incremento de la participación en el capital de alguna de las Empresas Promovidas en las cuales se haya realizado una Inversión previamente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones Permitidas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa, de acuerdo con lo establecido en el Contrato de Fideicomiso, cualquiera de las siguientes inversiones, con instituciones financieras autorizadas para actuar como tal por la CNBV como contraparte de las inversiones:</span>
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<p style="margin:6pt 0pt 0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">A.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Instrumentos de deuda con vencimiento menor o igual a un año, denominados en Pesos, UDIs o Dólares </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> emitidos por el gobierno federal mexicano, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">emitidos por el gobierno federal de los Estados Unidos de América, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> cuyas obligaciones sean total e incondicionalmente garantizadas en cuanto al pago puntual de principal e intereses por parte del gobierno federal mexicano, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> cuyas obligaciones sean total e incondicionalmente garantizadas en cuanto al pago puntual de principal e intereses por parte de cualquier agencia o autoridad del gobierno federal mexicano siempre y cuando dichas obligaciones sean respaldadas por la garantía crediticia total del gobierno federal mexicano; e</span>
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<p style="margin:0pt 0pt 6pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">B.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Inversiones a través de reportos con respecto a cualesquier instrumentos de deuda o valores de los descritos en el inciso A anterior. </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones Secundarias</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa las inversiones que se realizan en activos de Sectores Objetivo existentes, incluyendo intereses de un inversionista, portafolios de inversiones directas en compañías privadas e inversiones directas. Las transacciones secundarias incluyen la compra de cualquiera de los activos anteriores de otros inversionistas que actualmente son propietarios de dichos activos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LGTOC</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Ley General de Títulos y Operaciones de Crédito.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LIC</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Ley de Instituciones de Crédito.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LISR</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Ley del Impuesto Sobre la Renta.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LIVA</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Ley del Impuesto al Valor Agregado.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LMV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Ley del Mercado de Valores.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Llamadas de Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la solicitud que realice el Fiduciario, de conformidad con las Instrucciones de Llamada de Capital que le entregue el Administrador, previa aprobación del Comité Técnico, en los términos establecidos en el Contrato de Fideicomiso, a efecto de que cada Tenedor que sea titular de Certificados Bursátiles al cierre de operaciones de la Fecha de Registro correspondiente, suscriba y pague los Certificados que le corresponda suscribir de una Emisión Subsecuente mediante el pago de la Contribución Adicional.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Memorándum de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el documento que, conforme al apartado “Inversiones” de la sección “Contratos y acuerdos” del presente Reporte Anual, elaboró el Administrador y entregó al Comité Técnico y Asamblea de Tenedores, según sea el caso, al momento de presentar una propuesta para realizar una Inversión.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">México</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los Estados Unidos Mexicanos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Mezzanine</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el tipo de financiamiento que en cuestión de prelación de pago en la estructura de capital se ubica después de la deuda garantizada y quirografaria pero antes del capital. El financiamiento </span><span style="font-family:Arial; font-size:10pt; font-style:italic; text-decoration:underline">mezzanine</span><span style="font-family:Arial; font-size:10pt"> normalmente paga un interés alto y usualmente cuenta con un componente accionario en la forma de opciones, </span><span style="font-family:Arial; font-size:10pt; font-style:italic">warrants</span><span style="font-family:Arial; font-size:10pt"> o derechos de conversión mediante el cual una fracción del monto total del financiamiento es convertible en una participación accionarial. El financiamiento </span><span style="font-family:Arial; font-size:10pt; font-style:italic">mezzanine</span><span style="font-family:Arial; font-size:10pt"> se puede utilizar como complemento para cubrir el costo de adquisición de una transacción en conjunto con o en lugar de las porciones de deuda en primer grado y capital.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Miembro Independiente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa aquella Persona que se ajuste a lo previsto en los artículos 24, segundo párrafo y 26 de la LMV; en el entendido de que la independencia se calificará respecto del Fideicomitente, del Administrador y de las Empresas Promovidas, conforme a lo establecido en la Circular Única de Emisoras.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Adicional Requerido</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto total de las Contribuciones Adicionales a ser aportadas por los Tenedores en cada Llamada de Capital; en el entendido que los Montos Adicionales Requeridos estarán limitados al Compromiso Total de cada Tenedor.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Destinado a Inversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la cantidad que sea depositada en la Cuenta de Flujo en las Fechas de Emisión Iniciales y en cada Fecha de Emisión Subsecuente, así como cualesquier otros montos que sean depositados en la Cuenta de Flujo durante la vigencia del Fideicomiso conforme a lo previsto en el Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto que el Fideicomiso se obligó a aportar en cada Empresa Promovida, conforme a lo aprobado por el Comité Técnico o la Asamblea de Tenedores, según sea el caso (de requerirse la aprobación de dichos órganos según el porcentaje que represente el Monto de Inversión), el cual fue pactado en los Contratos de Inversión; en el entendido que, dicho Monto de Inversión </span><span style="font-family:Arial; font-size:10pt">pudo o </span><span style="font-family:Arial; font-size:10pt">podrá ser aportado por el Fideicomiso a las Empresas Promovidas en varias exhibiciones, conforme a las llamadas de capital realizadas por éstos, directa o indirectamente a través del Vehículo Intermedio.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Dispuesto</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
</p>
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para cada Inversión, los recursos utilizados para: (i) pagar el Monto Invertido, y (ii) pagar los Gastos de Inversión, relacionados con la misma.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Invertido</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
</p>
</td>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, en cualquier fecha, una cantidad equivalente a la porción del Monto Destinado a Inversiones que haya sido efectivamente pagada como contraprestación de las Inversiones (sin actualizaciones de ningún tipo) que, en dicha fecha, aún no hayan sido objeto de Desinversión (incluyendo los Gastos de Inversión relativos a dichas Inversiones); así como cualquier otra cantidad dispuesta de la Cuenta de Flujo a dicha fecha.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Máximo de la Emisión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la cantidad de hasta $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.).</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Monto Total</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los fondos obtenidos de la Aportación Mínima de Capital, así como el monto de las Contribuciones Adicionales efectuadas con motivo de las Llamadas de Capital</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">NAFIN</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” o “</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Nacional Financiera</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Nacional Financiera, S.N.C., Institución de Banca de Desarrollo.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Partes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el Fideicomitente, el Administrador, el Fiduciario, los Fideicomisarios y el Representante Común.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Partes Indemnizadas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para efectos de lo establecido en términos del apartado “</span><span style="font-family:Arial; font-size:10pt">Excluyentes de responsabilidad; Indemnización</span><span style="font-family:Arial; font-size:10pt">” de la sección “Contratos y acuerdos” del presente Reporte Anual respecto a indemnizaciones, el Administrador y el Fideicomitente, sus Afiliadas, miembros, socios, directores, funcionarios y empleados, así como los representantes legales de cualquiera de ellos, así como los Miembros del Comité.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Parte Relacionada</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, conforme a lo establecido en la fracción XIX del Artículo 2 de la LMV, respecto de cualquier Persona, según sea aplicable: (i) las personas que Controlen o tengan “influencia significativa” (según dichos términos se definen en la LMV) en dicha Persona o en una Persona moral que forme parte del “grupo empresarial” (según dicho término se define en la LMV) o Consorcio al que la Persona pertenezca, así como los consejeros o administradores y los directivos relevantes de dicha Persona o de las Personas integrantes del “grupo empresarial” o Consorcio; (ii) las Personas que tengan “poder de mando” (según dicho término se define en la LMV) en dicha Persona o en una Persona moral que forme parte de un “grupo empresarial” o Consorcio al que pertenezca dicha Persona; (iii) el cónyuge, la concubina o el concubinario, y las Personas con parentesco por consanguinidad o civil hasta el cuarto grado o por afinidad hasta el tercer grado, con Personas físicas que se ubiquen en alguno de los supuestos señalados en los incisos (i) y (ii) anteriores, así como socios y copropietarios de dichas Personas físicas mencionadas en dichos incisos con los que mantengan relaciones de negocios; (iv) las Personas morales que sean parte del “grupo empresarial” (según dicho término se define en la LMV) o Consorcio al que pertenezca la Persona; y (v) las Personas morales sobre las cuales alguna de las personas a que se refieren los incisos (i) a (iii) anteriores, ejerzan el Control o “influencia significativa” (según dicho término se define en la LMV).</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Patrimonio del Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cada uno de los siguientes conceptos que integran e integrarán el Patrimonio del Fideicomiso: (A) la Aportación Inicial, (B) los recursos Netos obtenidos por el Fiduciario como producto de la Emisión Inicial de los Certificados Bursátiles, (C) los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Subsecuentes de los Certificados Bursátiles, (D) los Compromisos Totales de los Tenedores, (E) los títulos representativos del capital social (y en general cualquier título que represente la participación del Fideicomiso) de las Empresas Promovidas y en su caso, de los Vehículos Intermedios que el Fideicomiso adquiera con motivo de las Inversiones, (F) Otros títulos convertibles en acciones representativas del capital social de las Empresas Promovidas, así como por los derechos que a su favor se establezcan en los Contratos de Inversión y en los Contratos de Desinversión, (G) Cualesquiera recursos y demás activos, bienes o derechos que reciba el Fiduciario como resultado de Inversiones o </span><span style="font-family:Arial; font-size:10pt">consecuencia de una Desinversión de las mismas, (H) los Flujos y todas y cada una de las cantidades que de tiempo en tiempo sean depositadas en las Cuentas del Fideicomiso, (I) los rendimientos, recursos, cantidades liquidas o efectivo derivado de las Inversiones Permitidas en que se invierta el Efectivo Fideicomitido; y (J) las demás cantidades, bienes, obligaciones y/o derechos de que actualmente o en el futuro, sea titular el Fiduciario.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Periodo de Cura</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el plazo de 3 (tres) Días Hábiles siguientes a la Fecha de Emisión Subsecuente que el Fiduciario, previa instrucción del Administrador, podrá otorgar a los Tenedores que hayan ofrecido suscribir la totalidad de los Certificados Bursátiles que le hayan correspondido suscribir conforme a la Llamada de Capital en la Fecha Límite de Suscripción, pero hayan incumplido con el pago de la Contribución Adicional.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Periodo de Desinversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el periodo de tiempo que iniciará una vez realizada la primera Inversión y que concluirá en la Fecha de Vencimiento, (salvo que la vigencia del Fideicomiso sea prorrogada en términos de lo establecido en el apartado “Vigencia del Fideicomiso” de la sección “Contratos y acuerdos” del presente Reporte Anual, en cuyo caso el Periodo de Desinversión concluirá en dicha fecha).</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Período de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el período comprendido entre la Fecha de Emisión Inicial y el quinto aniversario de dicha Fecha de Emisión Inicial</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Persona</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
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<span style="font-family:Arial; font-size:10pt">Significa una persona física, sociedad, asociación, persona moral, fideicomiso o cualquier otra entidad u organización. </span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Pesos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la moneda de curso legal en los Estados Unidos Mexicanos.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Plan de Continuidad</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el documento que deberá presentar el Administrador al Comité Técnico en caso de que (i) en cualquier momento durante Periodo de Inversión, alguno de los Funcionarios Clave no se encuentre dedicando sustancialmente su atención a los asuntos del FFLATAM-15-1, FFLATAM-15-2, FFLATAM-15-3, FFLATAM-15-4, del FdeFII-AenP y de cualquier Vehículo de Coinversión conforme a la Cláusula Novena del Contrato de Fideicomiso, y (ii) en cualquier momento durante el Periodo de Desinversión, alguno de los Funcionarios Clave no se encuentre dedicando una parte razonable de su atención a los asuntos del FFLATAM-15-1, FFLATAM-15-2, FFLATAM-15-3, FFLATAM-15-4, del FdeFII-AenP y de cualquier Vehículo de Coinversión, en el cual se detallará la forma en que se continuará con la realización y administración de las Inversiones, y la realización de las Desinversiones y, en su caso, la sustitución de los Funcionarios Clave que resulten procedentes.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Porcentaje de Comisión de Administración</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para cada Inversión, los porcentajes que el Administrador, tenga derecho a recibir por concepto de Comisión de Administración, en términos del apartado “Comisión de Administración” de la sección “Contratos y acuerdos” del presente Reporte Anual, que deberán ser determinados por el Administrador, y ser presentados en el Memorándum de Inversión, y ratificados por el Comité Técnico o la Asamblea de Tenedores, en el entendido que el Porcentaje de Comisión de Administración en ningún caso será menos al 0.2%</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(cero punto dos por ciento)</span><span style="font-family:Arial; font-size:10pt"> del Monto de Inversión ni mayor al 1.2%</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(uno punto dos por </span><span style="font-family:Arial; font-size:10pt">ciento) </span><span style="font-family:Arial; font-size:10pt">del Monto de Inversión. </span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Porcentaje de Distribución</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, para cada Inversión, los porcentajes que el Fideicomisario en Segundo Lugar, tenga derecho a recibir por concepto de Distribución No Preferente y Distribución Excedente, en términos de lo establecido en el apartado “Distribución de Flujos” de la sección “Contratos y acuerdos” del presente Reporte Anual, que deberán ser determinados por el Administrador, y ser presentados en el Memorándum de Inversión, y ratificados por el Comité Técnico o la Asamblea de Tenedores, de conformidad con lo establecido en el apartado “Proceso de Inversión y Desinversión” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Presidente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Persona que el Comité Técnico elegirá como Presidente del Comité Técnico y que será uno de los miembros designados por el Administrador</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Prestadores de Servicios</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa los servicios de abogados, contadores, bancos de inversión, intermediarios y valuadores entre otros, incluyendo sin limitación empresas Afiliadas del Administrador, que el Administrador podrá utilizar para el cumplimiento de sus obligaciones.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Prórroga de Llamada de Capital</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el plazo de 2 (dos) Días Hábiles por el que el Fiduciario deberá modificar la Llamada de Capital mediante prórroga a la Fecha Límite de Suscripción en el que en caso de que al cierre de operaciones de la Fecha Límite de Suscripción, éste no hubiere recibido evidencia de las órdenes de suscripción enviadas a Indeval; y además podrá modificar la Llamada de Capital o emitir una nueva Llamada de Capital.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Proveedor de Precios</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">” </span>
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<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el proveedor de precios autorizado por la CNBV y que deberá reportar el valor de los Certificados Bursátiles con base en el valor de las Inversiones determinado por el Valuador Independiente.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Recursos Netos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</span>
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<span style="font-family:Arial; font-size:10pt">Significa el Monto Total menos los Gastos de Emisión y Colocación.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reembolso del Monto Dispuesto de la Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el monto que, de acuerdo con lo previsto en el Contrato de Fideicomiso, será reembolsado conforme a lo siguiente:</span>
</p>
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La totalidad de los Flujos Netos sobrantes después de la Reconstitución de la Reserva de Gastos, que deberán ser pagados a los Tenedores que sean titulares de Certificados Bursátiles, en términos de la legislación aplicable, hasta que la suma de los Flujos Brutos asociados a los Flujos Netos sea igual a la suma de los Montos Dispuestos de las Inversiones cuyos Flujos hayan sido determinados como Efectivo Distribuible, según lo aprobado por el Comité Técnico o la Asamblea de Tenedores.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reglamento Interior de la BMV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el Reglamento Interior de la Bolsa Mexicana de Valores, publicado en el Boletín Bursátil de la BMV el 24 de octubre de 1999, según el mismo ha sido o sea modificado de tiempo en tiempo.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Rendimiento Preferente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa un rendimiento anual compuesto del 12% </span><span style="font-family:Arial; font-size:10pt">(doce por ciento) </span><span style="font-family:Arial; font-size:10pt">en Pesos sobre el resultado de restar a (i) a la suma de los Montos Dispuestos de las Inversiones cuyos Flujos hayan sido determinados como Efectivo Distribuible, según lo haya aprobado el Comité Técnico o la Asamblea de Tenedores, contabilizándose las cantidades integrantes</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">éste a partir de la Fecha de Depósito correspondiente, (ii) los Flujos Brutos de Inversiones que hayan sido distribuidos a los Tenedores conforme al inciso anterior, contabilizándose dichas cantidades a partir de la Fecha de Pago correspondiente.</span>
</p>
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para efectos de claridad, las Fechas de Depósito, y por lo tanto las fechas a partir de las cuales se contabilizarán las cantidades integrantes del Monto Dispuesto de la Inversión, serán las fechas en las que se realice la Inversión o se eroguen los Gastos de Inversión relacionados con la misma.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte Anual</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el presente reporte anual.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Distribuciones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que, de acuerdo con lo previsto en el Contrato de Fideicomiso, el Fiduciario deberá elaborar y entregar al Fideicomitente y al Representante Común, el décimo segundo Día Hábil anterior a cada Fecha de Pago, en el que establezca el monto y cálculo del Efectivo Distribuible y del Efectivo del Fideicomitente y Fideicomisario en Segundo Lugar, calculadas y determinadas por el Administrador</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Gastos de Mantenimiento</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que, de acuerdo con lo previsto en el Contrato de Fideicomiso, el Fiduciario deberá entregar al Fideicomitente, trimestralmente dentro de los primeros 5 (cinco) Días Hábiles después de concluido cada período, en el que señale los Gastos de Mantenimiento que hayan sido erogados durante el trimestre correspondiente. Dicho reporte deberá contener las fechas en que los Gastos de Mantenimiento hubieren sido erogados, el monto de dichos gastos y los beneficiarios de los mismos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Gestión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que el Administrador deberá elaborar trimestralmente y presentar al Fiduciario y al Representante Común, dentro de los 60 (sesenta) días naturales siguientes a la conclusión de cada trimestre de calendario en el que, de acuerdo con lo previsto en el Contrato de Fideicomiso, informe al menos la siguiente información de las Empresas Promovidas durante dicho período que se está reportando: (i) una descripción del desempeño de cada Empresa Promovida que se tenga, incluyendo cualquier asunto relevante que se hubiere presentado en relación con la gestión de los mismos; (ii) si durante el trimestre que se esté reportando la Empresa Promovida ha generado Flujos; (iii) confirmación por parte del Administrador en la que indique que a la fecha de dicho reporte, las Inversiones en Empresas Promovidas cumplen con los Criterios de Elegibilidad; (iv) Monto Invertido de cada Empresa Promovida a la fecha en que se está reportando; (y) un listado de los eventos relevantes que se hubieren informado; y (vi) un reporte de los Gastos de Inversión que se generaron y pagaron durante el periodo reportado.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Inversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que, de acuerdo con lo previsto en el Contrato de Fideicomiso, el Administrador deberá entregar, dentro de los 20 (veinte) Días Hábiles siguientes a aquel en el que el Fideicomiso realice una Inversión, al Fiduciario, al Representante Común y al Auditor Externo, donde se indique la Empresa Promovida en la que se haya realizado la Inversión, el Monto de Inversión y el porcentaje de participación en el capital social de la Empresa Promovida al que dicha Inversión corresponda. Asimismo, deberán señalarse, por lo menos, las siguientes características generales de cada Vehículo del Portafolio o Coinversión </span><span style="font-family:Arial; font-size:10pt">del Portafolio: (i) domicilio; (ii) duración; (iii) objeto social; (iv) capital social; (y) nacionalidad; (vi) historia y desarrollo, (vii) descripción general de las principales líneas de negocio; (viii) monto de la inversión, (ix) porcentajes de participación del Fideicomiso y, en su caso, del coinversionista, (x) fecha de inversión.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Rendimientos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que, de acuerdo con lo previsto en el Contrato de Fideicomiso el Administrador deberá entregar, dentro de los 10 (diez) Días Hábiles siguientes a aquel en el que se genere Flujo, al Fiduciario, al Representante Común y al Auditor Externo, en el que señale (i) el monto que haya ingresado al Patrimonio del Fideicomiso, y (ii) el origen del Flujo (iii) los impuestos retenidos o que tengan que pagarse y (iv) el Flujo Neto.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reporte de Saldos en las Cuentas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el reporte que, de acuerdo con lo previsto en el Contrato de Fideicomiso, el Fiduciario deberá entregar, dentro de los primeros 10 (diez) Días Hábiles de cada mes al Fideicomitente y al Representante Común, en el que se señalen las cantidades que integren cada una de las Cuentas correspondientes al mes inmediato anterior.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reportes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa conjuntamente, el Reporte de Distribuciones, el Reporte de Gastos de Mantenimiento, el Reporte de Gestión, el Reporte de Inversiones, el Reporte de Rendimientos y el Reporte de Saldos en las Cuentas.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Representante Común</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa Monex Casa de Bolsa</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> S.A. de C.V., Monex Grupo Financiero, o sus sucesores, cesionarios o quien sea posteriormente designado como representante común de los Tenedores de los Certificados Bursátiles, quien tendrá la obligación general de ejercer los actos necesarios a fin de salvaguardar los derechos de los Tenedores.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la cantidad que, de acuerdo con lo previsto en el Contrato de Fideicomiso, deberá mantenerse en la Cuenta de Reserva para Gastos que, en la Fecha de Emisión Inicial o tan pronto como sea posible, el Fiduciario deberá abrir, manejar y administrar para los Gastos de Mantenimiento. </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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos de Asesoría Independiente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la cantidad inicial equivalente a $10,000,000.00 (diez millones de Pesos 00/100 M.N.) que, de acuerdo con lo previsto en el Contrato de Fideicomiso, deberá mantenerse en la Cuenta de Reserva para Gastos de Asesoría Independiente que, en la Fecha de Emisión Inicial, el Fiduciario deberá abrir a su nombre.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RNV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el Registro Nacional de Valores.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Secretario</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa la Persona que el Comité Técnico elegirá durante una sesión de Comité a una Persona como Secretario quien podrá ser ajena al Fideicomiso.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Sectores Objetivo</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa, conjuntamente, (i) los sectores respondiendo al crecimiento de la clase media mexicana (salud, educación, consumo, restaurantes y hoteles, turismo, etc.), (ii) los sectores relacionados con la consolidación de la Infraestructura del país (logística, transporte, telecomunicación, etc.), (iii) el sector energético (generación y distribución de electricidad, biomasa, sector eólico y solar, gas y petróleo, exploración de reservas naturales, minería, etc.), así como (iv) la inversión oportunista en </span><span style="font-family:Arial; font-size:10pt">empresas de cualquier sector con alto potencial de crecimiento.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Seguro de Responsabilidad Profesional</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el seguro de responsabilidad profesional que cubra las actividades realizadas por los integrantes del Comité Técnico que, en términos de lo previsto en el Contrato de Fideicomiso, el Fiduciario deberá contratar por instrucción del Comité Técnico y con cargo a la Reserva para Gastos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">SIEFORES</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las Sociedades de Inversión Especializadas en Fondos para el Retiro.</span>
</p>
</td>
</tr>
<tr>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Situaciones Especiales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las estrategias que consisten en: (i) adquirir, con un descuento significativo, participaciones en o valores de compañías que están cerca de o atravesando por un proceso de bancarrota (entendiéndose por tal, entre otros, el concurso mercantil)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con el objeto de generar una ganancia de capital si la empresa se reestructura o evita caer en quiebra; (ii) adquirir valores o participaciones en una compañía emproblemada </span><span style="font-family:Arial; font-size:10pt; font-style:italic">(distressed)</span><span style="font-family:Arial; font-size:10pt"> en un proceso de bancarrota (entendiéndose por tal, entre otros, el concurso mercantil) para adquirir el control de la compañía e implementar cambios operativos que lleven a la reestructura y saneamiento </span><span style="font-family:Arial; font-size:10pt; font-style:italic">(turn around) </span><span style="font-family:Arial; font-size:10pt">de la empresa; (iii) inversiones en la deuda o el capital de una compañía en la que el valor se basa en elementos distintos de los fundamentos esenciales de valor.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las personas físicas o morales propietarios de uno o más Certificados Bursátiles.</span>
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</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Tipo de Cambio</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el tipo de cambio que sea publicado por el Banco de México y el Diario Oficial de la Federación, en el día en que se deba calcular el mismo.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">TIR</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa tasa interna de retorno.</span>
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<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Título</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el título único que ampara o que ampare los Certificados de la Emisión, el cual cumplirá con los requisitos establecidos en los artículos 63, 64 y 64 bis 1 de la LMV, suscrito y emitido en los términos del Artículo 282 de la LMV.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Valor de las Inversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa el más reciente valor de mercado de las Inversiones determinado por el Valuador Independiente de conformidad con lo establecido en el Contrato de Fideicomiso.</span>
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</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Valuador Independiente</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa 414 Capital, Inc., o la sociedad valuadora autorizada por la CNBV para otorgar el servicio de valuación, o bien, el tercero independiente que sea contratado por el Fiduciario en términos de la Cláusula Vigésima Segunda del Contrato de Fideicomiso para realizar la valuación de las Inversiones.</span>
</p>
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</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Vehículo de Coinversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las asociaciones limitadas (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">limited partnership</span><span style="font-family:Arial; font-size:10pt">), sociedades, fideicomisos (incluyendo fideicomisos de emisión de certificados bursátiles fiduciarios), y otros tipos de vehículos constituidos y administrados por Fondo de Fondos y/o los Funcionarios Clave, para coinvertir con cualesquier Vehículos de Inversión, incluyendo al Fideicomiso (ya sea o no, que inviertan en los Sectores Objetivos) </span><span style="font-family:Arial; font-size:10pt">administrados de igual manera por Fondo de Fondos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Vehículo de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa las asociaciones limitadas (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">limited partnership</span><span style="font-family:Arial; font-size:10pt">), sociedades, fideicomisos y otros tipos de vehículos de administración de activos.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Vehículos de Inversión Regionales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa aquellos Vehículos de Inversión cuyos objetivos de inversión no están enfocados exclusivamente a México, si no que invierten de igual manera en otras jurisdicciones.</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:101.1pt">
<p style="margin:6pt 0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Vehículo Intermedio</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">”</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:330.3pt">
<p style="margin:6pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Significa cualquier Persona a través de la cual el Fideicomiso realice una Inversión, incluyendo, sin limitar, sociedades, fideicomisos y/u otras formas de organización, y que la misma sea a su vez tenedora de acciones y/o controladora de otra u otras sociedades, fideicomisos y/u otras formas de organización, en el entendido de que sólo estos últimos, pero no el Vehículo Intermedio, deberán cumplir con las características previstas en la Cláusula Octava del Fideicomiso; en el entendido, además, que el Vehículo Intermedio podrá ser, entre otros, el FdeFII-AenP. Los Vehículos Intermedios no deberán otorgar al Administrador derechos adicionales a los que tiene en términos del Fideicomiso, y deberán establecerse en favor del Fideicomiso, disposiciones que protejan los derechos que tienen los Tenedores en términos del Contrato de Fideicomiso.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">Este resumen no pretende contener toda la información que pueda ser relevante para tomar decisiones de inversión sobre los valores que aquí se mencionan. Por lo tanto, el público inversionista deberá leer todo el Reporte Anual, incluyendo la información financiera y las notas relativas, antes de tomar una decisión de inversión. El resumen siguiente se encuentra elaborado conforme, y está sujeto, a la información detallada y a los estados financieros contenidos en este Reporte Anual. Se recomienda prestar especial atención a la sección de "Factores de Riesgo" de este Reporte Anual, para determinar la conveniencia de efectuar una inversión en los valores emitidos por el Fideicomiso.</span></p>
<p style="margin:2pt 0pt 0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">i. Introducción. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso es un Vehículo de Inversión que ha sido constituido para invertir en empresas mexicanas buscando generar alto rendimiento mediante un proceso de selección riguroso, un sistema de control estricto y una participación activa</span><span style="font-family:Arial; font-size:10pt"> en el desarrollo y desinversión de </span><span style="font-family:Arial; font-size:10pt">las mismas</span><span style="font-family:Arial; font-size:10pt">. Se buscaron empresas que se desarrollaran en alguno de los siguientes sectores: (i) los sectores respondiendo al crecimiento de la clase media mexicana (salud, educación, consumo, restaurantes y hoteles, turismo, etc.), (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) los sectores relacionados con la consolidación de las infraestructuras del país (logística, transporte, telecomunicación, etc.), (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) el sector energético (generación y distribución de electricidad, biomasa, sector eólico y solar, gas y petróleo, exploración de reservas naturales, minería, etc.), así como (</span><span style="font-family:Arial; font-size:10pt">iv) la inversión oportunista en empresas de cualquier sector con alto potencial de crecimiento.</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:Arial; font-size:10pt">Para alcanzar dicho objetivo, el Fiduciario contrató a Fondo de Fondos como administrador con el propósito de administrar distintos Vehículos de Inversión en Capital Privado, entre los que se encuentran el FFLATAM-15-1, FFLATAM-15-2, FFLATAM-15-4, F/3535 y el Fideicomiso. Con 41 colaboradores, el equipo de Fondo de Fondos cuenta con amplia experiencia en Capital Privado, banca de inversión y mercados financieros.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La experiencia del equipo del Administrador en los Sectores Objetivo, de forma directa o a través de su participación en Vehículos de Inversión gestionados por administradores terceros, permitió identificar, seleccionar y analizar las oportunidades de inversión atractivas, así como estructurar la inversión de forma adecuada y agregar valor en la administración cotidiana de las Empresas Promovidas a largo plazo. El Administrador promoverá de forma adecuada la salida de sus Inversiones ya sea a través de una venta a socios estratégicos o a algún otro Vehículo de Inversión, o bien a través de una oferta inicial en mercados públicos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso aprovechó las relaciones de largo plazo que mantiene el Administrador en la industria de Capital Privado en México y América Latina, en particular a través de las Inversiones de los distintos Vehículos de Inversión que ha gestionado en el tiempo, incluyendo el Fondo de Fondos México II. Estas relaciones generaron una cartera de oportunidades destacadas para el Fideicomiso, las cuales fueron seleccionadas de forma rigurosa por el Administrador para que, junto con los órganos de decisión del Fideicomiso (Comité Técnico y Asamblea de Tenedores, según sea el caso), tomaran las decisiones de invertir.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones se estructuraron con otro administrador independiente. El equipo del Administrador llevó a cabo un </span><span style="font-family:Arial; font-size:10pt; font-style:italic">due</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">diligence</span><span style="font-family:Arial; font-size:10pt"> extenso de la oportunidad de inversión (legal, fiscal, contable, estratégico, sectorial, del equipo de administración y de los demás socios de la empresa), en el cual se basaron las decisiones de invertir.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La Emisión y Colocación contempla la participación del Agente Estructurador, quien tuvo a su cargo el diseño de la estructura, revisión de documentación y apoyo en la elaboración de los materiales de venta para la Emisión Inicial.</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">ii</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Constitución del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Mediante la celebración de un contrato de fideicomiso, Fondo de Fondos constituyó el Fideicomiso Irrevocable de Emisión de Certificados Bursátiles Fiduciarios número F/2627, denominado “FFLATAM-15-3”, y designó a Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, como fiduciario, quien a su vez aceptó expresamente su cargo en los términos y condiciones establecidos en el Contrato de Fideicomiso y se obliga a dar cumplimiento a los fines para los cuales es creado el Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso está y estará integrado de la siguiente manera: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(a) </span><span style="font-family:Arial; font-size:10pt">por la Aportación Inicial; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(b) </span><span style="font-family:Arial; font-size:10pt">por los Recursos Netos que obtendrá el Fiduciario como producto de la Emisión Inicial de los Certificados Bursátiles; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(c) </span><span style="font-family:Arial; font-size:10pt">por los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Subsecuentes de los Certificados Bursátiles; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(d) </span><span style="font-family:Arial; font-size:10pt">por los Compromisos Totales de los Tenedores; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(e) </span><span style="font-family:Arial; font-size:10pt">por los títulos representativos del capital social (y en general cualquier título que represente la participación del Fideicomiso) de las Empresas Promovidas, y en su caso de los Vehículos Intermedios, que el Fideicomiso adquiera con motivo de las Inversiones; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(f) </span><span style="font-family:Arial; font-size:10pt">otros títulos convertibles en acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas, así como por los derechos que a su favor se establezcan en los Contratos de Inversión y en los Contratos de Desinversión; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(g) </span><span style="font-family:Arial; font-size:10pt">cualesquiera recursos y demás activos, bienes o derechos que reciba el Fiduciario como resultado de las Inversiones que realice en términos del Contrato de Fideicomiso, o como consecuencia de una Desinversión de las mismas; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(h) </span><span style="font-family:Arial; font-size:10pt">por los Flujos y todas y cada una de las cantidades que de tiempo en tiempo sean depositadas en las Cuentas del Fideicomiso; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">por los rendimientos, recursos, cantidades líquidas o efectivo derivado de las Inversiones Permitidas en que se invierta el Efectivo Fideicomitido; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(j) </span><span style="font-family:Arial; font-size:10pt">por las demás cantidades, bienes, obligaciones y/o derechos de que, actualmente o en el futuro, sea titular el Fiduciario por cualquier concepto de conformidad con el Fideicomiso, documentos relacionados y los accesorios, frutos productos y/o rendimientos derivados de los mismos.</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">iii</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Descripción del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El rendimiento del Fideicomiso se vincula a activos fideicomitidos que otorgan derechos sobre sus frutos o productos. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Dichos Certificados tienen como subyacente los derechos a la participación patrimonial en las Empresas Promovidas en las que el Fideicomiso llevó a cabo una Inversión, y tienen los derechos que a su favor se establecieron en los Contratos de Inversión y que se establezcan en los Contratos de Desinversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso proporcionó a los Tenedores un acceso ordenado a oportunidades de inversión destacadas en los Sectores Objetivo en México, gracias a la extensa red de contactos del Administrador y a la experiencia de su equipo. La capacidad de generación de transacciones</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">fue reforzada por los contactos continuos que su equipo mantiene en la industria de Capital Privado en México y América Latina.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso funciona con base en el mecanismo de Llamadas de Capital previsto en la Circular Única de Emisoras, que se realizarán a consideración del Administrador. </span></p>
<p style="margin:0pt; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">iv</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Tesis de inversión-</span><span style="font-family:Arial; font-size:10pt; font-style:italic">originación</span><span style="font-family:Arial; font-size:10pt; font-style:italic">, selección y crecimiento.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La tesis de inversión del Fideicomiso se basa principalmente en (i) originar oportunidades destacadas de inversión, (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) seleccionar de forma rigurosa los Sectores Objetivo y las Empresas Promovidas y (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) participar de forma activa en el crecimiento de las Empresas Promovidas.</span></p>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:52.3pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; padding-left:21pt"><span style="font-family:Arial; font-size:10pt">(i) El Fondo de Fondos México II invierte en Vehículos de Inversión gestionados por administradores independientes en México y en América Latina, así como para realizar Inversiones directas en empresas. A continuación, se presenta una estructura de las relaciones que mantiene el Fideicomiso con el Fondo de Fondos México II.</span></p>
<p style="margin:0pt 0pt 0pt 18pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Estructura global de inversión del Fideicomiso, incluyendo la colaboración con el Fondo de Fondos México II.</span></p>
<p style="margin:0pt; text-align:center; page-break-after:avoid; widows:0; orphans:0"><img alt="" height="329" 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" 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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; padding-left:21pt"><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) Dado la presencia del Administrador en la industria del Capital Privado, el equipo se enfoca en los sectores con alto potencial de crecimiento a mediano y largo plazo, con base en las tendencias macroeconómicas del país (demográficas, socioeconómicas, de comercio internacional, de producción de energía, de urbanización, etc.) y las reformas legales en proceso de aprobación. </span></p>
<p style="margin:0pt; text-align:justify; padding-left:21pt"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Tesis de inversión del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:center"><img alt="" height="410" 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" 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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En el proceso de selección, el Administrador puso una atención especial en evaluar el valor agregado de los socios de la empresa (accionistas y equipo de administración), con sistemas de </span><span style="font-family:Arial; font-size:10pt; font-style:italic">background</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">check</span><span style="font-family:Arial; font-size:10pt">, solicitudes de referencias y verificación del </span><span style="font-family:Arial; font-size:10pt; font-style:italic">track</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">record</span><span style="font-family:Arial; font-size:10pt">.</span></p>
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<p style="margin:0pt; text-align:justify; padding-left:21pt"><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) Desde la negociación con los socios de las empresas, se requirieron derechos de protección a inversionistas minoritarios y cláusulas de salida para facilitar las desinversiones en el futuro. También se planteó de forma muy precisa los procedimientos de decisión y las instancias del gobierno corporativo, así como la participación de cada uno de los socios. El Administrador monitorea de manera estrecha la implementación del plan estratégico, el desempeño operativo y financiero de la empresa, el cumplimiento con los objetivos de crecimiento, así como las modificaciones del entorno competitivo de las Empresas Promovidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">El Administrador.</span></p>
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<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">i. Descripción y experiencia.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> actúa como administrador del Fideicomiso, y utiliza la experiencia local de su equipo y procesos y recursos tecnológicos que incorporan las mejores prácticas de la industria a nivel mundial para asegurarse que durante el proceso de selección, inversión y monitoreo de las transacciones se estén tomando decisiones adecuadas que resulten en apreciación del Monto Destinado a Inversiones. Fondo de Fondos ha comprometido cerca de 1,225 millones de Dólares en 126 Vehículos de Inversión y 44 coinversiones, incluyendo cerca de 527 millones de Dólares comprometidos en Vehículos de Inversión mexicanos (considerando 86 millones de Dólares para coinversiones en México) y 698 millones de Dólares en Vehículos de Inversión Regionales. Dicho historial de inversión llevó al equipo del Administrador a aprender lecciones, así como conocer y evaluar a los administradores de Vehículos de Inversión que operan en México.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las lecciones aprendidas por el equipo de Fondo de Fondos a lo largo de su historial de inversión en México y en América Latina incluyen las siguientes:</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 0pt 11.55pt; text-indent:-14.15pt; text-align:justify; padding-left:45.15pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt">Reforzar sus órganos de gobierno corporativo, incluyendo miembros independientes con experiencia destacada;</span></p>
<p style="margin:0pt 0pt 0pt 11.55pt; text-indent:-14.15pt; text-align:justify; padding-left:45.15pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt">Orientar el análisis de los administradores de Vehículos de Inversión hacia el equipo del administrador, sus experiencia, antecedentes y reputación;</span></p>
<p style="margin:0pt 0pt 0pt 11.55pt; text-indent:-14.15pt; text-align:justify; padding-left:45.15pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt">Desarrollar y alimentar una base de datos propia para evaluar el desempeño de los Vehículos de Inversión y orientar a la toma de decisiones de inversión;</span></p>
<p style="margin:0pt 0pt 0pt 11.55pt; text-indent:-14.15pt; text-align:justify; padding-left:45.15pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt">Administrar el conocimiento que se tiene de los administradores de Vehículos de Inversión en México en cuanto a desempeño financiero, calidad de sus órganos de gobierno, ética, transparencia de gestión y puntualidad y calidad de sus reportes;</span></p>
<p style="margin:0pt 0pt 10pt 11.55pt; text-indent:-14.15pt; text-align:justify; padding-left:45.15pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt">Entender que un Vehículo de Inversión necesita fuerte presencia local, así como experiencia y conocimiento del entorno de los negocios locales.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Fondo de Fondos es el inversionista institucional en Capital Privado que cuenta con el mayor historial de inversión en la República Mexicana, habiendo comprometido aproximadamente 1,225 millones de Dólares en 126 Vehículos de Inversión y 44 coinversiones directas por 86 millones de Dólares, además de contar con la experiencia de sus accionistas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">De este modo, CMIC, accionista del 99% de PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt">, cuenta con un amplio conocimiento de los administradores de los Vehículos de Inversión que operan en México, así como procesos establecidos que incorporan las mejores prácticas de la industria a nivel mundial en la industria del Capital Privado, en temas de </span><span style="font-family:Arial; font-size:10pt">pre-análisis</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt; font-style:italic">due</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">diligence</span><span style="font-family:Arial; font-size:10pt">, negociación, seguimiento y administración de las inversiones en Vehículos de Inversión tanto mexicanos como latinoamericanos.</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">CMIC ha constituido PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt">, y aporta a la misma lo mejor de la experiencia de su equipo, manuales, sistemas de información y procedimientos, de modo que el Administrador cuenta con una robusta presencia y un amplio equipo local, conformado por miembros de Fondo de Fondos, además de tener acceso a administradores de Vehículos de Inversión Regionales que han mostrado interés en incursionar en el mercado mexicano y de algunos países latinoamericanos.</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:Arial; font-size:10pt; font-style:italic">ii</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Historial de inversión y de rendimiento.</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Fondo de Fondos ha comprometido a diciembre de 2025, 1,225 millones de Dólares en 126 Vehículos de Inversión, tanto nacionales como regionales, y 44 coinversiones en México.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las tablas a continuación presentan el historial de inversión de Fondo de Fondos, y cabe destacar que, gracias a su experiencia y red de contactos con Vehículos de Inversión Regionales, el Administrador podrá ofrecer oportunidades distintas a los Tenedores.</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; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Diversificación regional del portafolio de Fondo de Fondos.</span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El 44% del portafolio de Fondo de Fondos se encuentra en Fondos Regionales. A continuación, se muestran los países en los que se han invertido mediante las empresas localizadas en dichos fondos al 31 de diciembre de 2025. </span></p>
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" 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<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Evolución de la diversificación regional del portafolio de Fondo de Fondos.</span></p>
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" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" width="655" /></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; page-break-after:avoid; line-height:115%; widows:0; orphans:0; font-size:10pt"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los rendimientos obtenidos por Fondo de Fondos están en línea con los rendimientos obtenidos por otros inversionistas institucionales, tales como </span><span style="font-family:Arial; font-size:10pt">CalPERs</span><span style="font-family:Arial; font-size:10pt"> o el </span><span style="font-family:Arial; font-size:10pt">benchmark</span><span style="font-family:Arial; font-size:10pt"> reportado por </span><span style="font-family:Arial; font-size:10pt">Preqin</span><span style="font-family:Arial; font-size:10pt"> (muestra de 5,700 Vehículos de Inversión) por año de cosecha y encima de los rendimientos otorgados por los mercados de valores, como lo presenta la siguiente gráfica:</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Comparativo de los rendimientos otorgados por el Administrador.</span></p>
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<p style="margin:0pt; text-align:center"><img alt="" height="206" 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" 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<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">Fuente: </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Preqin</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Global Private </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Equity</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Reports</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> (TIR para cosecha 1996-2001 no disponible) / http://www.calpers.ca.gov / </span><a href="http://www.finance.yahoo.com" style="color:#000000"><span style="font-family:Arial; font-size:10pt; font-style:italic">www.finance.yahoo.com</span></a></p>
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<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:Arial; font-size:8pt; font-style:italic">Se ha determinado omitir el indicador de Tasa Interna de Retorno (TIR) para el Vintage 2022-2026 (FdF) en el presente reporte, debido a que los fondos se encuentran en su etapa temprana de inversión (Early Stage). De acuerdo con los estándares de la industria (IPEV y CFA </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Institute</span><span style="font-family:Arial; font-size:8pt; font-style:italic">), las métricas de rendimiento en fondos con menos de 24-36 meses de vida no son estadísticamente significativas ni representativas del desempeño final del vehículo.</span></p>
<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:Arial; font-size:8pt; font-style:italic">La inclusión de este dato generaría una distorsión en la comparativa histórica, dado que las valoraciones actuales están sujetas a una alta volatilidad y al reconocimiento temprano de plusvalías que no reflejan la maduración real del portafolio.</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span></p>
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<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Gracias a las lecciones aprendidas y al gran conocimiento del mercado mexicano y latinoamericano que ha acumulado el Administrador, el Fideicomiso aprovecha la curva de aprendizaje y tiene acceso a rendimientos altos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Diversificación del portafolio de Fondo de Fondos.</span></p>
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" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" width="549" /></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Identificación de oportunidades de inversión atractivas.</span></p>
<p style="margin:0pt; text-align:center; line-height:115%; font-size:10pt"><img alt="" height="528" 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" 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<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:'Times New Roman'; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">iii</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Ventajas competitivas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Entre las principales ventajas competitivas del Fideicomiso figuran las siguientes:</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-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Generación de oportunidades destacada</span><span style="font-family:Arial; font-size:10pt">: Gracias a las relaciones de Fondo de Fondos en la industria del Capital Privado, así como su participación histórica en más de 80 Vehículos de Inversión en adición a los Vehículos de Inversión en los que participa con el Fondo de Fondos México II, se genera una cartera de inversión nutrida y de alto potencial.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Esquema de inversiones sin o con un Vehículo de Inversión</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:Arial; font-size:10pt">El Fideicomiso invirtió de forma independiente en las Empresas Promovidas, o bajo el esquema de coinversión con un Vehículo de Inversión gestionado por un tercero. Esto permite sacar provecho de la experiencia específica de algunos administradores en sectores específicos y de invertir de forma eficiente en las Empresas Promovidas, por ejemplo en rondas de </span><span style="font-family:Arial; font-size:10pt">pre-bursatilización</span><span style="font-family:Arial; font-size:10pt"> o en rondas de crecimiento subsecuentes.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Conocimiento del mercado mexicano de los Sectores Objetivo:</span><span style="font-family:Arial; font-size:10pt"> Desde 1997, los fundadores y accionistas de Fondo de Fondos (NAFIN, FOCIR, Bancomext y Banobras) han sido los principales inversionistas institucionales mexicanos que han invertido en Vehículos de Inversión tanto en México como en América Latina. Al 31 de diciembre de 2025, Fondo de Fondos ha comprometido aproximadamente 1,225 millones de Dólares</span><span style="font-family:Arial; font-size:10pt"> en 126 Vehículos de Inversión, que han invertido y/o invertirán principalmente en México, y 44 coinversiones. El equipo de Fondo de Fondos tiene amplia experiencia en diferentes ramos del sector financiero (Sectores Objetivo, banca de inversión, financiamiento corporativo, ingeniería financiera, auditoría, etc.). Dicho historial de inversión, las herramientas de evaluación de los Vehículos de Inversión elaboradas por el equipo de Fondo de Fondos y el acceso que tiene a Vehículos de Inversión </span><span style="font-family:Arial; font-size:10pt; font-style:italic">premium</span><span style="font-family:Arial; font-size:10pt"> ofrecen a los Tenedores una selección de los mejores Vehículos de Inversión.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Experiencia del equipo de administración</span><span style="font-family:Arial; font-size:10pt">: El equipo de Fondo de Fondos tiene amplia experiencia en diferentes ramos del sector financiero (Capital Privado, banca de inversión, financiamiento corporativo, ingeniería financiera, auditoría etc.). Dicho historial de inversión, junto con las herramientas de evaluación de las empresas invertidas y de los administradores de los Vehículos de Inversión elaboradas por el equipo de Fondo de Fondos, así como el acceso que tiene a coinversiones con Vehículos de Inversión </span><span style="font-family:Arial; font-size:10pt; font-style:italic">premium</span><span style="font-family:Arial; font-size:10pt"> ofrecen a los Tenedores una selección de las mejores oportunidades de inversión.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Presencia local con alcance mundial</span><span style="font-family:Arial; font-size:10pt">: Fondo de Fondos tiene oficinas en la Ciudad de México y su equipo participa activamente en seminarios y pláticas internacionales de Capital Privado a través de asociaciones como ILPA (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">International </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Limited</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Partner </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Association</span><span style="font-family:Arial; font-size:10pt">), EMPEA (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Emerging</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Market Private </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Equity</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Association</span><span style="font-family:Arial; font-size:10pt">), LAVCA (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Latin</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> America Venture Capital </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Association</span><span style="font-family:Arial; font-size:10pt">), entre otros, lo que le permite seguir ampliando su red de contactos y posicionarse como un jugador estratégico para la industria en México.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Relaciones sólidas y perdurables en la industria del Capital Privado</span><span style="font-family:Arial; font-size:10pt">: El equipo de Fondo de Fondos ha establecido relaciones de negocios significativas en el mercado mexicano y planea utilizarlas para generar las mejores oportunidades de inversión en empresas mexicanas.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">Due </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">diligence</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline"> profundo</span><span style="font-family:Arial; font-size:10pt">: Para cada una de las empresas analizadas, el Administrador llevó a cabo un proceso de debida diligencia (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">due</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">diligence</span><span style="font-family:Arial; font-size:10pt">) profundo y riguroso, basándose sobre los datos que ha acumulado durante su historial de inversión, así como en el apoyo de asesores externos (legal, fiscal, sectorial en su caso) y sobre el entendimiento que tiene de las tendencias a largo plazo de todos los sectores de la industria.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Manuales y Código de ética</span><span style="font-family:Arial; font-size:10pt">: El equipo de Fondo de Fondos ha desarrollado manuales operativos internos sobre los cuales basa su operación, así como un código de ética al cual se adhieren todos los miembros del equipo.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Herramientas de seguimiento institucionales</span><span style="font-family:Arial; font-size:10pt">: El equipo de Fondo de Fondos ha desarrollado herramientas institucionales de monitoreo y de calificación de sus inversiones que permiten compararlas entre sí en términos de desempeño financiero y de calidad de la administración, otorgando un conocimiento profundo del mercado de Capital Privado en México.</span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt"><span style="font-family:Wingdings; font-size:10pt">?</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Sistema de control informático</span><span style="font-family:Arial; font-size:10pt">: Fondo de Fondos cuenta con un sistema informático de operación y de reporteo, que rige el flujo de trabajo de las distintas direcciones (Inversiones, administración, cumplimiento y riesgos y asesoría fiscal y legal) y otorga un nivel de control muy alto en las fases críticas de las operaciones de la empresa </span><span style="font-family:Arial; font-size:10pt">(revisión de documentación legal, transferencias bancarias a las inversiones, cumplimiento con la regulación vigente, actualización de los manuales con base en las regulaciones, auditoría y contabilidad, aspectos fiscales de las inversiones).</span></p>
<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
<p style="margin:0pt; text-align:justify; padding-left:31pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">iv</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. Comisión de Administración.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá pagar al Administrador, con Cargo a la Cuenta Flujo, previa instrucción de este último, y respecto de cada Inversión, una Comisión de Administración de manera trimestral por adelantado (siendo el primer pago en la Fecha de Emisión Inicial), como contraprestación por los servicios de administración prestados conforme al Fideicomiso, consistente en una cantidad equivalente al Porcentaje de Comisión de Administración anual sobre el Monto de Inversión menos </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(a)</span><span style="font-family:Arial; font-size:10pt"> el monto que, en su caso, no haya sido efectivamente aportado a la Empresa Promovida, en términos de lo previsto en el Contrato de Inversión respectivo, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(b)</span><span style="font-family:Arial; font-size:10pt"> el costo de las Inversiones que hayan sido objeto de Desinversión, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(c)</span><span style="font-family:Arial; font-size:10pt"> el costo de las Inversiones que hayan sido declaradas como pérdidas totales según lo determine el Valuador Independiente al momento de realizarse el pago. En ambos casos la Comisión de Administración será pagada añadiendo el Impuesto al Valor Agregado.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; padding-left:31pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">v. Gestión operativa. </span></p>
<p style="margin:0pt 0pt 0pt 85.05pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 85.05pt; text-indent:-21.25pt; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Órganos de control.</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La aprobación de las Inversiones es responsabilidad de la Asamblea de Tenedores, o del Comité Técnico, dependiendo del importe considerado, como se presenta en el cuadro siguiente.</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Aprobación de Inversiones.</span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> </span></p>
<div style="text-align:center">
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin:0 auto">
<tbody>
<tr>
<td style="background-color:#002060; border-bottom-color:#4f81bd; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#4f81bd; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#4f81bd; border-top-style:solid; border-top-width:1pt; padding-left:4.9pt; padding-right:5.03pt; vertical-align:middle; width:135.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Entre el 0% y el 20% del Monto Máximo de la Emisión</span></p>
</td>
<td style="background-color:#002060; border-bottom-color:#4f81bd; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#4f81bd; border-right-style:solid; border-right-width:1pt; border-top-color:#4f81bd; border-top-style:solid; border-top-width:1pt; padding-left:5.03pt; padding-right:4.9pt; vertical-align:middle; width:135.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">> al 20% del Monto Máximo de la Emisión</span></p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#4f81bd; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#4f81bd; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#4f81bd; border-top-style:solid; border-top-width:1pt; padding-left:4.9pt; padding-right:5.03pt; vertical-align:middle; width:135.75pt">
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Comité Técnico</span></p>
</td>
<td style="border-bottom-color:#4f81bd; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#4f81bd; border-right-style:solid; border-right-width:1pt; border-top-color:#4f81bd; border-top-style:solid; border-top-width:1pt; padding-left:5.03pt; padding-right:4.9pt; vertical-align:middle; width:135.75pt">
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Asamblea de Tenedores</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador instruyó al Fiduciario, sujeto a la aprobación del Comité Técnico, o de la Asamblea de Tenedores, según sea el caso, la realización de las Inversiones en los términos establecidos en el Contrato de Fideicomiso, siempre y cuando dichas Inversiones cumplieran en todo momento con las disposiciones establecidas en el Contrato de Fideicomiso y el Administrador contara con la autorización del Comité Técnico, o de la Asamblea de Tenedores, según sea el caso.</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="2" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 85.05pt; text-indent:-21.25pt; line-height:115%; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Secuencia operativa.</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">A continuación, se presenta una descripción esquemática de la secuencia para la Emisión y Colocación de los Certificados Bursátiles y el aprovechamiento de las Inversiones:</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Secuencia operativa.</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:center"><img alt="Diagrama
Descripción generada automáticamente" height="368" 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" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" width="628" /></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:35.51pt; font-family:Arial; font-size:10pt; font-weight:bold"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contrato de Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. PMIC </span><span style="font-family:Arial; font-size:10pt; font-weight:normal">Latam</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, actuando como fideicomitente, administrador y fideicomisario en segundo lugar, Banco INVEX, S.A., Institución de Banca Múltiple; INVEX Grupo Financiero, actuando como fiduciario y Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero, en su carácter de Representante Común de los Tenedores, celebran el Contrato de Fideicomiso. </span></li>
</ol>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.2pt; text-align:justify; padding-left:45.2pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="2" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:35.51pt; font-family:Arial; font-size:10pt; font-weight:bold"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión y Colocación de los Certificados</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. Los Tenedores adquieren los Certificados y de esta forma ingresan los recursos necesarios al Patrimonio del Fideicomiso para: (i) pagar los Gastos por Emisión y Colocación, (</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">ii</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">) constituir la Reserva para Gastos, e (</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">iii</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">) invertir el Monto Destinado a Inversiones. Los Tenedores se obligarán a aportar hasta una cantidad determinada cada uno (Compromiso Total). El Fideicomiso funciona con base en el mecanismo de Llamadas de Capital que se realizarán a consideración del Administrador.</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.2pt; padding-left:45.2pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="3" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:35.51pt; font-family:Arial; font-size:10pt; font-weight:bold"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. El Fiduciario, previa aprobación del Comité Técnico y/o de la Asamblea de Tenedores y con cargo a la Cuenta de Flujo, celebrará los Contratos de Inversión en las Empresas Promovidas.</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.2pt; padding-left:45.2pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="4" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:35.51pt; font-family:Arial; font-size:10pt; font-weight:bold"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Empresas Promovidas</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. El Fideicomiso invierte de manera independiente, o conjuntamente con Vehículos de Inversión, directamente en empresas.</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.2pt; padding-left:45.2pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="5" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:35.51pt; font-family:Arial; font-size:10pt; font-weight:bold"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Desinversiones</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. Los Flujos que resulten del proceso de desinversión de las Empresas Promovidas serán distribuidos conforme a lo establecido en el Fideicomiso.</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="3" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 85.05pt; text-indent:-21.25pt; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Secuencia de Flujos.</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="a">
<li style="margin:0pt 0pt 10pt 288pt; text-indent:-188.75pt; text-align:justify; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Emisión y Colocación.</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá depositar, administrar y distribuir los recursos obtenidos de la Emisión y Colocación de los Certificados Bursátiles de conformidad con las siguientes reglas:</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Aplicación de recursos.</span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
<div style="text-align:center">
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin:0 auto; width:432.95pt">
<tbody>
<tr>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">1.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">A más tardar en las Fechas de Emisión Iniciales, pagará los Gastos de Emisión y Colocación con cargo a la Aportación Mínima de Capital y deberá fondear las Cuentas con los Recursos Netos.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">2.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">A más tardar en las Fechas de Emisión Iniciales, se deberá constituir y fondear, la Reserva para Gastos.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">3.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En la Fecha de Emisión o en cuanto sea posible, se deberá constituir y fondear, dentro de la Cuenta General, la Reserva para Gastos de Asesoría Independiente.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">4.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Fondeará con los recursos remanentes la Cuenta de Flujo, la cual será usada para realizar las Inversiones.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">5.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Pagará de manera trimestral la Comisión de Administración, durante los primeros 10 (diez) Días Hábiles del mes correspondiente.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">6.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Cubrirá los Gastos de Inversión con cargo a la Cuenta de Flujo, de conformidad con las instrucciones del Administrador.</span></p>
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<p style="margin:0pt; text-align:center; padding-left:10pt"><span style="font-family:Arial; font-size:10pt">7.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Cubrirá los Gastos de Mantenimiento con cargo a la Cuenta de Reserva para Gastos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
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<li style="margin:0pt 0pt 10pt 288pt; text-indent:-188.75pt; text-align:justify; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Inversión.</span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones se realizaron directamente o a través de un Vehículo Intermedio, mediante inversiones en derechos a la participación patrimonial en las Empresas Promovidas, sujeto a cualquier restricción, o limitación legal o regulatoria.</span><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso sólo realizó Inversiones durante el Período de Inversión; en el entendido que, derivado de que éste ya expiró, el saldo del Monto Destinado a Inversiones no invertido en Inversiones podrá ser utilizado, a discreción del Administrador, para: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> pagar Gastos de Inversión y otras obligaciones relacionadas con cualquier Empresa Promovida, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> crear reservas para gastos, obligaciones, pasivos y deudas (incluyendo, según sea aplicable, para el pago de la Comisión de Administración), </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> completar Inversiones que se encontraban en curso o comprometidas previamente a la finalización del Período de Inversión,</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> (</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> hacer frente a obligaciones de indemnización, o reembolso a cargo del Fideicomiso. </span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En ningún supuesto, el Fideicomiso invertirá el Efectivo Fideicomitido en la adquisición de instrumentos, o valores de cualquier especie, emitidos directamente, o garantizados por cualquiera de las Afiliadas, subsidiarias, o controladora del Fideicomitente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
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<li style="margin:0pt 0pt 10pt 288pt; text-indent:-188.75pt; text-align:justify; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Distribuciones.</span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso aplicará una cascada de distribución de tipo europea: una vez que el Fideicomiso haya pagado a los Tenedores la totalidad de los recursos invertidos en Pesos, más un rendimiento preferente del 12% anual compuesto en Pesos nominales, el Fideicomitente y Fideicomisario en Segundo Lugar del Fideicomiso tendrá derecho al cobro del 10% (diez por ciento) sobre la cantidad excedente, de acuerdo con lo previsto en el apartado de “Distribución de Flujo” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Efectivo Distribuible de cada Inversión en cada Fecha de Pago será determinado por el Administrador y notificado por escrito al Fiduciario y al Representante Común con una anticipación de al menos 12 (doce) Días Hábiles a la Fecha de Pago, de manera que el Fiduciario proceda a publicar el aviso correspondiente con al menos 6 (seis) Días Hábiles de anticipación a la Fecha de Pago de que se trate a través de EMISNET, a la CNBV a través del </span><span style="font-family:Arial; font-size:10pt">STIV-2 y al Indeval por escrito o a través de los medios que éste determine, en los casos en que se realice pago alguno a los Tenedores. En el aviso que se entregue a Indeval deberá prever el importe a ser distribuido a los Tenedores, así como cualquier dato para su cobro. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso de que el Comité Técnico o la Asamblea de Tenedores, al momento de aprobar una Inversión, hayan determinado que los Flujos que en su momento sean recibidos de dicha Inversión no sean considerados Efectivo Distribuible, no estarán sujetos al orden de prelación establecido en la presente sección, por lo que deberán ser depositados en la Cuenta de Reembolsos, para ser aplicados conforme a lo previsto en el apartado de “Reembolso” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Sujeto a lo establecido en los párrafos anteriores, los Flujos Netos provenientes de las Inversiones serán utilizados por el Fiduciario de conformidad con las instrucciones del Administrador en el siguiente orden de prelación.</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Esquemas de Distribución.</span></p>
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<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:48.71pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Reconstituir la Reserva para Gastos</span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La totalidad de los Flujos Netos deberá utilizarse para la reconstitución de la Reserva de Gastos según las instrucciones del Comité Técnico.</span></p>
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<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:48.71pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Rembolso del 100% del Monto Dispuesto de la Inversión </span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se distribuirá a los Tenedores la totalidad de los Flujos Netos sobrantes después de la Reconstitución de la Reserva de Gastos, deberán ser pagados a los Tenedores que sean titulares de Certificados Bursátiles en términos de la legislación aplicable, hasta que la suma de la totalidad de los Flujos Brutos asociados a dichos Flujos Netos, junto con todos los demás Flujos Brutos que anteriormente hayan sido generados, y cuyos Flujos Netos hayan sido distribuidos en términos del presente párrafo, sea igual a la suma de los Montos Dispuestos de las Inversiones cuyos Flujos hayan sido determinados como Efectivo Distribuible, según lo haya aprobado el Comité Técnico o la Asamblea de Tenedores.</span></p>
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<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:48.71pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Distribución Preferente a los Tenedores</span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se distribuirá a los Tenedores hasta que la suma de los Flujos Brutos asociados a los Flujos Netos que hayan recibido los Tenedores bajo el presente apartado, sean equivalentes al Rendimiento Preferente.</span></p>
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<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:48.71pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Distribución no preferente</span></li>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se distribuirá al Fideicomitente y Fideicomisario en Segundo Lugar hasta que la suma de los Flujos Brutos asociados a los Flujos Netos distribuidos conforme al presente apartado equivalga al Porcentaje de Distribución, de (i) la totalidad de los montos distribuidos como Distribución Preferente, y (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) la totalidad de los montos que corresponderían al Fideicomitente y Fideicomisario en Segundo Lugar conforme el presente apartado. </span></p>
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<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:48.71pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Distribuciones Excedentes</span></li>
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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:226.5pt">
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se distribuirá los Flujos Netos remanentes después de pagadas las cantidades establecidas en los puntos anteriores, de acuerdo a los siguientes porcentajes:</span></p>
<p style="margin:0pt 0pt 10pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:49pt"><span style="font-family:Arial; font-size:10pt">a.A</span><span style="font-family:Arial; font-size:10pt"> los Tenedores, el resultado de restar al 100% el Porcentaje de Distribución.</span></p>
<p style="margin:0pt 0pt 10pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:49pt"><span style="font-family:Arial; font-size:10pt">b.Al</span><span style="font-family:Arial; font-size:10pt"> Fideicomisario en Segundo Lugar, el </span><span style="font-family:Arial; font-size:10pt">Porcentaje de Distribución.</span><span style="font-family:Arial; font-size:10pt"> </span></p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt 0pt 5.05pt; text-align:justify; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 5.05pt; text-align:justify; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt">A continuación, se presenta un ejemplo del flujo de Distribución:</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Ejemplo numérico de las Distribuciones.</span></p>
<p style="margin:0pt 0pt 5.05pt; text-align:center; widows:0; orphans:0"><img alt="" height="376" src="data:image/png;base64,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" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" width="682" /></p>
<p style="margin:0pt 0pt 5.05pt; text-align:justify; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt">Supuestos: </span></p>
<ul style="margin:0pt; padding-left:0pt" type="disc">
<li style="margin:0pt 0pt 5.05pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Capital emitido: 2,500 millones de Pesos.</span></li>
<li style="margin:0pt 0pt 5.05pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Monto destinado a gastos: 10%.</span></li>
<li style="margin:0pt 0pt 5.05pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Múltiplo de las inversiones: 3x capital invertido.</span></li>
<li style="margin:0pt 0pt 5.05pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Retorno preferente: 10% anual.</span></li>
<li style="margin:0pt 0pt 5.05pt 9.6pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Distribución excedente: 10% para el Administrador / 90% para los inversionistas.</span></li>
</ul>
<p style="margin:0pt 0pt 5.05pt; text-align:justify; widows:0; orphans:0"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente: Fondo de Fondos</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; padding-left:31pt"><span style="font-family:Arial; font-size:10pt; font-style:italic">vi. Criterios de Inversión.</span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso tiene Inversiones que, al momento de su formalización, cumplieron con los siguientes criterios de elegibilidad:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 70.9pt; text-indent:-7.1pt; text-align:justify; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Criterios de Elegibilidad de las Empresas Promovidas.</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">a) Ser preferentemente una sociedad sujeta al régimen de sociedades anónimas promotoras de inversión de conformidad con la LMV.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">b) Las Empresas Promovidas deberán, al momento de realizar la Inversión: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">desarrollar su actividad productiva principal en México; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">) </span><span style="font-family:Arial; font-size:10pt">no tener sus acciones listadas en la BMV u otros </span><span style="font-family:Arial; font-size:10pt">mercados reconocidos al momento de realizar la Inversión; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">) </span><span style="font-family:Arial; font-size:10pt">no ser una Parte Relacionada del Fideicomitente, del Administrador o de cualquiera de los Funcionarios Clave.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">c) Cumplir con las prohibiciones, restricciones, normas de desempeño ambiental, principios, convenciones, protocolos y en general con los lineamientos establecidos en el Anexo “C" del Contrato de Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En el caso de las actividades que conforme al Anexo “C” del Contrato de Fideicomiso requieran de alguna certificación, la Empresa Promovida deberá contar con la certificación correspondiente, o bien, encontrarse en proceso de obtenerla, para lo cual deberá tener un plan de trabajo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">d) Que sus políticas y procedimientos prevean el cumplimiento con sus obligaciones fiscales y laborales (incluyendo las de seguridad social).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">e) Que realicen actividades lícitas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">f) En caso de tratarse de entidades financieras, que ninguno de los Tenedores forme parte del mismo grupo financiero, o tenga relación patrimonial con entidades financieras que pertenezcan al mismo grupo financiero que la Empresa Promovida, y que ésta no tenga relación patrimonial con una entidad financiera que a su vez tenga participación en alguno de los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Lo anterior se verificará directamente con los socios y accionistas de las Empresas Promovidas dentro del análisis que se realice previo a la auditoría legal y financiera, e igualmente se incluirá dentro del reporte de la auditoría y en el Memorándum de Inversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">g) Que al momento de realizarse la Inversión, ninguno de los Tenedores que sea Inversionista Institucional, tenga una participación en el capital social de las Empresas Promovidas de que se trate o, en caso de tratarse de entidades financieras, que ninguno de los Tenedores forme parte del mismo grupo financiero, o tenga relación patrimonial con entidades financieras que pertenezcan al mismo grupo financiero que la Empresas Promovida , y que ésta no tenga relación patrimonial con una entidad financiera que a su vez tenga participación en alguno de los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">h) El Monto de Inversión en una sola Empresa Promovida no podrá exceder el 20% (veinte por ciento) del Monto Máximo de la Emisión con base en cifras al cierre del trimestre inmediato anterior, salvo que se cuente con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No se podrá invertir más del 30% (treinta por ciento) del Monto Máximo de la Emisión, con base</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en cifras del trimestre inmediato anterior, en un mismo sector, salvo que se cuenta con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate. Los Criterios de Elegibilidad (incluyendo sin limitar los parámetros de diversificación) previstos en esta sección, serán aplicables a todas las Inversiones que realice el Fideicomiso en las Empresas Promovidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En ningún caso el Fideicomiso invertirá en valores inscritos en el RNV, o listados en cualquier bolsa, directa o indirectamente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Criterios de Elegibilidad (incluyendo, sin limitar, los parámetros de diversificación) previstos en esta sección, serán aplicables a todas las Inversiones que realice el Fideicomiso en las Empresas Promovidas.</span><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones se realizaron directamente o a través de un Vehículo Intermedio, mediante la adquisición de derechos a la participación patrimonial en las Empresas Promovidas que el Fideicomiso adquirió con motivo de las Inversiones, las cuales fueron realizadas mediante</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">la </span><span style="font-family:Arial; font-size:10pt">inversión en títulos de acciones representativas (o derechos similares) del capital social de las Empresas Promovidas.</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="2" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 70.9pt; text-indent:-7.1pt; text-align:justify; font-family:Arial; font-size:10pt; list-style-position:inside"><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:Arial; font-size:10pt">Lineamientos de Inversión.</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador, sujeto al cumplimiento de los Criterios de Elegibilidad, buscó oportunidades de inversión que cumplieran con los siguientes lineamientos:</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="a">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:11.11pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Coinversiones en empresas que provengan de Vehículos de Inversión de Capital Privado o fideicomisos emisores de </span><span style="font-family:Arial; font-size:10pt">CKDs</span><span style="font-family:Arial; font-size:10pt"> actuales o futuros, en las que el Administrador (a través de cualquiera de sus Afiliadas) haya realizado una inversión.</span></li>
</ol>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:42.3pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="2" style="margin:0pt; padding-left:0pt" type="a">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; padding-left:10.56pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Coinversiones en sociedades promovidas o proyectos en los cuales participan otros administradores de Vehículos de Inversión o </span><span style="font-family:Arial; font-size:10pt">CKDs</span><span style="font-family:Arial; font-size:10pt">, inversionistas calificados o desarrolladores/ promotores de inversión.</span></li>
</ol>
<p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:42.3pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<ol start="3" style="margin:0pt; padding-left:0pt" type="a">
<li style="margin:0pt 0pt 0pt 12.78pt; text-indent:0pt; text-align:justify; padding-left:12.22pt; font-family:Arial; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Las Inversiones fueron en las siguientes clases de activo:</span></li>
</ol>
<ul style="margin:0pt; padding-left:0pt" type="disc">
<li style="margin:0pt 0pt 0pt 19.6pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Inversiones de capital.</span></li>
<li style="margin:0pt 0pt 0pt 19.6pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:52.4pt; font-family:serif; font-size:10pt"><span style="font-family:Arial; font-size:10pt">Otras estructuras de capital.</span></li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:108%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">4.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Protección a los intereses de los Tenedores.</span></p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En términos generales, los Tenedores cuentan con las protecciones previstas en la Circular Única de Emisoras, así como con acceso a la información que en términos de la misma debe publicarse.</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:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Principales eventos relevantes ocurridos durante el periodo que se reporta.</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:Arial; font-size:10pt">El 13 de junio de 2025, el Fiduciario transmitió un evento relevante, el cual fue publicado conforme a lo siguiente:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, en su carácter de fiduciario en el Fideicomiso Irrevocable Número F/2627, denominado "FFLATAM-15-3" (el "Fideicomiso"), bajo el cual se emitieron los certificados bursátiles fiduciarios identificados con clave de pizarra FFLA3CK 15, a petición de PMIC LATAM, S.A.P.I. de C.V., fideicomitente y administrador del Fideicomiso, hace del conocimiento del público inversionista el aviso con fines informativos en referencia del segundo convenio modificatorio al Contrato de Fideicomiso, con motivo de los acuerdos adoptados en las Asambleas de Tenedores con fechas de 30 de agosto de 2022, 17 de abril de 2023, 25 de septiembre de 2024 y 6 de diciembre de 2024.</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:Arial; font-size:10pt">El 4 de diciembre de 2025, PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> en su carácter de Administrador instruyó al Fiduciario a transmitir un evento relevante, el cual fue publicado conforme a lo siguiente:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, en su carácter de fiduciario en el Fideicomiso Irrevocable Número F/2627, denominado "FFLATAM-15-3" (el "Fideicomiso"), bajo el cual se emitieron los certificados bursátiles fiduciarios identificados con clave de pizarra FFLA3CK 15, a petición de PMIC LATAM, S.A.P.I. de C.V., fideicomitente y administrador del Fideicomiso, hace del conocimiento del público inversionista que el día 3 de diciembre de 2025 uno de los Funcionarios Clave previstos en el Fideicomiso concluyó su participación en la estructura organizacional del Administrador el objetivo de dar paso a un nuevo liderazgo para la implementación del plan de negocios de Fondo de Fondos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por lo anterior, el Administrador presentará el Plan de Continuidad a la Asamblea de Tenedores conforme con lo previsto en el Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador expresa un especial agradecimiento al Funcionario Clave por haber asumido con total profesionalismo dicho cargo y aportado su invaluable experiencia durante el tiempo de su desempeño.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Evolución de los bienes, derechos o valores fideicomitidos.</span></p>
<p style="margin:0pt; text-align:justify; line-height:115%; font-size:10pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso realizó la emisión inicial de 20,000 (veinte mil) Certificados Bursátiles Originales por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$200,000,000.00 (doscientos millones de Pesos 00/100 M.N.), mismos que fueron emitidos y colocados el 23 de diciembre de 2015 con un precio de colocación de $10,000.00 (diez mil Pesos 00/100 M.N.) cada uno. Posteriormente, con fecha 27 de marzo de 2017 se autorizó mediante Asamblea de Tenedores incrementar el Monto Máximo de la Emisión a la cantidad de $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.), y como consecuencia de dicha autorización se realizó la emisión de los Certificados Bursátiles Adicionales por un monto de $580,000,000.00 (quinientos ochenta millones de Pesos 00/100 M.N.) correspondiente al 20% del Monto Máximo de los Certificados Bursátiles Adicionales, la cual se llevó a cabo el día 13 de julio de 2017, mediante la emisión de 58,000 (cincuenta y ocho mil) Certificados Bursátiles debidamente suscritos, con un precio de colocación de $10,000.00 (diez mil Pesos 00/100 M.N.). </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Posteriormente, el día 7 de junio de 2019 se realizó la primera Emisión Subsecuente por un monto de $124,990,000.00 (ciento veinticuatro millones novecientos noventa mil Pesos 00/100 M.N.), correspondientes a 24,998 (veinticuatro mil novecientos noventa y ocho) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $5,000.00 (cinco mil Pesos 00/100 M.N.). Asimismo, el día 30 de septiembre de 2019 se realizó la segunda Emisión Subsecuente por un monto de $99,997,500.00 (noventa y nueve millones novecientos noventa y siete mil quinientos Pesos 00/100 M.N.), correspondientes a 39,999 (treinta y nueve mil novecientos noventa y nueve) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $2,500.00 (dos mil quinientos Pesos 00/100 M.N.). Con fecha 29 de junio de 2021 se llevó a cabo la tercera Emisión Subsecuente por un monto de $50,995,000.00 (cincuenta millones novecientos noventa y cinco mil Pesos 00/100 M.N.) correspondientes a 40,796 (cuarenta mil setecientos noventa y seis) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $1,250.00 (mil doscientos cincuenta Pesos 00/100 M.N.).</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:Arial; font-size:10pt">Con fecha 10 de abril de 2023 se realizó la cuarta Emisión Subsecuente por un monto de $29,998,125.00 (veintinueve millones novecientos noventa y ocho mil ciento veinticinco Pesos 00/100 M.N) correspondientes a 47,997 (cuarenta y siete mil novecientos noventa y siete) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $625.00 (seiscientos veinticinco Pesos 00/100 M.N.). Por último, con fecha 24 de octubre de 2023 se realizó la quinta Emisión Subsecuente por un monto de $21,498,750.00 (veintiún millones cuatrocientos noventa y ocho mil setecientos cincuenta Pesos 00/100 M.N.) correspondientes a 68,796 (sesenta y ocho mil setecientos noventa y seis) Certificados Bursátiles debidamente suscritos con un precio de suscripción $312.50 (trescientos doce Pesos 50/100 M.N.)</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por tanto, al 31 de diciembre de 2025 el monto total emitido por el Fideicomiso es de $1,107,479,375.00 (mil ciento siete millones cuatrocientos setenta y nueve mil trescientos setenta y cinco Pesos 00/100 M.N.), correspondientes a 300,586 (trescientos mil quinientos ochenta y seis) Certificados Bursátiles en circulación.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cumplimiento al plan de negocios y calendario de inversiones, en su caso, desinversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Durante el periodo reportado se han realizado 3 (tres) Inversiones y 1 (una) Desinversión total, la primera Inversión, misma que ha sido desinvertida en su totalidad, se realizó en una empresa que participa en el sector energético en México por un monto de US$14,965,977.00 (catorce millones novecientos sesenta y cinco mil novecientos setenta y siete Dólares 00/100 USD) y $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.), en el entendido de que, con fecha 22 de julio de 2019 el Fideicomiso realizó la disposición de éste último importe para efectuar el pago de ciertos intereses y, por tal motivo, el monto </span><span style="font-family:Arial; font-size:10pt">efectivamente invertido se redujo en dicha cantidad; la segunda Inversión se llevó a cabo en un Vehículo de Inversión enfocado en invertir en fondos de Capital Emprendedor y etapa de crecimiento que realicen inversiones en México hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.); y la tercera Inversión se realizó en una empresa cuya actividad principal consiste en el alojamiento y hospitalidad para viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millenials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” por un monto de US$20,000,000.00 (veinte millones de Dólares 00/100 USD).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social del Proyecto Selina; (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) los derechos </span><span style="font-family:Arial; font-size:10pt">antidilución</span><span style="font-family:Arial; font-size:10pt"> otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Option</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez, el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Option</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones del Proyecto Selina por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El 27 de abril de 2023 finalizó el periodo de bloqueo del Fideicomiso para la venta de las acciones, correspondiente a 6 (seis) meses a partir del inicio de cotización, sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta. Cabe señalar que el FFLATAM-15-3, así como el </span><span style="font-family:Arial; font-size:10pt">Coinversionista</span><span style="font-family:Arial; font-size:10pt">, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Nasdaq confirmó que, derivado de los bajos precios de cotización de la emisora, el 29 de julio de 2024 las acciones SLNA serían suspendidas en la apertura del mercado y, el 30 de septiembre de 2024, fueron </span><span style="font-family:Arial; font-size:10pt">deslistadas</span><span style="font-family:Arial; font-size:10pt"> para comenzar a operarse en un mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso ha entregado distribuciones a los Tenedores por un monto total al 31 de diciembre de 2025 de $558,512,304.51 (quinientos cincuenta y ocho millones quinientos doce mil trescientos cuatro Pesos 51/100 M.N.).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Conforme a lo previsto en los Documentos de la Emisión, no existe ni existió un calendario real o aproximado de los tiempos en los que el Fideicomiso llevó a cabo Inversiones y llevará a cabo sus respectivas Desinversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Información financiera del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 2025, los ingresos acumulados del Fideicomiso durante el presente periodo están conformados por </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> pérdida en el resultado neto por fluctuación cambiaria por $480,912.09 (cuatrocientos ochenta mil novecientos doce Pesos 09/100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> intereses </span><span style="font-family:Arial; font-size:10pt">ganados por $6,606,314.51 (seis millones seiscientos seis mil trescientos catorce Pesos 51/100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> pérdida por cambios en el valor razonable de activos financieros por $46,038,632.77 (cuarenta y seis millones treinta y ocho mil seiscientos treinta y dos Pesos 77/100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="font-family:Arial; font-size:10pt"> ingresos por venta de inversiones por $14,024,819.50 (catorce millones veinticuatro mil ochocientos diecinueve Pesos 50/100 M.N.) </span><span style="font-family:Arial; font-size:10pt; font-style:italic">menos</span><span style="font-family:Arial; font-size:10pt"> un costo de venta de inversiones por $11,096,399.48 (once millones noventa y seis mil trescientos noventa y nueve Pesos 48/100 M.N.); y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v)</span><span style="font-family:Arial; font-size:10pt"> otros ingresos por $1,881,231.77 (un millón ochocientos ochenta y un mil doscientos treinta y un Pesos 77/100 M.N.).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">A continuación, se muestra un comparativo de los ingresos del Fideicomiso al cierre del mes de diciembre de 2025, 2024, 2023, 2022 y 2021.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2025</span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2024</span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2023</span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span></p>
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<p style="margin:0pt; text-align:center; background-color:#002060"><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2021</span></p>
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<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
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<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
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<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
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<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
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<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
</td>
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<tr style="height:1pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Cambios en el valor razonable de activos financieros</span></p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($46,038,632.77)</span></p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$42,035,004.97</span></p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($372,512,702.61)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($272,230,839.77)</span></p>
</td>
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<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$382,069,651.13</span></p>
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<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Intereses ganados</span></p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$6,606,314.51</span></p>
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<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$8,817,800.99</span></p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$7,069,811.95</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$3,269,408.53</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$2,170,162.50</span></p>
</td>
</tr>
<tr style="height:14pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Resultado neto por fluctuación cambiaria</span></p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($480,912.09)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$433,807.04</span></p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($368,935.85)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($1,087,141.18)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$1,918,040.90</span></p>
</td>
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<tr style="height:1pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Ingresos por dividendos</span></p>
</td>
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<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$-</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$-</span></p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$-</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$127,283.29</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$4,568,369.30</span></p>
</td>
</tr>
<tr style="height:1pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Ingresos por venta de inversiones</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$14,024,819.50</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$4,632,086.13</span></p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$5,158,157.49</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$12,153,814.24</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$32,388,142.17</span></p>
</td>
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<tr style="height:14.15pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Costo de venta de inversiones</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($11,096,399.48)</span></p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt">($5,473,573.64)</span></p>
</td>
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt">($6,092,416.94)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($7,934,587.22)</span></p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">($6,494,377.94)</span></p>
</td>
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<tr style="height:14.15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt">Otros ingresos</span></p>
</td>
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<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$1,881,231.77</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt">$602,563.27</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff"><span style="font-family:Arial; font-size:10pt">$318,620.73</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$1,129,980.89</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt">$51,256.17</span></p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.65pt">
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de ingresos</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.55pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt; font-weight:bold">($35,103,578.56)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:2.35pt; vertical-align:middle; width:84.85pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt; font-weight:bold">$51,047,688.76</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt; font-weight:bold">($366,427,465.23)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt; font-weight:bold">($264,572,081.22)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right"><span style="font-family:Arial; font-size:10pt; font-weight:bold">$416,671,244.23</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La disminución en los ingresos de 2025 del 168.77% con respecto al 2024, se debe principalmente, a una disminución en los cambios en el valor razonable de activos financieros. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por lo que respecta a los gastos de administración y mantenimiento del Fideicomiso, se obtuvo una disminución del 36.80% en sus egresos totales, derivado principalmente de la disminución de los Gastos de Inversión y de los saldos a favor de IVA prescritos en el año. Por lo anterior, el efecto conjunto entre los ingresos netos y gastos del Fideicomiso arroja una disminución en los activos netos atribuibles a Tenedores del 202.39% con respecto al ejercicio 2024.</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:12pt"> </span></p>
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<p style="margin:2pt 0pt 0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">El público inversionista debe considerar cuidadosamente los factores de riesgo que se describen a continuación antes de tomar cualquier decisión de inversión. Los riesgos e incertidumbres que se describen a continuación no son los únicos a los que se enfrenta el Fideicomiso. Los riesgos e incertidumbres que el Fideicomiso desconoce, así como aquellos que el Fideicomiso considera actualmente como de poca importancia, también podrían afectar sus operaciones y actividades.</span></p>
<p style="margin:2pt 0pt 0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">La realización de cualquiera de los riegos que se describen a continuación podría tener un efecto adverso significativo sobre las operaciones, la situación financiera o los resultados de operación del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">Los riesgos descritos a continuación pretenden destacar aquellos que son específicos del Fideicomiso, pero que de ninguna manera deben considerarse como los únicos riesgos que el público inversionista pudiere llegar a enfrentar. Dichos riesgos e incertidumbres adicionales, incluyendo aquellos que en lo general afecten a la industria en la que opera el Fideicomiso, las zonas geográficas en los que tienen presencia o aquellos riesgos que consideran que no son importantes, también pueden llegar a afectar su negocio y el valor de la inversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-style:italic">La información distinta a la información histórica que se incluye en el presente Reporte Anual refleja la perspectiva operativa y financiera en relación con acontecimientos futuros, y puede contener información sobre resultados financieros, situaciones económicas, tendencias y hechos inciertos. Las expresiones "cree", "espera", "estima", "considera", "prevé", "planea" y otras expresiones similares, identifican dichas estimaciones. Al evaluar dichas estimaciones, los Tenedores deberán tener en cuenta los factores descritos en esta sección y otras advertencias contenidas en este Reporte Anual. Los factores de riesgo describen las circunstancias de carácter no financiero que podrían ocasionar que los resultados reales difieran significativamente de los esperados con base en las estimaciones a futuro.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:12pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">1. Relacionados con los Sectores Objetivo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las inversiones en Sectores Objetivo tienen un horizonte de largo plazo y no garantizan un rendimiento.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Tanto por su nivel de riesgo como por su horizonte de inversión, las inversiones en los Sectores Objetivo son una actividad para Inversionistas Institucionales y calificados con horizonte de largo plazo y que no requieran de una liquidez continua. Asimismo, la rentabilidad de las inversiones en los Sectores Objetivo depende de la materialización de ciertos supuestos y planes de negocios que pudieran no ocurrir, por lo que estos Certificados sólo deben ser adquiridos por inversionistas que puedan soportar la pérdida total de su inversión sin un menoscabo considerable a su patrimonio.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores deben estar conscientes de que las inversiones en Sectores Objetivo no tienen un rendimiento preestablecido e inclusive las mismas pudieran perderse en su totalidad, puesto que generalmente representan derechos subordinados a los pasivos y contingencias de una sociedad.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La industria de los Sectores Objetivo en México está en desarrollo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La inversión en Sectores Objetivo es una actividad con un desarrollo incipiente en México y aunque existen necesidades de capital en muchas empresas, no existe certeza que tenga un auge en el futuro. Asimismo, por la naturaleza privada de las Empresas Promovidas, no existe información pública comparable, lo que hace difícil su valuación. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Tanto por su nivel de riesgo como por su grado de iliquidez, las inversiones en los Sectores Objetivo son una actividad para inversionistas diversificados y de largo plazo. Además, se requiere mantener la tenencia del instrumento por un plazo suficiente para que las Empresas </span><span style="font-family:Arial; font-size:10pt">Promovidas logren instrumentar una estrategia de varios años y alcanzar un evento de liquidez que genere la rentabilidad esperada. Estos Certificados son para inversionistas que no requieran de una liquidez continua y puedan soportar la pérdida total de su inversión sin un menoscabo considerable a su patrimonio.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las inversiones en empresas a pesar de que a menudo presentan mayores oportunidades de crecimiento, implican riesgos mayores a los que están habitualmente relacionados con inversiones en grandes empresas. Las pequeñas y medianas empresas pueden tener líneas de producto, mercados y recursos financieros más limitados, y pueden ser dependientes de un grupo de administración limitado. Como resultado de ello, estas empresas pueden ser más vulnerables a las tendencias económicas generales y a los cambios específicos de los mercados y la tecnología. Adicionalmente, el crecimiento futuro puede depender de financiamiento adicional, el cual pudiera no estar disponible en términos aceptables cuando sea requerido. Además, normalmente hay un mercado más limitado para la venta de intereses/participaciones en pequeñas y medianas empresas privadas, lo que puede dificultar que el Fideicomiso genere las ganancias esperadas. También, la relativa falta de liquidez de las inversiones de Capital Privado en general, y la aún mayor falta de liquidez de las inversiones privadas en las pequeñas y medianas empresas, podrían hacer difícil que el Fideicomiso reaccione rápidamente a un desarrollo económico y político negativo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La contabilidad, auditoría, y las prácticas y lineamentos para la elaboración de reportes financieros en México difieren significativamente, en algunos casos, de los aplicables en otros mercados. Adicionalmente, es necesario elaborar los estados financieros de tal manera que contemplen ciertos efectos de la inflación. La contabilidad de la inflación puede dar lugar a distorsiones en la presentación de los estados financieros y hacer que año con año la comparación de los estados financieros de la empresa sea difícil. Las empresas sujetas a las inversiones del Fideicomiso son primordialmente de carácter privado y por lo tanto, no requieren proporcionar al público en general la información exacta en relación con su situación financiera. Además, el Fideicomiso tuvo un período de tiempo limitado para llevar a cabo una revisión legal, fiscal, contable, etc. Todo esto puede resultar en la recopilación de información de mala calidad.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Dados los riesgos antes mencionados, no hay garantía de que se logre el objetivo de la tasa de rendimiento del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La competencia en el mercado mexicano de las inversiones en Sectores Objetivo es creciente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La actividad de inversiones en los Sectores Objetivo en el mercado Latinoamericano y específicamente en México, se ha incrementado en los últimos años, por lo que la competencia en esta actividad ha crecido, lo cual podría afectar la ejecución de la estrategia de inversión del Administrador, encareciendo las posibilidades de inversión por competencia de otros Vehículos de Inversión, limitando así el rendimiento del portafolio de riesgo. Por ejemplo, para una inversión específica, Vehículos de Inversión competidores pudieran tener mayores fuentes de financiamiento, contar con un enfoque más especializado o simplemente ofrecer condiciones más favorables para la inversión en la Empresa Promovida de que se trate, presionando al alza el precio de una inversión o cerrando la posibilidad de inversión para el Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">2. Relacionados con el Administrador.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Administrador pudiera ser sustituido y reemplazarlo podría ser difícil.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Si bien el Administrador considera que cuenta con la capacidad técnica, así como con los recursos humanos y materiales necesarios para realizar las actividades que como Administrador le corresponden, no existe garantía de que no pueda llegar a incurrir en algún Evento de Sustitución del Administrador que provoque o amerite su remoción. Conforme a lo previsto en el Fideicomiso, en caso de que se origine un Evento de Sustitución del Administrador y la </span><span style="font-family:Arial; font-size:10pt">Asamblea de Tenedores resuelva la remoción y sustitución del Administrador, el Comité Técnico deberá designar un candidato para que, previa aprobación de los Tenedores, sea nombrado como nuevo administrador, en el entendido de que para que un candidato pueda ser nombrado por el Comité Técnico como nuevo administrador, éste deberá ser un administrador de Vehículos de Inversiones en los Sectores Objetivo con experiencia e historial comprobados en el manejo de este tipo de inversiones. De cualquier forma, dada la especialización que se requiere para administrar las Inversiones, no existe certeza que el administrador sustituto pudiera cumplir con el Período de Inversión o que esté dispuesto a aceptar el encargo en términos económicos aceptables para los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En cualquiera de estos casos, los retrasos en la toma de decisiones en cuanto al administrador sustituto, su contratación y, en general, las dificultades relacionadas con la sustitución del Administrador, pueden afectar en forma negativa el Patrimonio del Fideicomiso y en consecuencia, disminuir el Efectivo Distribuible a los Tenedores. Lo anterior podría causar un deterioro de los activos y un efecto adverso en el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por otro lado, conforme a lo establecido en el Contrato de Fideicomiso, en el supuesto de Destitución del Administrador Sin Causa, el Administrador podrá ser removido con el voto favorable de los Tenedores que sean titulares de al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria. El porcentaje anterior, requerido para la Destitución del Administrador Sin Causa, es alto, lo que podría dificultar que se obtenga la aprobación para realizar dicha remoción.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El desempeño pasado no es una indicación del futuro.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador y sus afiliadas han realizado inversiones en el pasado, sin embargo, las mismas no son indicativas del posible desempeño en inversiones futuras. Los resultados operativos de las Inversiones serán resultado primordialmente de aquellas decisiones futuras que tome el Administrador respecto de las Inversiones y las Desinversiones que en su momento instruya al Fiduciario. Cualquier estimación o expectativa de desempeño futuro puede resultar distinta en la realidad.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Pueden surgir conflictos de interés con las Inversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Eventualmente el Fideicomiso podría llegar a realizar operaciones que podrían implicar un conflicto de interés. De ser éste el caso, conforme a lo dispuesto en el Fideicomiso, el Comité Técnico deberá designar a un valuador independiente a fin de asegurar que la operación mencionada se realice en términos y precios de mercado y tendrá facultad para resolver cualesquier conflictos de interés que se presenten en relación con el Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-style:italic">.</span><span style="font-family:Arial; font-size:10pt"> Sin embargo, no se puede asegurar que el conflicto se elimine en su totalidad o se limite de forma satisfactoria para los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Asimismo, el Contrato de Fideicomiso prevé que el Comité Técnico tendrá la facultad de aprobar operaciones con Partes Relacionadas y/o que pueda implicar un conflicto de interés.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Los Funcionarios Clave podrán ser sustituidos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Si bien se han previsto medidas en el Contrato de Fideicomiso para subsanar la falta de Funcionarios Clave, no se puede asegurar que la falta de uno o más de ellos no pueda tener un efecto adverso en el desempeño de las funciones del Administrador.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El buen desarrollo de las Inversiones y las Desinversiones depende directamente de los Funcionarios Clave del Administrador. En consecuencia, los Tenedores deben tomar en cuenta que la pérdida de Funcionarios Clave puede tener un efecto adverso en los Flujos y, por consiguiente, en el monto que en concepto de Distribuciones a los Tenedores tengan derecho a recibir los Tenedores. No es posible asegurar que los Funcionarios Clave cumplirán con su </span><span style="font-family:Arial; font-size:10pt">compromiso de dedicar una parte razonable de su tiempo a la buena marcha de las Inversiones o que, en caso que deban ser remplazados, sea posible sustituirlos por personas con la misma experiencia y conocimiento</span><span style="font-family:Arial; font-size:10pt; font-style:italic">.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">v.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Administrador es responsable ante el Fideicomiso por la actuación de los terceros con los que haya subcontratado.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador es el responsable de seleccionar y contratar con terceros ciertas actividades para la realización de los Fines del Fideicomiso, por lo que en esos casos ni el Fiduciario ni el Fideicomiso, podrán exigirles responsabilidad si no es por conducto del Administrador.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vi.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Los funcionarios relevantes del Administrador, y el Administrador, podrán participar en diversas actividades profesionales.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los miembros del equipo del Administrador dedicarán el tiempo a la administración del Fideicomiso que el Administrador considere necesario para llevar a cabo las operaciones del mismo de una manera efectiva. Algunos de los miembros del equipo del Administrador dedicarán una parte razonable de su tiempo a temas no relacionados con el Fideicomiso, como lo son los negocios del FFLATAM-15-1, FFLATAM-15-2, FFLATAM-15-4, F/3535 y FdeFII, de manera consistente con lo establecido en el apartado “Administración” de la sección “Contratos y acuerdos” del presente Reporte Anual. Como consecuencia de lo anterior, ciertos conflictos de interés podrían surgir en la asignación del tiempo de los miembros del equipo del Administrador entre el Fideicomiso y otros asuntos en los cuales dichas personas estén involucradas. La falta de dedicación de tiempo de los miembros del equipo del Administrador podría afectar de manera adversa la operación del Fideicomiso y por lo tanto las Distribuciones a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">No existió un calendario de inversión definido u obligatorio.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador procuró que el Fideicomiso realizara las Inversiones durante el Período de Inversión por una cantidad similar al Monto Destinado a Inversiones. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Debido a que no existió un calendario de inversión predeterminado, no existen consecuencias que sean generadas por el hecho que no se realizara un número determinado de Inversiones durante el Período de Inversión. Si no se invirtiera todo o una parte del Monto Destinado a Inversiones, los saldos remanentes se distribuirán entre los Tenedores sin rendimiento para los mismos distintos a los Intereses de las Inversiones Permitidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No se contó con un calendario de inversión preestablecido para realizar las Inversiones y no se cuenta con alguno para realizar Desinversiones. Asimismo, no hay garantía de que se vayan a realizar Desinversiones, por lo que se desconoce la fecha en la que los Tenedores, en su caso, podrían recibir Distribuciones resultado de las Desinversiones que se realicen.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">viii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Destitución del Administrador sin Causa.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso de una Destitución del Administrador Sin Causa, el Administrador conservará ciertos derechos sobre las Inversiones, tales como el derecho a adquirir, directa o indirectamente, las Inversiones. Dichas transferencias serían realizadas a valor de mercado (lo cual significa la valuación independiente más reciente). No hay ninguna certeza de que el valor de mercado al momento de realizarse dichas transferencias sería favorable para el Fideicomiso, y por lo tanto, el Fideicomiso podría no obtener el máximo rendimiento de dichas Inversiones, afectando de manera adversa las Distribuciones a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">3. Relacionados con las actividades del Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Fideicomiso podría llevar a cabo actividades empresariales, en cuyo caso el Patrimonio del Fideicomiso podría ser sujeto de concurso mercantil y el Fiduciario asumir obligaciones fiscales.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se pretende que el Fideicomiso califique como un fideicomiso que no realiza actividades empresariales en términos de lo previsto en la fracción I de la regla 3.1.14 de la Resolución Miscelánea Fiscal vigente, o cualquiera que la sustituya de tiempo en tiempo, sujeto al cumplimiento de los requisitos correspondientes. Aun cuando el régimen fiscal relativo al Fideicomiso se encuentra previsto en la citada regla, a la fecha del presente Reporte Anual no se han emitido reglas particulares para los inversionistas de este tipo de vehículos. Dichas reglas podrían cambiar el análisis contenido en el Reporte Anual y las expectativas respecto al tratamiento fiscal del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Sin embargo, en caso de que el Fideicomiso no cumpla con los requisitos aplicables o bien, por diversas razones, incluyendo por cambios en las leyes, por cualquier criterio, disposición, regla o porque las autoridades fiscales correspondientes consideren que el Fideicomiso no cumple con los requisitos aplicables, es posible que dicho régimen no sea aplicable al Fideicomiso y en consecuencia, el mismo deba considerarse como un fideicomiso empresarial para efectos fiscales, en cuyo caso tributaría conforme a lo señalado en el artículo 13 de la LISR y demás disposiciones aplicables.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso de que el Fideicomiso sea considerado como un fideicomiso con actividades empresariales, estará sujeto, entre otros, a los siguientes riesgos: (i) tendrá que atender el régimen establecido en el Artículo 13 de la LISR, así como otras obligaciones señaladas en la en la LISR; (ii) el Patrimonio del Fideicomiso podría ser sujeto de un procedimiento de concurso mercantil. Lo anterior pudiere tener un efecto adverso sobre la constitución de las reservas y distribuciones, así como en la aplicación de flujos y recursos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso de que el Fideicomiso fuese considerado como un fideicomiso a través del cual se realizan actividades empresariales, el Fiduciario deberá determinar un resultado fiscal que deberá ser acumulado por los Fideicomisarios en la proporción que les corresponda, de acuerdo con lo estipulado en el Contrato de Fideicomiso, pudiendo acreditar en esa misma proporción, el monto de los pagos provisionales efectuados por el Fiduciario. La pérdida fiscal que en su caso se determine, sólo podrá ser disminuida de las utilidades fiscales de ejercicios posteriores derivadas de las actividades realizadas a través del mismo Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En cuanto al concurso mercantil, en caso de que el Fideicomiso sea considerado como un fideicomiso con actividades empresariales, si por cualquier razón los recursos líquidos del Patrimonio del Fideicomiso resultasen insuficientes para cumplir con las obligaciones de pago del Fiduciario, incluyendo las obligaciones establecidas en los Contratos de Inversión, los Contratos de Desinversión o por cualquier otro motivo, dicho Patrimonio del Fideicomiso podría ser declarado en concurso mercantil, en cuyo caso, entre otras cosas, los Tenedores tendrían que comparecer al procedimiento de concurso mercantil para solicitar el reconocimiento de sus derechos y su prelación en el pago. Además, las disposiciones previstas en el Fideicomiso en relación con la distribución de los recursos líquidos del Patrimonio del Fideicomiso podrían verse afectadas por las disposiciones de la Ley de Concursos Mercantiles, incluyendo la posible ineficacia de pagos de Efectivo Distribuible que hubieren recibido los Tenedores de parte del Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Patrimonio del Fideicomiso estará expuesto a posibles reclamaciones de aquellos terceros con los cuales el Fiduciario celebró Contratos de Inversión y celebrará Contratos de Desinversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario celebró los Contratos de Inversión y celebrará Contratos de Desinversión con distintas personas. Cuando cualquiera de dichas personas alegue la existencia de algún incumplimiento por parte del Fiduciario a los términos de dichos contratos –ya sea por declaraciones falsas o inexactas o por cualquier otro motivo– o a la legislación aplicable, y en consecuencia intente alguna acción legal en contra del Fiduciario, el Patrimonio del Fideicomiso se vería expuesto a dichas acciones, las cuales podrían incluir, entre otros, mandamientos de </span><span style="font-family:Arial; font-size:10pt">embargo sobre el efectivo depositado en las Cuentas, las acciones representativas del capital social de las Empresas Promovidas y/o cualquier otro bien o derecho que integre el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">A pesar de que este riesgo ha tratado de mitigarse (e.g. de conformidad con las disposiciones del Fideicomiso, el Administrador deberá convenir con los terceros con los que el Fideicomiso celebró los Contratos de Inversión y celebrará los Contratos de Desinversión, y prever en los mismos, que el monto máximo que, en su caso, podrían reclamarle al Fiduciario en concepto de daño, perjuicio, indemnización o por cualquier otro motivo derivado de un incumplimiento contractual o extracontractual estará limitado al Monto de Inversión), en caso que el mismo llegara a materializarse, la persona que obtenga el embargo de los bienes que forman parte del Patrimonio del Fideicomiso podrían tener mejor derecho que los Tenedores hasta por el monto de su reclamo, lo cual tendría un efecto adverso significativo en los Tenedores y en su derecho a recibir las cantidades que se les adeuden bajo los Certificados, incluyendo el monto de principal de los mismos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Cada Tenedor deberá realizar su propia determinación del régimen fiscal que le es aplicable.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Capítulo 6. “Consideraciones Fiscales" del Prospecto de Colocación, contiene una descripción del régimen fiscal aplicable al Fideicomiso y de ciertas consecuencias fiscales aplicables a los Tenedores relacionadas con la adquisición, mantenimiento y venta de los Certificados. Dichas descripciones se basan exclusivamente en la apreciación de los asesores fiscales del Fideicomitente y no han sido validadas por Persona alguna. Es posible que la apreciación de dichos asesores, y por consecuencia las mencionadas descripciones, no sea consistente con la apreciación de las autoridades fiscales mexicanas o extranjeras. Cada Tenedor es responsable de determinar su propio régimen fiscal y sus obligaciones conforme al mismo. Ni el Fiduciario, ni el Fideicomitente, ni el Administrador, ni el Representante Común, ni el Intermediario Colocador, ni cualquiera de sus Afiliadas o subsidiarias o asesores, asumen responsabilidad alguna por la determinación que hagan los Tenedores de su situación fiscal, incluyendo respecto de su adquisición, mantenimiento o venta de los Certificados, o del cumplimiento de sus obligaciones fiscales conforme a cualquier legislación aplicable. Cada Tenedor debe consultar a sus propios asesores fiscales.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La descripción del régimen fiscal contenida en el Capítulo 6. “Consideraciones fiscales" del Prospecto de Colocación, no constituye asesoría de carácter fiscal para los Tenedores. No se ha proporcionado ni se proporcionará opinión o dictamen fiscal alguno para beneficio de los Tenedores. Los Tenedores deberán considerar que el régimen fiscal aplicable al Fideicomiso y a los Tenedores, incluyendo el régimen fiscal aplicable al gravamen o exención de las Distribuciones o los ingresos derivados de ventas de los Certificados, no ha sido particularmente validado o verificado por la autoridad tributaria competente, por lo que se les recomienda consultar a sus propios asesores en materia fiscal.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Resulta importante tomar en cuenta que aun cuando el régimen fiscal relativo al Fideicomiso se encuentra previsto en la fracción I de la regla 3.1.14 de la Resolución Miscelánea Fiscal vigente, o cualquiera que la sustituya de tiempo en tiempo, las autoridades fiscales no han emitido reglas particulares ni facilidades para simplificar los procesos de retención aplicable a este tipo de vehículos. En el momento en que las autoridades fiscales emitan reglas al respecto, cada uno de los Tenedores deberá consultar con sus asesores fiscales las implicaciones fiscales por su participación en el Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">4. Relacionados con la estructura del instrumento.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La inversión en los Certificados Bursátiles es incierta; no garantiza rendimientos ni que su valor será reembolsado a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La existencia y monto del Flujo que será, en su caso, distribuido a los Tenedores, depende de la habilidad que tuvo el Administrador para identificar, negociar, implementar y concluir oportunidades de Inversión en las Empresas Promovidas; así como de su habilidad para identificar, negociar, implementar y concluir oportunidades de Desinversión, y que las Empresas Promovidas en las cuales se coinvirtió arrojen resultados positivos para sus accionistas. No hay garantía de que dichas Empresas Promovidas generarán Flujo. Conforme a lo anterior, los Tenedores deben tomar en cuenta que la inversión del Monto Destinado a Inversiones podría no generar Flujo o no generarlo en el nivel esperado, e incluso, perderse en su totalidad.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso celebró los Contratos de Inversión y podrá celebrar Contratos de Desinversión y, en su caso, deberá determinar y pagar impuestos, por lo que su patrimonio –constituido principalmente por las acciones (u otros derechos similares) representativas del capital social, así como por títulos representativos de deuda, de las Empresas Promovidas o su subsidiaria o subsidiarias, y por los Flujos antes de ser distribuidos conforme a los términos del Fideicomiso– podría estar expuesto a reclamos de terceros y, en su caso, de las autoridades hacendarias.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Ni el Fiduciario, ni el Fideicomitente, ni el Administrador, ni el Representante Común, ni el Intermediario Colocador serán responsables por cualquier detrimento a las cantidades depositadas en las Cuentas del Fideicomiso que sean invertidas salvo por negligencia o mala fe del Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El rendimiento de los Certificados que corresponda a los Tenedores será menor al rendimiento bruto derivado de las Inversiones en las Empresas Promovidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores deben estar conscientes de que en caso que llegaran a obtenerse beneficios económicos derivados de las Inversiones realizadas en las Empresas Promovidas (incluyendo la venta de las mismas), dichos beneficios no corresponderán en su totalidad a los Tenedores, sino que serán utilizados para diversos propósitos antes y después de entregárseles en forma de Efectivo Distribuible. Dichos beneficios económicos se verán disminuidos en primera instancia por aquellas cargas impositivas que en su caso deban pagarse, ya sea directamente por el Fiduciario o mediante retención que haga la persona que efectúe el pago. Adicionalmente, el Monto Destinado para las Inversiones se verá disminuido por el pago de la Comisión de Administración año tras año, por la administración de las Inversiones en Empresas Promovidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Falta de diversificación en las Inversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso invirtió en un número limitado de transacciones, y como consecuencia, los retornos acumulados realizados por los Tenedores pueden verse afectados por el desfavorable desempeño de un pequeño número de dichas inversiones. Inicialmente, el Fideicomiso sólo hizo inversiones en transacciones mexicanas, por lo que estas inversiones no serán diversificadas geográficamente en una escala global. Adicionalmente, como muchas de las inversiones del Fideicomiso pueden implicar un alto grado de riesgo, la falta de garantía del desempeño de las inversiones directas en el futuro, podrían afectar significativamente el total de los retornos a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Inversiones podrían ser en activos no líquidos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones del Fideicomiso tenderán a involucrar riesgo, no son líquidas y son a largo plazo. En el caso de las Empresas Promovidas, la falta de liquidez en las Empresas Promovidas se puede dar por no implementar una estrategia de salida establecida para las Inversiones, así como restricciones legales y contractuales de su reventa por parte del Fideicomiso. Existe la posibilidad de una pérdida total o parcial de capital y los Tenedores no deberán suscribir a menos de que puedan soportar fácilmente las consecuencias de tal pérdida. Aun cuando las inversiones del Fideicomiso tengan éxito, es poco probable que se produzca un retorno a los Tenedores por un período de años.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">v.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Inversiones en empresas y vehículos apalancados.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones del Fideicomiso podrían tener problemas financieros, y convertirse en valores y empresas altamente apalancadas. El apalancamiento de estas empresas puede dañar su capacidad para financiar sus futuras operaciones, así como sus necesidades de capital y puede limitar su flexibilidad para responder a cambios en las condiciones y oportunidades económicas y de negocios. El ingreso y los activos netos de una entidad apalancada tenderán a aumentar o disminuir a un ritmo superior al cual lo harían si el dinero prestado no se utilizara.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vi.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Patrimonio del Fideicomiso podría ser utilizado para el pago de indemnizaciones sin límite alguno.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">De conformidad con los documentos de la operación, el Fiduciario puede utilizar los recursos del Patrimonio del Fideicomiso para indemnizar y sacar en paz y a salvo tanto a los miembros del Comité Técnico como al Administrador, sus afiliados, miembros, socios, directores, funcionarios y empleados, por los reclamos que tengan en el desempeño de sus actividades, así como para pagarles o reembolsarles honorarios razonables de abogados y otros costos y gastos incurridos en relación con la defensa de cualquier acción o procedimiento que derive de dicha conducta. Adicionalmente, el Fiduciario podrá contratar, por instrucción del Comité Técnico y con cargo a la Reserva para Gastos, los Seguros de Responsabilidad Profesional que cubran las actividades realizadas por los integrantes del Comité Técnico. Asimismo, el Fideicomiso establece que los Tenedores, por el sólo hecho de adquirir los Certificados, se entiende que han convenido que las indemnizaciones que en su caso deba pagar el Fiduciario al Intermediario Colocador de conformidad con los Contratos de Colocación, se harán con cargo al Patrimonio del Fideicomiso hasta donde éste baste y alcance.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso que el Fiduciario utilice los recursos del Patrimonio del Fideicomiso para pagar alguna indemnización como se describe en el párrafo anterior, los recursos disponibles para cubrir los Gastos de Inversión, se reducirían, afectando en forma negativa los montos que los Tenedores tendrían de otra forma derecho a recibir.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">En caso de destitución del Administrador, y como consecuencia los Tenedores decidan dar por vencidos anticipadamente los Certificados, la liquidación del Patrimonio del Fideicomiso puede resultar difícil. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En el caso de que ocurra la Destitución del Administrador con Causa o la Destitución del Administrador sin Causa y, en términos del Fideicomiso, los Tenedores decidan dar por vencidos anticipadamente los Certificados, la Asamblea de Tenedores deberá resolver sobre todos los aspectos relacionados con la venta o de cualquier otra manera la liquidación del Patrimonio del Fideicomiso de conformidad con las reglas previstas en el Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-style:italic">. </span><span style="font-family:Arial; font-size:10pt">No es posible asegurar que de materializarse este escenario, habrá interés para adquirir las acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas o, que de haberlo, el precio al cual el Fiduciario pueda realizar dicha venta corresponda con el valor de mercado de dichas acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas. En este caso, es probable que el valor de mercado de las acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas liquidadas anticipadamente, sea inferior al valor que tendrían si se liquidaran conforme a lo previsto en el Período de Inversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">viii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La inversión del Monto Destinado a Inversiones no garantiza rendimientos a los Tenedores. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La existencia y monto del Flujo que será, en su caso, distribuido a los Tenedores, depende (entre otros factores) que las Empresas Promovidas en las cuales se invirtió arrojen resultados positivos para sus accionistas. Conforme a lo anterior, los Tenedores deben tomar en cuenta que la inversión del Monto Destinado a Inversiones podría no generar Flujo o no generarlo en el nivel esperado, e incluso, perderse en su totalidad, y por lo tanto no se puede garantizar el pago del </span><span style="font-family:Arial; font-size:10pt">Reembolso del Monto Dispuesto de las Cuentas ni el pago de la Distribución Preferente a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La inversión del Monto Destinado a Inversiones en las Empresas Promovidas no garantiza rendimiento alguno ni la recuperación del mismo. Dichas inversiones podrían no generar utilidad e incluso podrían llegar a tener pérdidas parciales o totales del capital invertido en las Empresas Promovidas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso celebró los Contratos de Inversión y podrá celebrar Contratos de Desinversión y, en su caso, podría tener que determinar y pagar impuestos, por lo que su patrimonio, constituido principalmente por las acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas o sus subsidiarias, y por los Flujos antes de ser distribuidos conforme a los términos del Fideicomiso, podría estar expuesto a reclamos, en su caso, de las autoridades hacendarias.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Ni el Fiduciario, ni el Fideicomitente, ni el Representante Común serán responsables por cualquier detrimento a las cantidades depositadas en las Cuentas del Fideicomiso que sean invertidas salvo por negligencia o mala fe del Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles no son instrumentos adecuados para cualquier inversionista.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ix.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">No se cuenta con proyectos de Contratos de Desinversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores deberán considerar que no se cuenta con proyectos de Contratos de Desinversión, en virtud de que dichos documentos serán elaborados y negociados en el momento en que las Desinversiones se lleven a cabo. No obstante, lo anterior, el Fideicomiso establece los aspectos mínimos que deberán incluirse en los Contratos de Desinversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">x.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">No existe obligación de pago de principal ni de intereses salvo con los recursos que integran el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No existe obligación de pago de principal ni de intereses al amparo de los Certificados. Los Certificados únicamente recibirán Distribuciones derivadas de los rendimientos generados por las Inversiones. Únicamente se pagarán Distribuciones en la medida que los recursos que integran el Patrimonio del Fideicomiso sean suficientes para dichos efectos. El Patrimonio del Fideicomiso no incluye ningún mecanismo que garantice cualesquiera cantidades que sean pagaderas a su vencimiento de conformidad con los Certificados Bursátiles. Ni el Fideicomitente, ni el Administrador, ni el Representante Común, ni el Fiduciario (salvo con los recursos que integran el Patrimonio del Fideicomiso), ni el Intermediario Colocador, ni cualesquiera de sus Afiliadas o subsidiarias, serán responsables de realizar cualquier pago al amparo de los Certificados. En caso que el Patrimonio del Fideicomiso sea insuficiente para realizar Distribuciones y reembolsos al amparo de los Certificados, no existe obligación alguna por parte del Fideicomitente, el Administrador, el Representante Común, el Fiduciario, el Intermediario Colocador ni de cualesquiera de sus Afiliadas o subsidiarias de realizar dichos pagos al amparo de los Certificados.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No hay garantía alguna de que los Tenedores recuperarán cualquier parte del capital invertido o recibirán cualesquiera distribuciones en términos de los Certificados. La inversión en los Certificados implica invertir en instrumentos con diferentes características que aquellas de instrumentos de deuda y conlleva riesgos asociados a la estrategia de inversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xi.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Distribuciones dependerán de la disponibilidad de ingresos provenientes de las Inversiones, la cual es incierta.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Distribuciones dependerán de la disponibilidad de rendimientos generados por las Inversiones. Las Distribuciones dependen del rendimiento de las Empresas Promovidas en los </span><span style="font-family:Arial; font-size:10pt">cuales se hacen Inversiones. No hay certeza de que el Administrador será capaz de localizar dichas oportunidades de una manera efectiva, que será capaz de implementarlas, o que el rendimiento de las Empresas Promovidas generará Distribuciones. Cualquier monto que se invierta en las Empresas Promovidas puede perderse en su totalidad. Los Tenedores deben considerar la posibilidad de que el Fideicomiso no pueda hacer Distribuciones en lo absoluto o que el monto de dichas Distribuciones no se compare con otras oportunidades de inversión alternas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Los Certificados no cuentan con dictamen crediticio alguno.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Ninguna agencia calificadora de valores emitirá dictamen o evaluación alguna acerca de la calidad crediticia de los Certificados Bursátiles.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xiii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El incumplimiento de los Criterios de Elegibilidad con posterioridad a la realización de una Inversión podría afectar adversamente a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Conforme a los términos del Contrato de Fideicomiso, al realizarse cada Inversión deberán cumplirse los Criterios de Elegibilidad establecidos en el apartado “Criterios de Elegibilidad de las Empresas Promovidas” del presente Reporte Anual. Sin embargo, con posterioridad a la fecha de inversión, dichos Criterios de Elegibilidad podrían incumplirse, exponiendo al Fideicomiso al riesgo de concentración en las Inversiones. Asimismo, en la medida que dichos Criterios de Elegibilidad se incumplan, las Inversiones podrían no ser acordes con el objetivo o contravenir el régimen de inversión aplicable a ciertos Tenedores o resultar en incumplimiento con el régimen fiscal adoptado. En ese caso, dichos Tenedores podrían verse forzados a disponer de los Certificados Bursátiles, en cuyo caso, dichos Tenedores podrían no recuperar el precio de adquisición pagado inicialmente por los Certificados Bursátiles.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El incumplimiento de los Criterios de Elegibilidad con posterioridad a la realización de una Inversión podría afectar adversamente a los Tenedores, ya que podría contravenir el régimen de inversión de ciertos inversionistas o en el incumplimiento con el régimen fiscal aplicable.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xiv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Representante Común no forma ni formará parte del Comité Técnico.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores deberán tener en consideración que el Representante Común no tiene responsabilidad alguna de las decisiones que acuerde el Comité Técnico.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Los Tenedores pueden estar sujetos a perder parte de su participación en el Fideicomiso en caso de no cumplir en tiempo y forma con las Llamadas de Capital, y consecuentemente estarán sujetos a la pérdida de derechos corporativos y derechos económicos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Conforme al mecanismo de Llamadas de Capital descrito en el apartado “Emisión de certificados bursátiles con llamadas de capital con actualización del monto” de la sección “Contratos y acuerdos” del presente Reporte Anual, si un Tenedor existente no suscribe y paga los Certificados Bursátiles que se emitan en una Emisión Subsecuente conforme a una Llamada de Capital, se verá sujeto a una dilución punitiva, ya que el monto aportado por dicho Tenedor al Fideicomiso no será proporcional al número de Certificados Bursátiles que tendrá después de la Emisión Subsecuente respecto de la cual no suscribió y pagó Certificados Bursátiles conforme a su Compromiso por Certificado. En otras palabras, el porcentaje que representen los Certificados Bursátiles de los que sea titular antes de la Emisión Subsecuente respecto de los Certificados Bursátiles en circulación después de la Emisión Subsecuente, disminuirá más allá del monto proporcional que debía haber aportado al Fideicomiso respecto de la Emisión Subsecuente conforme a su Compromiso por Certificado, y la parte proporcional acrecentará en beneficio de los Tenedores que si se suscribieron y pagaron los Certificados Bursátiles que se emitieron en la Emisión Subsecuente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xvi.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El incumplimiento por parte de los Tenedores en acudir a las Llamadas de Capital conforme a sus Compromisos Totales puede limitar la capacidad del Fideicomiso de cumplir con su tesis de inversión.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Existe la posibilidad de que uno o más Tenedores no atiendan a las Llamadas de Capital. Si alguno de los Tenedores no acude a una Llamada de Capital y no paga los Certificados Subsecuentes que se coloquen en una Emisión Subsecuente conforme a su Compromiso Total, el Fideicomiso podría verse imposibilitado en cumplir con el plan de negocios que se establece en el Prospecto de Colocación, e incidir negativamente en la rentabilidad de los Certificados. Adicionalmente, se podría perder la posibilidad de cumplir con los compromisos de aportación de capital en la Inversión correspondiente, y el Fideicomiso podría tener que pagar penas y gastos al respecto. Estos hechos constituyen un riesgo adicional a aquellos derivados de las Inversiones que realice en Fideicomiso que se establecen en el plan de negocios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No puede asegurarse que todos los Tenedores acudan a las Llamadas de Capital y paguen los Certificados Subsecuentes que se coloquen en una Emisión Subsecuente conforme a sus Compromisos Totales, a pesar de la existencia de penas que se mencionan en el factor de riesgo inmediato anterior o de la posibilidad de transferir los Certificados a un tercero que si pueda acudir a la Llamada de Capital.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">No existe obligación alguna por parte del Fideicomitente, el Administrador, el Representante Común, el Fiduciario ni de cualesquiera de sus Afiliadas o subsidiarias de cubrir el faltante que se genere si un Tenedor no atiende a las Llamadas de Capital. Ninguno de los Tenedores tendrá la obligación de suscribir y pagar Certificados Subsecuentes por un monto mayor al Compromiso Total que haya adquirido a la Fecha de Emisión Inicial. En caso de que algún Tenedor incumpla con el pago de una Contribución Adicional, los Certificados Subsecuentes que le corresponderían a dicho Tenedor serán cancelados, sin que se genere una obligación de los demás Tenedores de adquirir dichos Certificados Subsecuentes.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">5. Relacionados con el perfil del inversionista.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles están diseñados y dirigidos a satisfacer necesidades de inversionistas diversificados que entienden la estructura y los riesgos inherentes a las Inversiones, por lo que no son recomendables para inversionistas que no estén familiarizados con este tipo de instrumentos o con inversiones de capital en general.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso que la inversión en los Certificados Bursátiles no genere ninguna utilidad o incluso tuviere pérdidas, y los Certificados Bursátiles, este valor podría tener un costo de oportunidad en el tiempo que aunque se recupere el principal, represente para los Tenedores una tasa negativa en términos reales; en el entendido que, los Tenedores deben tomar en cuenta que la inversión del Monto Destinado a Inversiones podría no generar Flujo o no generarlo en el nivel esperado, e incluso, perderse en su totalidad, y por lo tanto no se puede garantizar el pago del Reembolso del Monto Dispuesto de las Cuentas ni el pago de la Distribución Preferente a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El mercado para los Certificados Bursátiles es limitado.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores deberán tomar en consideración que los Certificados Bursátiles están dirigidos a personas físicas y morales cuando su régimen de inversión los prevea expresamente, siempre que estos, en términos de la legislación aplicable, sean considerados como Inversionistas Institucionales o Calificados para participar en ofertas públicas restringidas, tanto en la oferta inicial como en el mercado secundario, y que no existe actualmente un mercado secundario para los Certificados Bursátiles. No es posible asegurar que existirá un mercado secundario para los Certificados Bursátiles y, en caso que exista, que el mismo se desarrollará con amplitud y profundidad. Asimismo, no es posible asegurar que surgirá un mercado de negociación activa para los Certificados Bursátiles o que los mismos serán negociados a un precio igual o superior al de su oferta inicial. Lo anterior podría limitar la capacidad de los Tenedores de los Certificados </span><span style="font-family:Arial; font-size:10pt">para venderlos al precio, en el momento y en la cantidad que desearan hacerlo. Por lo señalado anteriormente, los Tenedores deben estar preparados para asumir el riesgo de su inversión en los Certificados Bursátiles hasta el vencimiento de los mismos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La identificación de los Tenedores que tengan derecho a recibir Distribuciones podría ser difícil.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Considerando los mecanismos de operación de la BMV y, en su caso, del Indeval, cualquier Persona que adquiera los Certificados en o con posterioridad a la Fecha de Emisión, podrá no ser reconocida como Tenedor en la Fecha de Registro inmediata siguiente para efectos de la realización de las Distribuciones correspondientes. Las determinaciones de titularidad respectivas se realizarán con apoyo de los sistemas operativos de Indeval. En caso que llegaren a existir fallas en los sistemas operativos de Indeval, éstos pudieran dificultar la identificación de los Tenedores y el cobro de las Distribuciones correspondientes a su favor.</span></p>
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<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold">6. Relacionados con las Empresas Promovidas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Empresas Promovidas están expuestos a riesgos económicos y sectoriales.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones en las Empresas Promovidas pueden llegar a sufrir pérdidas parciales o totales ya que dichas Inversiones están expuestas a factores de riesgo relacionados con México, los cuales se describen más adelante.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Asimismo, las Empresas Promovidas están expuestos a diversos factores de riesgo relacionados con la industria o sector particular al que pertenezcan y por lo tanto pueden llegar a sufrir pérdidas importantes en caso de dificultades materiales en el sector o rama de la industria, en cuyo caso podría sufrirse algún impacto negativo importante en el valor de su capital accionario.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Inversiones se hicieron con base en información limitada.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso llevó a cabo las Inversiones sobre las que típicamente existe información limitada, inclusive no auditada, y de las cuales no hay información pública disponible. Por ejemplo, información financiera limitada puede subestimar los costos de producción, sobrestimar la calidad de las cuentas por cobrar, sobre-valorar inventarios o activos fijos, subvalorar pasivos o inclusive no revelar contingencias. El Administrador procuró analizar la información disponible y profundizar en ciertos temas para evaluar a su mejor juicio profesional el negocio en cuestión y así proceder a instruir al Fiduciario para realizar una Inversión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso es inversionista al igual que los Tenedores en el Fideicomiso más aún, sin derecho de participar en los órganos de decisión en las Empresas Promovidas y siempre será un inversionista pasivo y minoritario.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Inversiones podrán ser en participaciones minoritarias.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fideicomiso realizó Inversiones en posiciones minoritarias de las Empresas Promovidas. En el caso de inversiones minoritarias en las que el Fideicomiso no tiene o tenga derecho de nombrar al director general o a otros directivos, no tendrá una influencia determinante que le permita proteger su posición. En dicho caso, el Administrador se verá obligado a apoyarse significativamente en las decisiones de los accionistas mayoritarios y en el consejo de administración existente en dichas sociedades. Otros accionistas miembros de consejos de administración pueden tener intereses que no coincidan o puedan estar en conflicto con los intereses del Fiduciario y, por ende, de los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Inversiones en las Empresas Promovidas tienen liquidez limitada.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Como resultado de la inversión del Monto Destinado a Inversiones primordialmente en valores representativos del capital social y títulos representativos de deuda de Empresas Promovidas, en términos generales habrá una limitada o nula posibilidad de comerciabilidad de dichos títulos, y los mismos y dichas Inversiones podrían declinar en su valor mientras se realiza su venta. Más aún, el Fideicomiso podrá encontrar necesario el vender las Inversiones a descuento o vender a lo largo de períodos extendidos de tiempo la participación en una sociedad o vehículo de la cartera. Por lo tanto, se espera que las Inversiones del Fideicomiso por regla general no sean vendidas durante algunos años y que permanezcan con baja liquidez y dificultad para determinar su valor de mercado. Por ejemplo, no se puede calendarizar con precisión la salida de una inversión específica mediante venta al socio industrial, ni hay certeza de la fecha en que se pueda vender una participación accionaria a un tercero, ni que se reciba el precio esperado por una inversión, ni que una colocación en oferta pública se pueda dar en el momento y al precio anticipados.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">v.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">No existe un procedimiento preestablecido para realizar las Desinversiones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En el caso de las Empresas Promovidas, las Desinversiones podrán realizarse mediante: (i) la venta o enajenación de las acciones (o derechos similares) emitidas por las Empresas Promovidas, de las que el Fiduciario sea titular, (ii) la amortización de las acciones (o derechos similares) representativas del capital de las Empresas Promovidas, (iii) las disminuciones de capital de las Empresas Promovidas, o (iv) cualquier recuperación de las Inversiones realizadas por el Fideicomiso en las Empresas Promovidas, incluyendo, de manera enunciativa, mas no limitativa, el pago de dividendos en efectivo y financiamientos (tanto principal, intereses y comisiones) otorgados por el Fideicomiso o las Empresas Promovidas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador deberá instruir al Fiduciario a realizar las Desinversiones, y en consecuencia a celebrar los Contratos de Desinversión respectivos; sin embargo, no existe algún procedimiento, criterio o condiciones preestablecidas para la realización de dichas Desinversiones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vi.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Retenciones de impuestos en Desinversiones a una tasa distinta de la aplicable.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Debido a que actualmente las disposiciones fiscales no prevén reglas particulares en materia de retención de impuestos u otras cargas fiscales para inversiones efectuadas a través de fideicomisos regulados en la fracción I de la regla 3.1.14 de la Resolución Miscelánea Fiscal vigente, o cualquiera que la sustituya de tiempo en tiempo, es posible que, ante una Desinversión, la contraparte o pagador respectivo, de manera errónea, pretenda efectuar una retención a una tasa distinta de la que debería corresponderle a cada Tenedor, argumentando la imposibilidad de identificar el régimen fiscal aplicable a cada uno de los mismos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Para evitar lo anterior y lograr que a cada Tenedor se le aplique la retención o exención que le corresponda conforme a las disposiciones fiscales, en el Contrato de Fideicomiso se establecen ciertas reglas de administración y control, consistentes en que cada Tenedor deberá proporcionar su régimen fiscal y sus características principales según lo requiera el Fiduciario para poder aplicar la retención o exención que corresponda.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso de que algún Tenedor no proporcione la información requerida, el Fiduciario o la persona que esté obligada en los términos de la legislación aplicable a realizar la retención, estará facultada para retener a dicho Tenedor, la cantidad que resulte de aplicar a las Distribuciones la tasa máxima de ISR conforme a la LISR vigente en el ejercicio de que se trate de conformidad con la legislación vigente. En caso de que el Fiduciario u otra persona deba realizar las citadas retenciones, los montos distribuibles a los Tenedores que no hayan proporcionado debidamente dicha información, podrían disminuir y, por tanto afectar adversamente a los Tenedores respectivos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">vii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Riesgo de administración en las Inversiones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Empresas Promovidas podrían depender de los servicios de ciertos individuos clave para su administración, cuya pérdida podría afectar adversamente el desempeño de dichas empresas. A pesar de que el Administrador monitoreará la administración de cada Empresa Promovida, la administración de cada una de ellas tendrá la responsabilidad de su administración diaria. Existe el riesgo de que las Empresas Promovidas no sean administradas de forma adecuada o eficiente y como resultado pudiera afectar adversamente al Patrimonio del Fideicomiso y por consecuencia las Distribuciones a los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">viii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las Empresas Promovidas pueden no contar con un régimen de gobierno corporativo adecuado.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Empresas Promovidas en que se realizaron Inversiones no necesariamente cuentan con regímenes de gobierno corporativo similares a los aplicables a las sociedades anónimas bursátiles y sus esquemas de gobierno corporativo podrán no otorgar al Fideicomiso protecciones suficientes respecto de su participación en su capital social.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ix.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Fiduciario podría no estar en condiciones de verificar de forma independiente el ejercicio de los derechos corporativos y patrimoniales respecto de las Empresas Promovidas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario supervisará a las Empresas Promovidas, y ejercerá los derechos que tenga respecto de las mismas a través del Administrador. El Fiduciario podría no contar con controles internos adecuados para supervisar que dichos derechos corporativos y patrimoniales sean ejercidos en beneficio de los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">x.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Riesgo de valuación de las Inversiones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Dependiendo de las características de las Inversiones, la valuación de las mismas podría ser difícil debido a la falta de información de mercado comparable y consecuentemente podría llevar a una valuación incorrecta de los Certificados Bursátiles o de la propia Inversión. Una valuación incorrecta podría afectar la posibilidad de obtener rendimientos de las Inversiones y consecuentemente la posibilidad de los Tenedores de recibir Distribuciones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La valuación de las Inversiones se realizará por un valuador independiente. Ni el Fiduciario, ni el Fideicomitente, ni el Administrador, ni el Representante Común, ni el Intermediario Colocador ni cualquier de sus Afiliadas o subsidiarias verificarán o revisarán dichas valuaciones o los procesos conforme a los cuales se realizarán.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xi. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Riesgos de contingencias desconocidas respecto de las Inversiones.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las Inversiones se realizaron con base en la información obtenida por el Administrador en el proceso de evaluación de dichas Inversiones. En la medida que el proceso de evaluación del Administrador o dichas declaraciones no revelaron contingencias importantes que se susciten con posterioridad a la fecha en que se realizó la Inversión, la posibilidad del Fideicomiso de recuperar su inversión podría estar limitada o ser inexistente, generando pérdidas para el Patrimonio del Fideicomiso, lo que a su vez podría disminuir los rendimientos a ser distribuidos a los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El incumplimiento en la entrega de información o documentación por las Empresas Promovidas, podría afectar al Fideicomiso y a los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Administrador deberá procurar implementar mecanismos conforme a los cuales la Empresa Promovida entregue al Administrador o al Fiduciario aquella información y documentación que se requiera, entre otros, para que el Fideicomiso cumpla con sus obligaciones de reportar al amparo de la LMV, la Circular Única de Emisoras y demás disposiciones aplicables con la antelación requerida para dar cumplimiento a las mismas. En el caso que alguna Empresa Promovida incumpla con dichas obligaciones, el Fideicomiso no podrá cumplir con dichas obligaciones (en </span><span style="font-family:Arial; font-size:10pt">cuyo caso podrá estar sujeto a sanciones por parte de la autoridad competente) y los Tenedores podrán no contar con la información necesaria para conocer el comportamiento de las Inversiones respectivas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por lo que respecta a las obligaciones fiscales a cargo del Fideicomitente, el Fiduciario, el Administrador y los Tenedores serán individualmente responsables del cumplimiento de aquellas que les correspondan, así como, en su caso, del entero de los impuestos u otras cargas fiscales y demás contribuciones causadas en virtud del Fideicomiso, en términos de las leyes aplicables.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La información disponible a los Tenedores y aquella contenida en los reportes e información que deba preparar el Fiduciario o el Administrador conforme a la legislación aplicable podría no ser suficiente para que los Tenedores cumplan estrictamente con sus obligaciones fiscales, y podría no haber información adicional disponible para estos efectos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Al respecto, cada Tenedor deberá evaluar la manera en que cumplirá sus obligaciones de carácter fiscal respecto de cualquier impuesto que le sea aplicable. El cumplimiento de dichas obligaciones fiscales podrá ser complejo y oneroso.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xiii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Los Tenedores de los Certificados Bursátiles serán inversionistas pasivos y la administración del Fideicomiso será confiada principalmente al Administrador.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los Tenedores dependerán del Administrador para que conduzca y administre los asuntos del Fideicomiso. Salvo por aquellos derechos de participar en las Asambleas de Tenedores, el derecho a nombrar miembros del Comité Técnico y el derecho a que dichos miembros participen en la toma de decisiones al nivel del Comité Técnico, en su caso, el Fideicomiso no permitirá que los Tenedores de los Certificados Bursátiles se involucren activamente en la administración y negocios del Fideicomiso. Adicionalmente, de conformidad con los términos del Contrato de Fideicomiso, el Administrador podría controlar, mediante la designación de miembros al Comité Técnico, dicho Comité Técnico.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Salvo por los supuestos limitados descritos en el Contrato de Fideicomiso, los Tenedores no tuvieron la oportunidad de evaluar la información económica, financiera y demás información relevante utilizada para decidir si se realiza o no una Inversión en particular. Las decisiones de inversión pueden afectar adversamente los rendimientos del Fideicomiso (y por consecuencia, a las Distribuciones a los Tenedores de los Certificados Bursátiles), si el comportamiento de las Inversiones es menor a las expectativas proyectadas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Conforme a los términos del Contrato de Fideicomiso, el Administrador gozará de facultades amplias (sujetas a las limitantes y restricciones ahí incluidas) para administrar las Inversiones y las Desinversiones, así como la aplicación de recursos en los términos de dicho Contrato de Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Los bajos rendimientos o las pérdidas derivadas de Inversiones Permitidas, así como la falta de liquidez de las Inversiones Permitidas podría disminuir los recursos del Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario, conforme a las instrucciones del Administrador invertirá los fondos que se encuentran en las Cuentas del Fideicomiso en Inversiones Permitidas. De conformidad con los términos del Contrato de Fideicomiso no se puede asegurar que las Inversiones Permitidas que realice el Fiduciario sean instrumentos totalmente líquidos por lo que la incapacidad del Fiduciario de liquidar dichas Inversiones Permitidas en el caso que sea necesario podría limitar la disponibilidad de recursos en el Patrimonio del Fideicomiso e impedir al Fiduciario realizar el pago de Gastos de Mantenimiento, los Gastos de Inversión y/o la realización de Distribuciones conforme a los términos de dicho Contrato de Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xiv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Ciertas Desinversiones pueden no ser aprobadas afectando los rendimientos generados por el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Conforme a lo dispuesto en el Contrato de Fideicomiso, las Desinversiones que representen menos del 20% del Monto Máximo de la Emisión deberán ser aprobadas por el Comité Técnico, en tanto Desinversiones que representen más del 20% del Monto Máximo de la Emisión, deberán ser aprobadas por la Asamblea de Tenedores. En el supuesto que el Comité Técnico o la Asamblea de Tenedores no apruebe una Desinversión presentada por el Administrador, el Fideicomiso no estará facultado para realizar dicha Desinversión y los Tenedores de los Certificados Bursátiles podrían perder la oportunidad de obtener cualquier rendimiento que pudiera llegar a generarse respecto de la Inversión. Adicionalmente, en el caso que el Comité Técnico rechace una Desinversión de las Empresas Promovidas propuesta por el Administrador, podría perderse la oportunidad de obtener rendimientos o de minimizar pérdidas respecto de la Inversión respectiva. Lo anterior podría afectar los rendimientos del Fideicomiso y la disponibilidad de Distribuciones para los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">xv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Incumplimiento de las obligaciones de entrega de información por parte del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En caso que el Fiduciario incumpla con las obligaciones de revelación de información del Fideicomiso, así como de las Empresas Promovidas no consolidadas cuya inversión represente el 10% del Patrimonio del Fideicomiso, establecidas en el Fideicomiso y en la Circular Única de Emisoras, el Fideicomiso estará sujeto a diversas sanciones, entre las cuales se encuentran la imposición de multas e incluso la suspensión de la cotización de los Certificados en la BMV. Por lo anterior, en caso de materializarse dichos incumplimientos, se tendría un efecto adverso significativo en los Tenedores y en su derecho a recibir las cantidades que se les adeuden bajo los Certificados, incluyendo el monto de principal de los mismos, ya que se presentaría un menoscabo en el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold">7. Relacionados con el Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">El Patrimonio del Fideicomiso es limitado.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario será responsable ante los Tenedores por el pago de los Certificados hasta por el monto de los recursos que formen parte del Patrimonio del Fideicomiso. Los Tenedores de los Certificados sólo podrán tener reclamos contra los recursos de las cuentas respectivas y en ningún caso habrá responsabilidad directa por parte del Fiduciario o el Administrador, salvo por las pérdidas y menoscabo del Patrimonio del Fideicomiso originados bajo su propia responsabilidad.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Del mismo modo, ni el Fideicomitente, ni el Administrador, ni el Intermediario Colocador tienen responsabilidad alguna de pago por las cantidades adeudadas respecto de los Certificados. En caso de que los recursos de las Cuentas respectivas resulten insuficientes para pagar íntegramente las cantidades adeudadas bajo los Certificados, los Tenedores de los mismos no tendrán derecho a reclamar al Fideicomitente, Fiduciario o Administrador, el pago de dichas cantidades.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold">8. Relacionados con la situación económica de México.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las tasas de interés y tipo de cambio tienen fluctuaciones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las tasas de interés en México son y han sido variables. Por lo tanto, la inflación y los movimientos en las tasas de interés podrían causar un efecto negativo en el rendimiento real y nominal que generen los Certificados para los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">En adición, el Tipo de Cambio del Peso mexicano frente a otras divisas tienen movimientos importantes por diversas razones, incluyendo aquellos derivados de la inestabilidad en los </span><span style="font-family:Arial; font-size:10pt">mercados financieros internacionales. Dichos movimientos pudieran afectar el desempeño de las Empresas Promovidas, especialmente si tienen pasivos en moneda extranjera o si sus operaciones implican importaciones o exportaciones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Como ejemplo de lo anterior, pueden darse situaciones en las que se presenten variaciones repentinas en tasas de interés o tipos de cambio que afecten la oferta o la demanda de todos los sectores industriales o de servicios del país, o darse situaciones como escasez de cierta materia prima (e.g. acero, energía, petróleo, etc.) o cambios bruscos en sus precios que afecten un sector en particular (manufactura, plásticos, transporte, etc.), o cambios repentinos por la apertura de fronteras (e.g. textiles, azúcar, etc.). Situaciones como éstas pueden afectar tanto ciertos sectores o industrias en particular, o la situación del país en general.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">La situación económica del país puede cambiar de forma negativa.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Históricamente en México se han presentado eventualmente crisis económicas, caracterizadas por altas tasas de inflación, inestabilidad en el tipo de cambio, altas tasas de interés, fuerte contracción en la demanda del consumidor, reducida disponibilidad de crédito, incremento del índice de desempleo y disminución de la confianza de los inversionistas, entre otros. No hay garantía que dichos eventos no ocurran de nuevo en el futuro y que las situaciones que puedan derivar de ello no afecten la situación financiera del Fideicomitente, del Administrador, de las Empresas Promovidas y del Fideicomiso.</span></p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Se pueden introducir reformas fiscales inesperadamente. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">La legislación tributaria en México sufre modificaciones constantemente por lo que no hay garantía de que el régimen fiscal aplicable a la estructura prevista en los Documentos de la Operación (incluyendo a las Empresas Promovidas en los que el Fiduciario invierta) no sufra modificaciones en el futuro que pudiesen afectar el monto de Efectivo Distribuible. Por ejemplo, las tasas de impuestos en México sobre intereses, ganancias de capital o de dividendos pueden cambiar de un momento a otro y sin previo aviso; o el tratamiento fiscal de fideicomisos, sociedades anónimas (u otras personas morales) o personas físicas, pudieran también modificarse en el futuro en perjuicio de los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Las actividades del Fideicomiso podrían ser gravadas por impuestos adicionales, por lo que no se puede asegurar que los Tenedores pudieran tener que enterar cualquier impuesto adicional, lo cual podría generar para los Tenedores diversas obligaciones fiscales. Adicionalmente, cualesquiera Distribuciones podrían ser objeto de retenciones de impuestos u otros pagos de impuestos, que podrían afectar significativamente las cantidades que los Tenedores tendrán derecho a recibir. Las Distribuciones también podrían verse afectadas por el pago de gastos, comisiones e indemnizaciones derivadas de las Desinversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Particularmente sobre el tema de retenciones relacionadas con Desinversiones, la legislación fiscal actual no prevé reglas para que las contrapartes puedan identificar a los beneficiarios de las inversiones que se efectúen a través de los fideicomisos que se ubiquen en la fracción I de la regla 3.1.14 de la Resolución Miscelánea Fiscal vigente, o cualquiera que la sustituya de tiempo en tiempo, por lo que en tanto dichas reglas no se publiquen o bien, en tanto las autoridades fiscales no emitan una confirmación de criterio particular al Fideicomiso promovida por el Administrador, las tasas de retención que puedan aplicar las contrapartes en operaciones que generen Desinversiones serán discutibles. Dichas circunstancias podrían afectar los procesos de Desinversión de las Inversiones.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Las inversiones en México son riesgosas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El invertir en México involucra riesgos significativos, incluyendo el riesgo de que se presenten sucesos económicos adversos, eventos políticos, sociales o diplomáticos, expropiación, impuestos confiscatorios, fluctuaciones en tipos de cambio y controles de divisas u otras </span><span style="font-family:Arial; font-size:10pt">restricciones gubernamentales. El desarrollo exitoso de la economía mexicana requerirá disciplina económica y fiscal, así como condiciones políticas y sociales estables que permitan reformas continuas. No obstante, el Fideicomiso realizó las Inversiones buscando minimizar la exposición a dichos riesgos, no hay certeza de que cambios económicos, políticos o sociales adversos no le impidan lograr los objetivos previstos en el Período de Inversión en tiempos o rendimientos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Ciertos impactos en las condiciones de salud pública particulares del brote de coronavirus (COVID-19) pudieron tener un impacto en las operaciones y la rentabilidad de las inversiones del Fideicomiso. El impacto en el desempeño financiero de las Empresas Promovidas dependió de (i) la duración y propagación del brote, (ii) las restricciones y advertencias, (iii) los efectos en los mercados financieros y (iv) los efectos en la economía en general. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Derivado de las características del Fideicomiso, obtener la liquidez necesaria para la operación del mismo no se vio directamente afectada por la contingencia sanitaria del COVID-19, debido al mecanismo de Llamadas de Capital a sus Tenedores que se encuentra previsto en el apartado “Llamadas de Capital” de la sección “Contratos y acuerdos” del presente Reporte Anual. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El activo más importante del Fideicomiso corresponde a los instrumentos financieros a valor razonable, los cuales tuvieron distintos niveles de impacto causados por dicha contingencia. Es importante mencionar que los impactos del COVID-19 se deben considerar como sucesos ya devengados/realizados; por lo que el desempeño de los activos depende cada vez más del sector y del negocio propio. Las empresas en los sectores de </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Hospitality&Travel</span><span style="font-family:Arial; font-size:10pt">, Movilidad y Media (</span><span style="font-family:Arial; font-size:10pt; font-style:italic">AdTech</span><span style="font-family:Arial; font-size:10pt">), que fueron de los más afectados por la crisis sanitaria, muestran mejoras en sus operaciones; por otra parte, los como </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Fintech, Logistics, PropTec</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt; font-style:italic">HealthTech</span><span style="font-family:Arial; font-size:10pt">, que fueron beneficiados o tuvieron un mínimo impacto derivado del COVID-19, siguen presentando buena tracción y estabilidad. Asimismo, el sector hotelero, que resultó afectado por la crisis sanitaria ante los cierres en los vuelos, las cancelaciones de eventos, y el menor interés de realizar viajes de las personas, actualmente opera con niveles de ocupación que permiten generación positiva y creación de caja.</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:Arial; font-size:10pt">El 4 de mayo de 2023, la Organización Mundial de la Salud</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(OMS) di</span><a href="https://elpais.com/sociedad/2023-05-05/la-oms-decreta-el-fin-de-la-emergencia-internacional-por-la-covid.html" style="color:#000000" target="_blank"><span style="font-family:Arial; font-size:10pt">o por terminada la emergencia sanitaria internacional por COVID-19</span></a><span style="font-family:Arial; font-size:10pt">, mientras que, con fecha 9 de mayo de 2023, el gobierno de México emitió cierto decreto que puso fin a dicha emergencia sanitaria en el país, declarada el 23 de marzo de 2020, al cumplir con las características que estableció la OMS para ser suspendida y ser considerada como una enfermedad endémica.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt"><span style="font-family:Arial; font-size:10pt; font-weight:bold">9. Relacionados con el riesgo operativo del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El riesgo operativo del Fideicomiso comprende la pérdida potencial por fallas o deficiencias en los controles internos, por errores en el procesamiento y almacenamiento de las operaciones o en la transmisión de información, así como por resoluciones administrativas y judiciales adversas, fraudes o robos, y comprende, entre otros, al riesgo tecnológico, al riesgo legal y al riesgo reputacional.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Entendiéndose como (i) riesgo tecnológico, a la pérdida potencial por daños, interrupción, alteración o fallas derivadas del uso o dependencia de los sistemas, aplicaciones, redes y cualquier otro canal de distribución y flujos de distribución y flujos de información; (ii) riesgo legal, a la pérdida potencial por el incumplimiento de las disposiciones legales y administrativas aplicables, la emisión de resoluciones administrativas y judiciales desfavorables y la aplicación de sanciones, en relación con las operaciones de las Instituciones que lleven a cabo la administración; y (iii) riesgo reputacional, al impacto, actual y futuro, en las utilidades y el capital en una entidad, causado por una opinión pública negativa relacionada con sus productos o actividades.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Deficiencias en la operación del Fideicomiso podrían afectar al Patrimonio del Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El Fiduciario, el Administrador y el Representante Común, entre otras Personas, tendrán que cumplir ciertas funciones para promover el adecuado funcionamiento del Fideicomiso, incluyendo funciones relacionadas con preparación y entrega de información, procesamiento de datos, transferencias de recursos y divulgación de información al público inversionista. Fallas del Fiduciario, del Administrador, del Representante Común o de cualesquiera Personas que se encuentren obligadas al amparo del Fideicomiso, en el desarrollo de dichas funciones (derivadas de ineficiencias o problemas tecnológicos, entre otros) podrían resultar en afectaciones al Patrimonio del Fideicomiso y en consecuencia a los Tenedores.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Uso de tecnologías de la información.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se debe considerar que el uso de las tecnologías de la información en el desarrollo de los negocios en la actualidad es considerado una costumbre cotidiana, en el entendido que, no sólo se utilizan los medios electrónicos para poder realizar labores del día de día sino que también para resguardar información, ya sea en dispositivos electromagnéticos o de servicios de almacenamiento a través de la red mundial (Internet), por lo que debe considerarse que la información relativa a las Empresas Promovidas, al Fideicomiso, así como del Fiduciario, del Fideicomitente, del Representante Común, y en general de la Emisión, puede verse vulnerada a través de ataques cibernéticos y otras violaciones a la seguridad de sus redes o tecnología de información, lo que podría tener un efecto adverso en el negocio del Fideicomiso y de las partes, en general.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Se declara que el Fideicomiso se ajustará al nivel de apalancamiento calculado de conformidad con lo establecido en el artículo 7o., fracción VI, inciso a), numeral 4.1. de la Circular Única de Emisoras.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt; font-weight:bold">Nivel de endeudamiento o apalancamiento e índice de cobertura al servicio de la deuda.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">De conformidad con lo dispuesto en el artículo 35 Bis 1 fracción I de las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores, el Fideicomiso no presenta el Anexo AA debido a que los recursos de la emisión no se pretenden destinar de manera preponderante a otorgar créditos, préstamos o financiamientos a sociedades mexicanas ni a la adquisición de valores de deuda emitidos por estas, con cargo al Patrimonio del Fideicomiso, y adicionalmente no se pretenden contratar créditos o préstamos.</span></p>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado en el presente Reporte Anual, el Fideicomiso no mantiene ningún otro valor inscrito en el RNV o listado en otro mercado distinto a los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, se informa que el Fideicomiso ha entregado en forma completa y oportuna en los últimos tres ejercicios y desde su constitución, los reportes que la legislación mexicana le requiere sobre eventos relevantes conforme a lo previsto en el artículo 50 de la Circular Única de Emisoras, e información periódica, incluyendo, sin limitar, la entrega de los Reportes a cargo del Administrador y la información anual y trimestral prevista en el artículo 33, fracciones I y II de la Circular Única de Emisoras</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado en el presente Reporte Anual, los derechos de los Certificados Bursátiles inscritos en el RNV no han sufrido modificación alguna.</span>
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<span style="font-family:Arial; font-size:10pt">En las Fechas de Emisión Iniciales y Emisiones Subsecuentes, el Fiduciario deberá depositar los recursos obtenidos con la Emisión y Colocación en la Cuenta General, y realizar los siguientes depósitos y pagos en el orden que se establece a continuación:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Emisión y Colocación</span><span style="font-family:Arial; font-size:10pt">: A más tardar en las Fechas de Emisión Iniciales, y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en cada fecha</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cada Emisión Subsecuente el Fiduciario deberá pagar los Gastos de Emisión y Colocación con cargo al Monto Total, y deberá fondear las Cuentas con los </span><span style="font-family:Arial; font-size:10pt">Recursos Netos, de conformidad con lo dispuesto en las instrucciones que reciba del Comité Técnico y lo dispuesto en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos</span><span style="font-family:Arial; font-size:10pt">:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">A más tardar en la Fecha de Emisión o tan pronto como sea posible después de la misma, el Fiduciario deberá fondear o reconstituir</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la Reserva para Gastos con las cantidades que por escrito le instruya el Comité Técnico y/o el Administrador, según sea el caso. En cualquier momento en que los recursos depositados en la Cuenta de Reserva para Gastos resulten inferiores a la cantidad estimada en el Reporte de Gastos de Mantenimiento, el Comité Técnico, de conformidad con lo dispuesto en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual, podrá determinar las cantidades que deberán ser transferidas de la Cuenta de Flujo a la Cuenta de Reserva de Gastos a fin de restituir la Reserva para Gastos. Asimismo, en cualquier momento en que los recursos depositados en la Reserva para Gastos sean insuficientes para pagar Gastos de Mantenimiento, el Fiduciario podrá utilizar los recursos de la Cuenta de Flujo que sean necesarios para hacer frente al pago, con prelación a la realización de cualquier Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos de Asesoría Independiente</span><span style="font-family:Arial; font-size:10pt">: En la Fecha de Emisión Inicial de los Certificados Bursátiles Originales, o tan pronto como sea posible después de la misma, el Fiduciario deberá fondear y constituir dentro de la Cuenta General, la Reserva para Gastos de Asesoría Independiente, para lo cual deberá depositar la cantidad de $10,000,000.00 (diez millones de Pesos 00/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Flujo</span><span style="font-family:Arial; font-size:10pt">: El Fiduciario después de haber constituido la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente, deberá depositar los recursos remanentes en la Cuenta de Flujo y ministrará aquellos que el Administrador le solicite de tiempo en tiempo en la cuenta bancaria que el mismo le indique, mismos que serán utilizados durante el Periodo de Inversión para realizar las Inversiones.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de Administración</span><span style="font-family:Arial; font-size:10pt">: El Fiduciario, contra la entrega de la factura correspondiente, y con cargo a la Cuenta de Flujo, deberá pagar al Administrador la Comisión de Administración que por escrito le instruya el Administrador de manera trimestral, de forma anticipada, durante los primeros 10 (diez) Días Hábiles del inicio de cada trimestre, más el Impuesto al Valor Agregado. Para efectos de lo anterior, el Administrador estará obligado a instruir al Fiduciario durante los primeros 9 (nueve) Días Hábiles del inicio de cada trimestre las especificaciones aplicables que para pagos, depósitos y transferencias se establecen en el apartado “Cuentas” de la sección “Contratos y acuerdos” del presente Reporte Anual. En caso de que el Fiduciario no reciba instrucción alguna al respecto deberá pagarse al Administrador la misma cantidad de la Comisión de Administración pagada a su favor el trimestre inmediato anterior.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Inversión</span><span style="font-family:Arial; font-size:10pt">: Con cargo a la Cuenta de Flujo, el Fiduciario deberá cubrir los Gastos de Inversión, de conformidad con las instrucciones por escrito que al efecto le proporcione el Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos de Mantenimiento</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">: </span><span style="font-family:Arial; font-size:10pt">Con los recursos depositados en la Cuenta de Reserva para Gastos, el Fiduciario previas instrucciones por escrito del Administrador deberá cubrir los Gastos de Mantenimiento en los términos y con la periodicidad que se hubiere convenido, de conformidad con lo dispuesto en el Contrato de Fideicomiso, en los contratos respectivos tratándose del pago de los Seguros de Responsabilidad </span><span style="font-family:Arial; font-size:10pt">Profesional y con lo dispuesto en las disposiciones aplicables tratándose de impuestos y cuotas a la CNBV, BMV e Indeval.</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se presenta un desglose de las cantidades que han sido utilizadas para cubrir cada uno de los rubros mencionados:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">(Cifras expresadas en Pesos).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(incluye IVA)</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Porcentaje con respecto al Monto Máximo de la Emisión</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Porcentaje con respecto al monto total emitido</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Emisiones Iniciales</span>
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<span style="font-family:Arial; font-size:10pt">$780,000,000.00</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20.00%</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">70.43%</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto de la primera Emisión Subsecuente</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$124,990,000.00</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">3.20%</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:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11.29%</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto de la segunda Emisión Subsecuente</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$99,997,500.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">2.56%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">9.03%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto de la tercera Emisión Subsecuente</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$50,995,000.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">1.31%</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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">4.60%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto de la cuarta Emisión Subsecuente</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$29,998,125.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.77%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">2.71%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto de la quinta Emisión Subsecuente</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$21,498,750.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.55%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">1.94%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Gastos de Emisión y Colocación </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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$13,204,785.14</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.34%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">1.19%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Recursos Netos</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,094,274,589.86</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">28.06%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">98.81%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Reserva para Gastos</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$24,000,000.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.62%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">2.17%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Reserva para Gastos de Asesoría 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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$10,000,000.00</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.26%</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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.90%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#ffffff; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Gastos de Inversión*</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$37,242,688.11</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">0.95%</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">3.36%</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#ffffff; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:140.8pt">
<p style="margin:0pt; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Monto Destinado a Inversiones</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:middle; width:92.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,023,031,901.75</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:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">26.23%</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:5.03pt; padding-right:5.03pt; vertical-align:middle; width:80.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">92.37%</span>
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<span style="font-family:Arial; font-size:8pt">* Incluye los Gastos de Inversión pagados con cargo a los rendimientos obtenidos por los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 que se encontraban depositados en el Vehículo de Inversión y que fueron reembolsados al Fideicomiso el 13 de abril de 2020; así como los intereses por entrada tardía</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> los </span><span style="font-family:Arial; font-size:8pt; font-style:italic">escrows</span><span style="font-family:Arial; font-size:8pt"> no recuperados de las Inversiones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso pone este Reporte Anual, así como la información pública que fue entregada a las bolsas y que se encuentra a disposición de los inversionistas,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de la comunidad financiera y otros interesados, a través de su divulgación en las siguientes páginas de Internet: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> http://www.bmv.com.mx, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> http://www.gob.mx/cnbv y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">http://www.invexfiduciario.com</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, los inversionistas podrán obtener copia del presente Reporte Anual, solicitándolo por escrito a la atención del Fideicomitente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">PMIC LATAM, S.A.P.I. de C.V.</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Insurgentes Sur 863, Piso 4,</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Colonia Nápoles,</span>
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<span style="font-family:Arial; font-size:10pt">Alcaldía Benito Juárez, C.P. 03810,</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Ciudad de México</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">NOMBRE</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:23.56%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">TELÉFONO</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:38.74%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">CORREO ELECTRÓNICO</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:37.7%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Jonathan Aristeo Torres</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:23.56%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">(55) 4433 4500</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">jo</span><span style="font-family:Arial; font-size:10pt">nathan</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt">torres</span><span style="font-family:Arial; font-size:10pt">@fdf.mx</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:14.4pt; text-align:center">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, se podrán solicitar dichos documentos al Fiduciario contactando a las siguientes personas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Banco INVEX, S.A., Institución de Banca Múltiple,</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">INVEX Grupo Financiero.</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Blvd. Manuel Ávila Camacho No. 40, piso 7,</span>
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<span style="font-family:Arial; font-size:10pt">Col. Lomas de Chapultepec,</span>
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<span style="font-family:Arial; font-size:10pt">Alcaldía Miguel Hidalgo, C.P. 11000,</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Ciudad de México</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:103.66%">
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:37.44%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">NOMBRE</span>
</p>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:23.38%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">TELÉFONO</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:39.18%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">CORREO ELECTRÓNICO</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:37.44%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Miguel Escudero Basurto</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Tali</span><span style="font-family:Arial; font-size:10pt">na Ximena Mora Rojas</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:23.38%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">(55) 5350 3333</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">m</span><span style="font-family:Arial; font-size:10pt">escudero</span><span style="font-family:Arial; font-size:10pt">@invex.com</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">fcapitales@invex.com</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De igual manera, se podrán solicitar dichos documentos al Representante Común contactando a las siguientes personas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monex Casa de Bolsa, S.A. de C.V,</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monex Grupo Financiero.</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Av. Paseo de la Reforma No. 284, piso 9,</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Col. Juárez,</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Alcaldía Cuauhtémoc, C.P. 06600,</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Ciudad de México</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:104.84%">
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:37.72%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">NOMBRE</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:23.54%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">TELÉFONO</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:38.74%">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">CORREO ELECTRÓNICO</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Claudia Alicia García Ramírez</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Alejandra Tapia Jiménez</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:23.54%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">(55) 523</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">0134</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">(55) 5231 0161</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:38.74%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">claudiagarcia@monex.com.mx</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">altapia@monex.com.mx</span>
</p>
</td>
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</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</div>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso se constituyó el 22 de diciembre de 2015, y con fecha 23 de diciembre de 2015 se realizó la Emisión Inicial por un importe de $200,000,000.00 (doscientos millones de Pesos 00/100 M.N.). Posteriormente, con fecha 27 de marzo de 2017 la Asamblea de Tenedores aprobó incrementar el Monto Máximo de la Emisión hasta por la cantidad de $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.), como consecuencia de dicha autorización, </span><span style="font-family:Arial; font-size:10pt">se resolvió llevar a cabo la emisión de los Certificados Bursátiles Adicionales correspondiente al 20% del Monto Máximo de la Emisión de los Certificados Bursátiles Adicionales, la cual se llevó a cabo con fecha 13 de julio de 2017 mediante la emisión de un importe de $580,000,000.00 (quinientos ochenta millones de Pesos 00/100 M.N.). Posteriormente, en la tercera sesión de Comité Técnico celebrada el 5 de abril de 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en dicha Sesión, por lo que el día 7 de junio de 2019 se realizó la primera Emisión Subsecuente por un monto de $124,990,000.00 (ciento veinticuatro millones novecientos noventa mil Pesos 00/100 M.N.). Asimismo, mediante resoluciones unánimes de los miembros del Comité Técnico adoptadas fuera de sesión el 4 de septiembre de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en la Asamblea de Tenedores de fecha 20 de junio de 2018, por lo que el día 30 de septiembre de 2019 se realizó la segunda Emisión Subsecuente por un monto de $99,997,500.00 (noventa y nueve millones novecientos noventa y siete mil quinientos Pesos 00/100 M.N.), y con fecha 29 de junio de 2021 se llevó a cabo la tercera Emisión Subsecuente por un monto de $50,995,000.00 (cincuenta millones novecientos noventa y cinco mil Pesos 00/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">, posteriormente, </span><span style="font-family:Arial; font-size:10pt">con fecha 10 de abril de 2023 se realizó la cuarta Emisión Subsecuente por un monto de $29,998,125.00 (veintinueve millones novecientos noventa y ocho mil</span><span style="font-family:Arial; font-size:10pt"> ciento veinticinco Pesos 00/100 M.N); y, por último, con fecha 24 de octubre de 2023 se realizó la quinta Emisión Subsecuente por un monto de $</span><span style="font-family:Arial; font-size:10pt">21</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">498</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">750</span><span style="font-family:Arial; font-size:10pt">.00 (veintiún millones cuatrocientos noventa y ocho mil setecientos cincuenta Pesos 00/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt">Por tanto, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el monto total emitido por el Fideicomiso es de </span><span style="font-family:Arial; font-size:10pt">$1,107,479,375.00 (mil ciento siete millones cuatrocientos setenta y nueve mil trescientos setenta y cinco Pesos 00/100 M.N.), correspondientes a 300,586 (trescientos mil quinientos ochenta y seis) Certificados Bursátiles en circulación.</span>
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<span style="font-family:Arial; font-size:10pt">Con cargo al Patrimonio de Fideicomiso se han cubierto los Gastos de Emisión y Colocación, los Gastos de Mantenimiento, los Gastos de Inversión, las Inversiones y Distribuciones, según se muestra en el estado de situación financiera del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">presente Reporte Anual.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El día 2 de marzo de 2018 se celebró la segunda sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en un proyecto de energía eléctrica por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 3 de abril de 2018, se firmaron los documentos de formalización de esta Inversión y, en esa misma fecha, se llevó a cabo la aportación única al Vehículo de Inversión (el “Fideicomiso F/3309”) constituido para dicho proyecto.</span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, el día 20 de junio de 2018, la Asamblea General de Tenedores autorizó llevar a cabo una Inversión en un Vehículo de Inversión enfocado en Capital Emprendedor y etapa de crecimiento (el “Mexico Ventures II”) hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.), dicha Inversión se formalizó el día 29 de junio de 2018 y el día 13 de julio de 2018 se realizó la primera aportación de capital. La participación del Fideicomiso en dicho vehículo es del 18.94%.</span>
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<span style="font-family:Arial; font-size:10pt">El día 5 de abril de 2019 se celebró la tercera sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en una empresa dedicada al alojamiento y hospitalidad para los viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millennials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” (el “Proyecto Selina”) por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 10 de junio de 2019, se firmaron los documentos de formalización de esta Inversión y el día 12 de junio de 2019, se llevaron a cabo las aportaciones correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago</span><span style="font-family:Arial; font-size:10pt">, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social</span><span style="font-family:Arial; font-size:10pt"> del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt">; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones </span><span style="font-family:Arial; font-size:10pt">del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt"> por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El </span><span style="font-family:Arial; font-size:10pt">27 de abril de 2023 finalizó el </span><span style="font-family:Arial; font-size:10pt">periodo de bloqueo </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso para la</span><span style="font-family:Arial; font-size:10pt"> venta de las acciones</span><span style="font-family:Arial; font-size:10pt">, correspondiente a</span><span style="font-family:Arial; font-size:10pt"> 6 (seis) meses a partir del inicio de cotización</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
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<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt">Los estados financieros del Fideicomiso han sido preparados de acuerdo con las Normas Internacionales de Información Financiera (“NIIF”).</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso realizó la emisión inicial de 20,000 (veinte mil) Certificados Bursátiles Originales por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$200,000,000.00 (doscientos millones de Pesos 00/100 M.N.), mismos que fueron emitidos y colocados el 23 de diciembre de 2015 con un precio de colocación de $10,000.00 (diez mil Pesos 00/100 M.N.) cada uno. Posteriormente, con fecha 27 de marzo de 2017 se autorizó mediante Asamblea de Tenedores incrementar el Monto Máximo de la Emisión a la cantidad de $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.), y como consecuencia de dicha autorización se realizó la emisión de los Certificados Bursátiles Adicionales por un </span><span style="font-family:Arial; font-size:10pt">monto de $580,000,000.00 (quinientos ochenta millones de Pesos 00/100 M.N.) correspondiente al 20% del Monto Máximo de los Certificados Bursátiles Adicionales, la cual se llevó a cabo el día 13 de julio de 2017, mediante la emisión de 58,000 (cincuenta y ocho mil) Certificados Bursátiles debidamente suscritos, con un precio de colocación de $10,000.00 (diez mil Pesos 00/100 M.N.). </span>
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<span style="font-family:Arial; font-size:10pt">Posteriormente, en la tercera sesión de Comité Técnico celebrada el 5 de abril de 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en dicha Sesión, por lo que el día 7 de junio de 2019 se realizó la primera Emisión Subsecuente por un monto de $124,990,000.00 (ciento veinticuatro millones novecientos noventa mil Pesos 00/100 M.N.), correspondientes a 24,998 (veinticuatro mil novecientos noventa y ocho) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $5,000.00 (cinco mil Pesos 00/100 M.N.). Asimismo, mediante resoluciones unánimes de los miembros del Comité Técnico adoptadas fuera de sesión el 4 de septiembre de 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en la Asamblea de Tenedores de fecha 20 de junio de 2018, por lo que el día 30 de septiembre de 2019 se realizó la segunda Emisión Subsecuente por un monto de $99,997,500.00 (noventa y nueve millones novecientos noventa y siete mil quinientos Pesos 00/100 M.N.), correspondientes a 39,999 (treinta y nueve mil novecientos noventa y nueve) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $2,500.00 (dos mil quinientos Pesos 00/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y con fecha 29 de junio de 2021 se llevó a cabo la tercera Emisión Subsecuente por un monto de $50,995,000.00 (cincuenta millones novecientos noventa y cinco mil Pesos 00/100 M.N.) correspondientes a 40,796 (cuarenta mil setecientos noventa y seis).Certificados Bursátiles debidamente suscritos con un precio de suscripción de $1,250.00 (mil doscientos cincuenta Pesos 00/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">. </span><span style="font-family:Arial; font-size:10pt">C</span><span style="font-family:Arial; font-size:10pt">on fecha 10 de abril de 2023 se realizó la cuarta Emisión Subsecuente por un monto de $29,998,125.00 (veintinueve millones novecientos noventa y ocho mil</span><span style="font-family:Arial; font-size:10pt"> ciento veinticinco Pesos 00/100 M.N) correspondientes a 47,997 (cuarenta y siete mil novecientos noventa y siete) Certificados Bursátiles debidamente suscritos con un precio de suscripción de $625.00 (seiscientos veinticinco Pesos 00/100 M.N.). Por último, con fecha 24 de octubre de 2023 se realizó la quinta Emisión Subsecuente por un monto de $21,498,750.00 (veintiún millones cuatrocientos noventa y ocho mil setecientos cincuenta Pesos 00/100 M.N.) correspondientes a 68,796 (sesenta y ocho mil setecientos noventa y seis) Certificados Bursátiles debidamente suscritos con un precio de suscripción $312.50 (trescientos doce Pesos 50/100 M.N.)</span>
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<span style="font-family:Arial; font-size:10pt">Por tanto, al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el monto total emitido por el Fideicomiso es de $1,107,479,375.00 (mil ciento siete millones cuatrocientos setenta y nueve mil trescientos setenta y cinco Pesos 00/100 M.N.), correspondientes a 300,586 (trescientos mil quinientos ochenta y seis) Certificados Bursátiles en circulación.</span>
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<span style="font-family:Arial; font-size:10pt">La información financiera derivada de los bienes </span><span style="font-family:Arial; font-size:10pt">fideicomitidos</span><span style="font-family:Arial; font-size:10pt"> fue revisada por el Auditor Externo del Fideicomiso conforme a lo establecido en la propuesta de auditoría suscrita y lo previsto en el Contrato de Fideicomiso. Asimismo, de acuerdo con el dictamen de auditoría emitido por éste, la información financiera del Fideicomiso refleja razonablemente su situación.</span>
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<span style="font-family:Arial; font-size:10pt">Con cargo al Patrimonio de Fideicomiso se han cubierto los Gastos de Emisión y Colocación, los Gastos de Mantenimiento, los Gastos de Inversión, las Inversiones y Distribuciones, según se muestra en el estado de situación financiera del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">presente Reporte Anual.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt">Los estados financieros del Fideicomiso han sido preparados de acuerdo con las Normas Internacionales de Información Financiera (“NIIF”).</span>
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<span style="font-family:Arial; font-size:10pt">El día 2 de marzo de 2018 se celebró la segunda sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en un proyecto de energía eléctrica por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 3 de abril de 2018, se firmaron los documentos de formalización de esta Inversión y, en esa misma fecha, se llevó a cabo la aportación única al Vehículo de Inversión (el “Fideicomiso F/3309”) constituido para dicho proyecto.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, el día 20 de junio de 2018, la Asamblea General de Tenedores autorizó llevar a cabo una Inversión en un Vehículo de Inversión enfocado en Capital Emprendedor y etapa de crecimiento (el “Mexico Ventures II”) hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.), dicha Inversión se formalizó el día 29 de junio de 2018 y el día 13 de julio de 2018 se realizó la primera aportación de capital. La participación del Fideicomiso en dicho vehículo es del 18.94%.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El día 5 de abril de 2019 se celebró la tercera sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en una empresa dedicada al alojamiento y hospitalidad para los viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millennials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” (el “Proyecto Selina”), por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 10 de junio de 2019, se firmaron los documentos de formalización de esta Inversión y el día 12 de junio de 2019, se llevaron a cabo las aportaciones correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social</span><span style="font-family:Arial; font-size:10pt"> del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt">; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones </span><span style="font-family:Arial; font-size:10pt">del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt"> por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El </span><span style="font-family:Arial; font-size:10pt">27 de abril de 2023 finalizó el </span><span style="font-family:Arial; font-size:10pt">periodo de bloqueo </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso para la</span><span style="font-family:Arial; font-size:10pt"> venta </span><span style="font-family:Arial; font-size:10pt">de las acciones</span><span style="font-family:Arial; font-size:10pt">, correspondiente a</span><span style="font-family:Arial; font-size:10pt"> 6 (seis) meses a partir del inicio de cotización</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
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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:Arial; font-size:10pt">A continuación, se muestran las aportaciones de capital que el Fideicomiso ha realizado al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
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<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$14,965,977.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$9,520,739.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-jul-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,633,099.45 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">05-nov-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$710,397.83 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$378,862.04 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$918,781.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$426,238.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$606,206.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$13,654,058.60 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$124,715,517.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,129,333.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$834,724.54 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$923,107.14</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$982,028.87</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$373,170.97</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-sept-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$392,811.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530,295.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$284,788.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-mar-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$221,738.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$932,927.43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-ago-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$422,272.41</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$491,014.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$451,733.28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-jun-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$245,507.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$491,014.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-mar-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">441</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">912.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-feb-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$196,405.77 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$176,765.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$176,765.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">04-sep-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$76,051.77</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span><span style="font-family:Arial; font-size:10pt"> La cantidad de US$</span><span style="font-family:Arial; font-size:10pt">107,136.42</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio, mientras que la diferencia, es decir, la cantidad de US$</span><span style="font-family:Arial; font-size:10pt">69,628.78</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con cargo al Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</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:Arial; font-size:10pt">Con fecha 22 de julio de 2019, el Fideicomiso realizó la disposición de los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 para efectuar el pago de los intereses facturados por cierto fideicomitente de dicho fideicomiso. Por tanto, dicha operación redujo el monto invertido en la cantidad de $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con fecha 13 de abril de 2020, le fueron reembolsados al Fideicomiso los rendimientos obtenidos por los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 y que se encontraban depositados en el Vehículo de Inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra el costo de las Inversiones realizadas por el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; 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:14.15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:279pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:130.6pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Costo de adquisición</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso de Administración No. F/ 3309</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II Fund of Funds, L.P. (Mexico Ventures II)</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">334,853,938.</span><span style="font-family:Arial; font-size:10pt">59</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$386,030,986.85</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otra parte, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha recibido las siguientes distribuciones de los Vehículos de Inversión, mismas que fueron depositadas en la Cuenta de </span><span style="font-family:Arial; font-size:10pt">Distribuciones del Fideicomiso en Dólares y en Pesos, según corresponda; en el entendido que los Flujos de la Inversión en Mexico Ventures II fueron traspasados y/o depositados a la Cuenta de Reembolsos conforme a lo aprobado por la Asamblea de Tenedores y, por tanto no serán considerados como Efectivo Distribuible y no estarán sujetos al orden de prelación establecido en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente </span><span style="font-family:Arial; font-size:10pt">Reporte Anual</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:483.7pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Vehículo de Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$29,800.91 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Intereses más IVA</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-oct-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2018</span>
</p>
</td>
</tr>
<tr style="height:25.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-dic-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,143.25 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables sept, oct y nov 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,921.59 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables febrero 2019</span>
</p>
</td>
</tr>
<tr style="height:30pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2019</span><span style="font-family:Arial; font-size:3pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:25.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$902.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables primer pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:28.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$29.42 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables segundo pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,264.87 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$756.49 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables abril 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$831.78 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables mayo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,300.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables junio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$769.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,966.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-oct-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$50,980.69</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables octubre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,270.82</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$78.73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,559.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,002.07 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2019 y enero 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-mar-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$447.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables marzo 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$338.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2020 más pago 1/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$20,295,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Primer y segundo pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$509.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$343.40</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2020 más pago 2/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-oct-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$846.57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre y octubre 2020 más pago 3/6 y 4/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-nov-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$476.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2020 más pago 5/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$60,715.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$480.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2020 más pago 6/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$546,795.78</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$638,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Tercer pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$587,116.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411,958.17</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,804,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Cuarto pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,059.05</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2021</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,876.31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables de marzo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,717.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$170,204.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, dividendos, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-may-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$660.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> febrero 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:22.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">806.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">521.27</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> mayo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-ago-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$90,625.88</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$163,105.92</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$46,737.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">23-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$95,445.79</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-ago-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$98,182.32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, otros ingresos, r</span><span style="font-family:Arial; font-size:10pt">eembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$55,850.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-sep-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$177,092.90</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$52,477.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$16.56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-may-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$435,239.85</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$108,261.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Se hace del conocimiento que, por causas ajenas al Administrador, los recursos transferidos con fecha 27 de febrero de 2019 a la Cuenta de Distribución en Pesos, fueron efectivamente acreditados con fecha 28 de febrero de 2019.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">Nota</span><span style="font-family:Arial; font-size:10pt">. El día 11 de diciembre de 2018 se recibió una notificación de Mexico Ventures II de un llamado de capital sin flujo por un monto de US$77,308.22 (setenta y siete mil trecientos ocho Dólares 22/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 15 de enero de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US$418.92 (cuatrocientos dieciocho Dólares 92/100 USD) que fue compensado con un pago de intereses correspondientes al mes de diciembre de 2018. Asimismo, el día 31 de julio de 2019 se notificó un llamado de capital sin flujo por un monto de US$38,931.64 (treinta y ocho mil novecientos treinta y un Dólares 64/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 25 de septiembre de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US($43.05) (cuarenta y tres Dólares 05/100 USD) que fue compensado con el pago de intereses correspondientes al mes de agosto de 2019. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo con lo anterior, el Fideicomiso se ha acreditado US$</span><span style="font-family:Arial; font-size:10pt">22,767,310.30 </span><span style="font-family:Arial; font-size:10pt">(veintidós millones setecientos sesenta y siete mil trescientos diez Dólares 30/100 USD) provenientes de las distribuciones recibidas por el </span><span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span><span style="font-family:Arial; font-size:10pt">, equivalentes, para efectos informativos, a $499,848,453.73 (cuatrocientos noventa y nueve millones ochocientos cuarenta y ocho mil cuatrocientos cincuenta y tres Pesos 73/100 M.N.) que han sido distribuidos a los Tenedores como Efectivo Distribuible conforme a lo estipulado </span><span style="font-family:Arial; font-size:10pt">a continuación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, se ha acreditado US</span><span style="font-family:Arial; font-size:10pt">$3,008,623.99 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">tres millones ocho mil seiscientos veintitrés</span><span style="font-family:Arial; font-size:10pt"> Dólares </span><span style="font-family:Arial; font-size:10pt">99</span><span style="font-family:Arial; font-size:10pt">/100 USD) y $182,367.63 (ciento ochenta y dos mil trescientos sesenta y siete Pesos 63/100 M.N.) provenientes de las distribuciones recibidas por Mexico Ventures II en Dólares y </span><span style="font-family:Arial; font-size:10pt">Pesos respectivamente, </span><span style="font-family:Arial; font-size:10pt">equivalentes a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">57,981,735.40 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">cincuenta y siete millones novecientos ochenta y un mil setecientos treinta y cinco </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">40</span><span style="font-family:Arial; font-size:10pt">/100 M.N.) </span><span style="font-family:Arial; font-size:10pt">que </span><span style="font-family:Arial; font-size:10pt">han sido distribuidos a los Tenedores como Efectivo Reembolsable conforme a lo estipulado a continuación</span><span style="font-family:Arial; font-size:10pt">, y $</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">948</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">830.25</span><span style="font-family:Arial; font-size:10pt"> (un millón novecientos cuarenta y ocho mil ochocientos treinta Pesos 25/100 M.N.) que se encuentran depositados en la Cuenta de Reembolsos</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 2025, el Fideicomiso ha realizado las siguientes Distribuciones a los Tenedores conforme a estipulado en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente </span><span style="font-family:Arial; font-size:10pt">R</span><span style="font-family:Arial; font-size:10pt">eporte </span><span style="font-family:Arial; font-size:10pt">Anual</span><span style="font-family:Arial; font-size:10pt">, una vez que el saldo de la Cuenta de Distribución y la Cuenta de Reembolsos, y considerando los intereses generados por las Inversiones Permitidas, fue superior a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.), respectivamente</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:390.75pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:70.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; color:#ffffff"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:111.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:187pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ago-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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$450,204,056.37</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-jul-2021</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$26,434,573.61</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segunda distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-dic-2021</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$12,145,446.20</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ene-2022</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$45,223,107.10</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-sep-2022</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,233,967.25</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:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Quinta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-oct-2023</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,097,264.06</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Sexta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-ene-2025</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,917,174.88</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Séptima distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; 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:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,256,715.04</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Octava distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$558,512,304.51</span>
</p>
</td>
<td style="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:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="-aw-bookmark-end:_Hlk130398572"></span><span style="font-family:Arial; font-size:10pt">El resto de los recursos que forman parte del Patrimonio del Fideicomiso han estado invertidos en valores gubernamentales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo con lo anterior, el valor razonable de las Inversiones realizadas por el Fideicomiso al 3</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt"> de </span><span style="font-family:Arial; font-size:10pt">diciembre</span><span style="font-family:Arial; font-size:10pt"> de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> 2021 es como sigue:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:593.2pt">
<tr style="height:14.25pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:14.25pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">456,976,881.79</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$507,368,119.15 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$453,894,638.00 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$579,197,365.42</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$569,442,102.03</span>
</p>
</td>
</tr>
<tr style="height:14.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">45.87</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,296.86</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$9,612,496.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">248,520,724.02</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$509,881,666.60</span>
</p>
</td>
</tr>
<tr style="height:25.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos financieros a valor razonable con cambios en resultados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">456,976,927.66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$507,373,416.01</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$463,507,134.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$827,718,089.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,079,323,768.63</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 2025</span><span style="font-family:Arial; font-size:10pt">, los ingresos acumulados del Fideicomiso durante el presente periodo están </span><span style="font-family:Arial; font-size:10pt">conformados por </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> pérdida en el resultado neto por fluctuación cambiaria por </span><span style="font-family:Arial; font-size:10pt">$480,912.09</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(cuatrocientos </span><span style="font-family:Arial; font-size:10pt">ochenta</span><span style="font-family:Arial; font-size:10pt"> mil </span><span style="font-family:Arial; font-size:10pt">novecientos doce </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">0</span><span style="font-family:Arial; font-size:10pt">9/100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> intereses ganados por </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">6,606,314.51 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">seis millones seiscientos seis mil trescientos catorce</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">51</span><span style="font-family:Arial; font-size:10pt">/</span><span style="font-family:Arial; font-size:10pt">100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> pérdida por cambios en el valor razonable de activos financieros por </span><span style="font-family:Arial; font-size:10pt">$46,038,632.77 (cuarenta y seis millones treinta y ocho mil seiscientos treinta y dos </span><span style="font-family:Arial; font-size:10pt">Pesos 77/100 M.N.);</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> ingresos por venta de inversiones por $</span><span style="font-family:Arial; font-size:10pt">14,024,819.50 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">catorce millones veinticuatro mil ochocientos diecinueve</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">50</span><span style="font-family:Arial; font-size:10pt">/100 M.N.) </span><span style="font-family:Arial; font-size:10pt; font-style:italic">menos</span><span style="font-family:Arial; font-size:10pt"> un costo de venta de inversiones por </span><span style="font-family:Arial; font-size:10pt">$11,096,399.48</span><span style="font-family:Arial; font-size:10pt"> (</span><span style="font-family:Arial; font-size:10pt">once millones noventa y seis mil trescientos noventa y nueve</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">48</span><span style="font-family:Arial; font-size:10pt">/100 </span><span style="font-family:Arial; font-size:10pt">M.N.); y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v)</span><span style="font-family:Arial; font-size:10pt"> otros ingresos por </span><span style="font-family:Arial; font-size:10pt">$1,881,231.77</span><span style="font-family:Arial; font-size:10pt"> (un millón </span><span style="font-family:Arial; font-size:10pt">ocho</span><span style="font-family:Arial; font-size:10pt">cientos </span><span style="font-family:Arial; font-size:10pt">ochenta y un</span><span style="font-family:Arial; font-size:10pt"> mil </span><span style="font-family:Arial; font-size:10pt">doscientos treinta y un</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">77</span><span style="font-family:Arial; font-size:10pt">/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra un comparativo de los ingresos del Fideicomiso al cierre del mes de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> 2021.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:578.2pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2023</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:20.95pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cambios en el valor razonable de activos financieros</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($46,038,632.77)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">42,035,004.97</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">($372,512,702.61)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($272,230,839.77)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$382,069,651.13</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Intereses ganados</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,606,314.51</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,817,800.99</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$7,069,811.95</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,269,408.53</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,170,162.50</span>
</p>
</td>
</tr>
<tr style="height:26.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Resultado neto por fluctuación cambiaria</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($480,912.09)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$433,807.04</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($368,935.85)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($1,087,141.18)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,918,040.90</span>
</p>
</td>
</tr>
<tr style="height:14.45pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos por dividendos</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$127,283.29</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$4,568,369.30</span>
</p>
</td>
</tr>
<tr style="height:14.45pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos por venta de inversiones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$14,024,819.50</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$4,632,086.13</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,158,157.49</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$12,153,814.24</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$32,388,142.17</span>
</p>
</td>
</tr>
<tr style="height:5.65pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Costo de venta de inversiones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($11,096,399.48)</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">($5,473,573.64)</span>
</p>
</td>
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">($6,092,416.94)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($7,934,587.22)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($6,494,377.94)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Otros ingresos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,881,231.77</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$602,563.27</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$318,620.73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,129,980.89</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$51,256.17</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.1pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de ingresos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($35,103,578.56)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">51,047,688.76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($366,427,465.23)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($264,572,081.22)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$416,671,244.23</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="-aw-bookmark-end:_Hlk132927460"></span><span style="font-family:Arial; font-size:10pt">Asimismo, se muestra un comparativo de las cuentas que conforman el estado de situación patrimonial del Fideicomiso al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">2021.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:583pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2025</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2024</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2023</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activo</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:top; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$80,960,903.96</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$85,371,456.87</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$85,829,717.59</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$48,877,245.66 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$120,633,385.75 </span>
</p>
</td>
</tr>
<tr style="height:26.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Activos financieros a valor razonable con cambios en resultados</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$456,976,927.66</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$507,373,416.01</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$463,507,134.05</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$827,718,089.44</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,079,323,768.63</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuentas por cobrar</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$866,560.06</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$729,443.22</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA acreditable</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,638,496.00</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,651,556.32</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,471,675.38</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,143,374.43</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,306,075.57</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cargos diferidos y pagos anticipados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,083,483.49</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,097,412.19</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$997,506.27</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,068,131.44</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$759,346.33</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de activo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$541,659,811.11</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$597,493,841.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$556,806,033.29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$884,673,401.03</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,206,752,019.50</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivo</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuentas por pagar</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$91,079.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$97,399.99</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$92,798.98</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$87,304.66</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$380,811.00</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de pasivo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$91,079.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$97,399.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$92,798.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$87,304.66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$380,811.00</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos netos atribuibles a los Tenedores</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$541,568,731.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$597,396,441.40</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$556,713,234.31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$884,586,096.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,206,371,208.50</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos </span><span style="font-family:Arial; font-size:10pt">de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:Arial; font-size:10pt">A continuación, se muestran las aportaciones de capital que el Fideicomiso ha realizado al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; 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; width:363.65pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$14,965,977.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$9,520,739.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-jul-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,633,099.45 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">05-nov-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$710,397.83 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$378,862.04 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$918,781.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$426,238.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$606,206.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$13,654,058.60 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$124,715,517.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,129,333.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$834,724.54 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$923,107.14</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$982,028.87</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$373,170.97</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-sept-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$392,811.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530,295.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$284,788.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-mar-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$221,738.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$932,927.43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-ago-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$422,272.41</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$491,014.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$451,733.28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-jun-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$245,507.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $491,014.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-mar-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">441</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">912.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-feb-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$196,405.77 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $176,765.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$176,765.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">04-sep-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$76,051.77</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span><span style="font-family:Arial; font-size:10pt"> La cantidad de US$</span><span style="font-family:Arial; font-size:10pt">107,136.42</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio, mientras que la diferencia, es decir, la cantidad de US$</span><span style="font-family:Arial; font-size:10pt">69,628.78</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con cargo al Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</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:Arial; font-size:10pt">A continuación, se muestra un comparativo del saldo de la totalidad de los activos del Fideicomiso al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> 2021</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:583pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2025</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2024</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2023</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activo</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:top; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:top; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$80,960,903.96</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$85,371,456.87</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$85,829,717.59</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$48,877,245.66 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$120,633,385.75 </span>
</p>
</td>
</tr>
<tr style="height:26.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Activos financieros a valor razonable con cambios en resultados</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$456,976,927.66</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$507,373,416.01</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$463,507,134.05</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$827,718,089.44</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,079,323,768.63</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuentas por cobrar</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$866,560.06</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$729,443.22</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA acreditable</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,638,496.00</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,651,556.32</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,471,675.38</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,143,374.43</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,306,075.57</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cargos diferidos y pagos anticipados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,083,483.49</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,097,412.19</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$997,506.27</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,068,131.44</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$759,346.33</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:107.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de activo</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$541,659,811.11</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$597,493,841.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$556,806,033.29</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$884,673,401.03</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,206,752,019.50</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra el costo de las Inversiones realizadas por el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; 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:14.15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:279pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:130.6pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Costo de adquisición</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso de Administración No. F/ 3309</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II Fund of Funds, L.P. (Mexico Ventures II)</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">334,853,938.</span><span style="font-family:Arial; font-size:10pt">59</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$386,030,986.85</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha realizado las siguientes Distribuciones a los Tenedores conforme a estipulado en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual, una vez que el saldo de la Cuenta de Distribución y la Cuenta de Reembolsos, respectivamente, fue superior a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.) y que los impuestos, según sea el caso, fueran enterados conforme a estipulado en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:391pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; color:#ffffff"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$450,204,056.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-jul-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$26,434,573.61</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segunda distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$12,145,446.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ene-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$45,223,107.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-sep-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,233,967.25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Quinta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,097,264.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Sexta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-ene-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,917,174.88</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Séptima distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,256,715.04</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Octava distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$558,512,304.51</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3.5pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución geográfica de las Inversiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Desde la fecha de realización y hasta la fecha de Desinversión, en la empresa que participó en el sector de energía tuvo presencia en el estado de Chihuahua. Asimismo, desde la fecha de realización y hasta el 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, las inversiones de Mexico Ventures II se desarrollan principalmente en la Ciudad de México y los estados de Colima, Jalisco y Puebla; mientras que las inversiones mexicanas del Proyecto Selina se encuentran en los estados de Quintana Roo, Oaxaca, Guanajuato y Ciudad de México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</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:Arial; font-size:10pt">El día 2 de marzo de 2018 se celebró la segunda sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en un proyecto de energía eléctrica por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 3 de abril de 2018, se firmaron los documentos de formalización de esta Inversión y, en esa misma fecha, se llevó a cabo la aportación única al Vehículo de Inversión (el “Fideicomiso F/3309”) constituido para dicho proyecto.</span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, el día 20 de junio de 2018, la Asamblea General de Tenedores autorizó llevar a cabo una Inversión en un Vehículo de Inversión enfocado en Capital Emprendedor y etapa de crecimiento (el “Mexico Ventures II”) hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.), dicha Inversión se formalizó el día 29 de junio de 2018 y el día 13 de julio de 2018 se realizó la primera aportación de capital. La participación del Fideicomiso en dicho vehículo es del 18.94%.</span>
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<span style="font-family:Arial; font-size:10pt">El día 5 de abril de 2019 se celebró la tercera sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en una empresa dedicada al alojamiento y hospitalidad para los viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millennials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” (el “Proyecto Selina”), por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 10 de junio de 2019, </span><span style="font-family:Arial; font-size:10pt">se firmaron los documentos de formalización de esta Inversión y el día 12 de junio de 2019, se llevaron a cabo las aportaciones correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social</span><span style="font-family:Arial; font-size:10pt"> del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt">; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones </span><span style="font-family:Arial; font-size:10pt">del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt"> por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El </span><span style="font-family:Arial; font-size:10pt">27 de abril de 2023 finalizó el </span><span style="font-family:Arial; font-size:10pt">periodo de bloqueo </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso para la</span><span style="font-family:Arial; font-size:10pt"> venta de las acciones</span><span style="font-family:Arial; font-size:10pt">, correspondiente a</span><span style="font-family:Arial; font-size:10pt"> 6 (seis) meses a partir del inicio de cotización</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestran las aportaciones de capital que el Fideicomiso ha realizado al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; 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; width:363.65pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$14,965,977.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-abr-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$9,520,739.00 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-jul-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,633,099.45 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">05-nov-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$710,397.83 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$378,862.04 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$918,781.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$426,238.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$606,206.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$13,654,058.60 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-jun-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$124,715,517.15 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,129,333.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$834,724.54 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$923,107.14</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$982,028.87</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$373,170.97</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-sept-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$392,811.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530,295.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$284,788.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-mar-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$221,738.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$932,927.43</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-ago-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$422,272.41</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$491,014.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$451,733.28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-jun-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$245,507.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $491,014.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-mar-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">441</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">912.99</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$147,304.33 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-feb-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$196,405.77 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $176,765.20 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$176,765.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">04-sep-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$76,051.77</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:94.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:37.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(1)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(2)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(3)</span><span style="font-family:Arial; font-size:10pt"> La cantidad de US$</span><span style="font-family:Arial; font-size:10pt">107,136.42</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio, mientras que la diferencia, es decir, la cantidad de US$</span><span style="font-family:Arial; font-size:10pt">69,628.78</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con cargo al Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(4)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(5)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con fecha 22 de julio de 2019, el Fideicomiso realizó la disposición de los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 para efectuar el pago de los intereses facturados por cierto fideicomitente de dicho fideicomiso. Por tanto, dicha operación redujo el monto invertido en la cantidad de $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con fecha 13 de abril de 2020, le fueron reembolsados al Fideicomiso los rendimientos obtenidos por los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 y que se encontraban depositados en el Vehículo de Inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</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:Arial; font-size:10pt">A continuación, se muestra el costo de las Inversiones realizadas por el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; 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:14.15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:279pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:130.6pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Costo de adquisición</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso de Administración No. F/ 3309</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II Fund of Funds, L.P. (Mexico Ventures II)</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">334,853,938.</span><span style="font-family:Arial; font-size:10pt">59</span>
</p>
</td>
</tr>
<tr style="height:14.15pt">
<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:279pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</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:middle; width:130.6pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$386,030,986.85</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otra parte, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha recibido las siguientes distribuciones de los Vehículos de Inversión, mismas que fueron depositadas en la Cuenta de Distribuciones del Fideicomiso en Dólares y en Pesos, según corresponda; en el entendido que los Flujos de la Inversión en Mexico Ventures II fueron traspasados y/o depositados a la Cuenta de Reembolsos conforme a lo aprobado por la Asamblea de Tenedores y, por tanto no serán considerados como Efectivo Distribuible y no estarán sujetos al orden de prelación establecido en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente </span><span style="font-family:Arial; font-size:10pt">Reporte Anual</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:483.7pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Vehículo de Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$29,800.91 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Intereses más IVA</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-oct-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2018</span>
</p>
</td>
</tr>
<tr style="height:25.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-dic-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,143.25 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables sept, oct y nov 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,921.59 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables febrero 2019</span>
</p>
</td>
</tr>
<tr style="height:30pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2019</span><span style="font-family:Arial; font-size:3pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:25.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$902.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables primer pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:28.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$29.42 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables segundo pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,264.87 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$756.49 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables abril 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$831.78 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables mayo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,300.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables junio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$769.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,966.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-oct-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$50,980.69</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables octubre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,270.82</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$78.73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,559.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,002.07 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2019 y enero 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-mar-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$447.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables marzo 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$338.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2020 más pago 1/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$20,295,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Primer y segundo pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$509.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$343.40</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2020 más pago 2/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-oct-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$846.57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre y octubre 2020 más pago 3/6 y 4/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-nov-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$476.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2020 más pago 5/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$60,715.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$480.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2020 más pago 6/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$546,795.78</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$638,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Tercer pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$587,116.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411,958.17</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,804,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Cuarto pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,059.05</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2021</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,876.31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables de marzo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,717.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$170,204.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, dividendos, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-may-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$660.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> febrero 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:22.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">806.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">521.27</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> mayo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-ago-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$90,625.88</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$163,105.92</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$46,737.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">23-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$95,445.79</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-ago-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$98,182.32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, otros ingresos, r</span><span style="font-family:Arial; font-size:10pt">eembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$55,850.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-sep-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$177,092.90</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$52,477.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$16.56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-may-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$435,239.85</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$108,261.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Se hace del conocimiento que, por causas ajenas al Administrador, los recursos transferidos con fecha 27 de febrero de 2019 a la Cuenta de Distribución en Pesos, fueron efectivamente acreditados con fecha 28 de febrero de 2019.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">Nota</span><span style="font-family:Arial; font-size:10pt">. El día 11 de diciembre de 2018 se recibió una notificación de Mexico Ventures II de un llamado de capital sin flujo por un monto de US$77,308.22 (setenta y siete mil trecientos ocho Dólares 22/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 15 de enero de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US$418.92 (cuatrocientos dieciocho Dólares 92/100 USD) que fue compensado con un pago de intereses correspondientes al mes de diciembre de 2018. Asimismo, el día 31 de julio de 2019 se notificó un llamado de capital sin flujo por un monto de US$38,931.64 (treinta y ocho mil novecientos treinta y un Dólares 64/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una </span><span style="font-family:Arial; font-size:10pt">empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 25 de septiembre de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US($43.05) (cuarenta y tres Dólares 05/100 USD) que fue compensado con el pago de intereses correspondientes al mes de agosto de 2019.</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:Arial; font-size:10pt">De acuerdo con lo anterior, el Fideicomiso se ha acreditado US$22,767,310.30 (veintidós millones setecientos sesenta y siete mil trescientos diez Dólares 30/100 USD) provenientes de las distribuciones recibidas por el Fideicomiso F/3309, equivalentes, para efectos informativos, a $499,848,453.73 (cuatrocientos noventa y nueve millones ochocientos cuarenta y ocho mil cuatrocientos cincuenta y tres Pesos 73/100 M.N.) que han sido distribuidos a los Tenedores como Efectivo Distribuible conforme a lo estipulado a continuación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, se ha acreditado US</span><span style="font-family:Arial; font-size:10pt">$3,008,623.99 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">tres millones ocho mil seiscientos veintitrés</span><span style="font-family:Arial; font-size:10pt"> Dólares </span><span style="font-family:Arial; font-size:10pt">99</span><span style="font-family:Arial; font-size:10pt">/100 USD) y $182,367.63 (ciento ochenta y dos mil trescientos sesenta y siete Pesos 63/100 M.N.) provenientes de las distribuciones recibidas por Mexico Ventures II en Dólares y Pesos respectivamente, </span><span style="font-family:Arial; font-size:10pt">equivalentes a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">57,981,735.40 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">cincuenta y siete millones novecientos ochenta y un mil setecientos treinta y cinco </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">40</span><span style="font-family:Arial; font-size:10pt">/100 M.N.) </span><span style="font-family:Arial; font-size:10pt">que </span><span style="font-family:Arial; font-size:10pt">han sido distribuidos a los Tenedores como Efectivo Reembolsable conforme a lo estipulado a continuación</span><span style="font-family:Arial; font-size:10pt">, y $</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">948</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">830.25</span><span style="font-family:Arial; font-size:10pt"> (un millón novecientos cuarenta y ocho mil ochocientos treinta Pesos 25/100 M.N.) que se encuentran depositados en la Cuenta de Reembolsos</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha realizado las siguientes Distribuciones a los Tenedores conforme a estipulado en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual</span><span style="font-family:Arial; font-size:10pt">, una vez que el saldo de la Cuenta de Distribución y la Cuenta de Reembolsos, y considerando los intereses generados por las Inversiones Permitidas, fue superior a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.), respectivamente</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:391pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; color:#ffffff"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$450,204,056.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-jul-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$26,434,573.61</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segunda distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$12,145,446.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercera distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">28-ene-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$45,223,107.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-sep-2022</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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,233,967.25</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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Quinta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,097,264.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Sexta distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-ene-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,917,174.88</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Séptima distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">25</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,256,715.04</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Octava distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$558,512,304.51</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">El resto de los recursos que forman parte del Patrimonio del Fideicomiso han estado invertidos en valores gubernamentales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El saldo de la Cuenta de Reembolsos y Distribución en Pesos del Fideicomiso al 3</span><span style="font-family:Arial; font-size:10pt">1 de diciembre de 2025 </span><span style="font-family:Arial; font-size:10pt">es de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$16,622.49 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">dieciséis mil seiscientos veintidós </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">49/</span><span style="font-family:Arial; font-size:10pt">100 M.N.) y </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">53,227.37 </span><span style="font-family:Arial; font-size:10pt">(cincuenta y tres mil doscientos veintisiete </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">37</span><span style="font-family:Arial; font-size:10pt">/100 M.N.), respectivamente.</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:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 2025</span><span style="font-family:Arial; font-size:10pt">, no existe saldo disponible en la Cuenta de Distribución en Dólares del Fideicomiso, mientras que el saldo de la Cuenta de Reembolsos en Dólares del Fideicomiso es de </span><span style="font-family:Arial; font-size:10pt">US$</span><span style="font-family:Arial; font-size:10pt">108</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">892.74</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">ciento ocho mil ochocientos noventa y dos </span><span style="font-family:Arial; font-size:10pt">Dólares</span><span style="font-family:Arial; font-size:10pt"> 74</span><span style="font-family:Arial; font-size:10pt">/100</span><span style="font-family:Arial; font-size:10pt"> USD</span><span style="font-family:Arial; font-size:10pt">)</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">equivalente, para efectos informativos</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">1,960,199.99 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">un millón novecientos sesenta mil ciento noventa y nueve </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">99</span><span style="font-family:Arial; font-size:10pt">/100 M.N.</span><span style="font-family:Arial; font-size:10pt">) </span><span style="font-family:Arial; font-size:10pt">considerando el tipo de cambio FIX </span><span style="font-family:Arial; font-size:10pt">de dicha fecha</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución geográfica de las Inversiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Desde la fecha de realización y hasta la fecha de Desinversión, en la empresa que participó en el sector de energía tuvo presencia en el estado de Chihuahua. Asimismo, desde la fecha de realización y hasta el 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, las inversiones de Mexico Ventures II se desarrollan principalmente en la Ciudad de México y los estados de Colima, Jalisco y Puebla; mientras que las inversiones mexicanas del Proyecto Selina se encuentran en los estados de Quintana Roo, Oaxaca, Guanajuato y Ciudad de México.</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">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra el saldo de las Inversiones realizadas por el Fideicomiso al 31 de diciembre de los ejercicios </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">2023, </span><span style="font-family:Arial; font-size:10pt">2022, </span><span style="font-family:Arial; font-size:10pt">2021</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">2020.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:600.7pt">
<tr style="height:14.15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:120.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:86.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2025</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:82.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2024</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:83.35pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2023</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:83.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; 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:83.35pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2021</span>
</p>
</td>
</tr>
<tr style="height:48.15pt">
<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; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:120.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Activos financieros a valor razonable con cambios en resultados</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; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:86.7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$456,976,927.66</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; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:82.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$507,373,416.01</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; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:83.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$463,507,134.05 </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; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:83.45pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$827,718,089.44</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,079,323,768.63</span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado en el presente Reporte Anual ninguno de los activos muestra retraso o incumplimiento, ni se encuentra en proceso judicial administrativo o arbitral.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, no existen garantías constituidas sobre las inversiones en bienes, derechos o activos fideicomitidos o cualquier obligación de pago que estos tengan.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, ninguno de los activos, bienes o derechos fideicomitidos se encuentran sujetos a algún gravamen,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">limitación o carga, y ningún tercero tiene derechos sobre ningún activo, bien o derecho.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, e</span><span style="font-family:Arial; font-size:10pt">l Fideicomiso </span><span style="font-family:Arial; font-size:10pt">ha recibido</span><span style="font-family:Arial; font-size:10pt"> las siguientes distribuciones de los Vehículos de Inversión, mismas que </span><span style="font-family:Arial; font-size:10pt">han sido</span><span style="font-family:Arial; font-size:10pt"> depositadas en la Cuenta de Distribuciones del Fideicomiso en Dólares y en Pesos, según corresponda; en el entendido que los Flujos de la Inversión en Mexico Ventures II fueron traspasados y/o depositados a la Cuenta de Reembolsos conforme a lo aprobado por la Asamblea de Tenedores y, por tanto no serán considerados como Efectivo Distribuible y no estarán sujetos al orden de prelación establecido en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:483.7pt">
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Vehículo de Inversión</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2018</span>
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<span style="font-family:Arial; font-size:10pt">$29,800.91 </span>
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<span style="font-family:Arial; font-size:10pt">Dólares</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Intereses más IVA</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-oct-2018</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411.05 </span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2018</span>
</p>
</td>
</tr>
<tr style="height:25.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-dic-2018</span>
</p>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,143.25 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables sept, oct y nov 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,921.59 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables febrero 2019</span>
</p>
</td>
</tr>
<tr style="height:30pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-feb-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2019</span><span style="font-family:Arial; font-size:3pt; vertical-align:super">(1)</span>
</p>
</td>
</tr>
<tr style="height:25.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$902.70 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables primer pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:28.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$29.42 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables segundo pago marzo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">26-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,264.87 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2018</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-abr-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$756.49 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables abril 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">22-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$831.78 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables mayo 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,300.98</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables junio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jul-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$769.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,966.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-oct-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$50,980.69</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,435.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables octubre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,270.82</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-dic-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$78.73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ene-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,559.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2019</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,002.07 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2019 y enero 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-mar-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$447.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables marzo 2020</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$338.22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables julio 2020 más pago 1/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$20,295,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Primer y segundo pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$509.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-ago-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$343.40</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables agosto 2020 más pago 2/6 abril, mayo y junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-oct-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$846.57</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables septiembre y octubre 2020 más pago 3/6 y 4/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">17-nov-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$476.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables noviembre 2020 más pago 5/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$60,715.09</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-dic-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$480.39</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables diciembre 2020 más pago 6/6 abril, mayo, junio</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$546,795.78</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-jun-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$638,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Tercer pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-nov-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$587,116.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$411,958.17</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-dic-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,804,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Cuarto pago desinversión de acuerdo con el Contrato de Desinversión</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-feb-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,059.05</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables enero 2021</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,876.31</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables de marzo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,717.20</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-abr-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$170,204.60</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, dividendos, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-may-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$660.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> febrero 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; font-size:10pt">22</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$530.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:22.7pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">806.93 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> abril 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">521.27</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span><span style="font-family:Arial; font-size:10pt"> mayo 2022</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-ago-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$90,625.88</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$163,105.92</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$46,737.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">23-dic-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$95,445.79</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Pesos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-ago-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$98,182.32</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Intereses, otros ingresos, r</span><span style="font-family:Arial; font-size:10pt">eembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">30-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$55,850.74</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">03-sep-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$177,092.90</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$52,477.62</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">24-dic-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$16.56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">IVA de intereses capitalizables</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-may-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$435,239.85</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$108,261.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Se hace del conocimiento que, por causas ajenas al Administrador, los recursos transferidos con fecha 27 de febrero de 2019 a la Cuenta de Distribución en Pesos, fueron efectivamente acreditados con fecha 28 de febrero de 2019.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">Nota</span><span style="font-family:Arial; font-size:10pt">. El día 11 de diciembre de 2018 se recibió una notificación de Mexico Ventures II de un llamado de capital sin flujo por un monto de US$77,308.22 (setenta y siete mil trecientos ocho Dólares 22/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 15 de enero de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US$418.92 (cuatrocientos dieciocho Dólares 92/100 USD) que fue compensado con un pago de intereses correspondientes al mes de diciembre de 2018. Asimismo, el día 31 de julio de 2019 se notificó un llamado de capital sin flujo por un monto de US$38,931.64 (treinta y ocho mil novecientos treinta y un Dólares 64/100 USD), que fue cubierto con los recursos recibidos de una distribución rellamable y la venta de una empresa de uno de los Vehículos del Portafolio. Por otra parte, el día 25 de septiembre de 2019 Mexico Ventures II notificó un rebalanceo por la entrada de un nuevo inversionista en uno los Vehículos del Portafolio por un monto de US($43.05) (cuarenta y tres Dólares 05/100 USD) que fue compensado con el pago de intereses correspondientes al mes de agosto de 2019. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo con lo anterior, el Fideicomiso se ha acreditado US$22,767,310.30 (veintidós millones setecientos sesenta y siete mil trescientos diez Dólares 30/100 USD) provenientes de las distribuciones recibidas por el Fideicomiso F/3309, equivalentes, para efectos informativos, a $499,848,453.73 (cuatrocientos noventa y nueve millones ochocientos cuarenta y ocho mil cuatrocientos cincuenta y tres Pesos 73/100 M.N.) que han sido distribuidos a los Tenedores como Efectivo Distribuible conforme a lo estipulado a continuación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, se ha acreditado US$3,008,623.99 (tres millones ocho mil seiscientos veintitrés Dólares 99/100 USD) y $182,367.63 (ciento ochenta y dos mil trescientos sesenta y siete Pesos 63/100 M.N.) provenientes de las distribuciones recibidas por Mexico Ventures II en Dólares y Pesos respectivamente, equivalentes a $57,981,735.40 (cincuenta y siete millones novecientos ochenta y un mil setecientos treinta y cinco Pesos 40/100 M.N.) que han sido distribuidos a los Tenedores como Efectivo Reembolsable conforme a lo estipulado a continuación, y $1,948,830.25 (un millón novecientos cuarenta y ocho mil ochocientos treinta Pesos 25/100 M.N.) que se encuentran depositados en la Cuenta de Reembolsos.</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El resto de los recursos que forman parte del Patrimonio del Fideicomiso han estado invertidos en valores gubernamentales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo con lo establecido en el Contrato de Fideicomiso, el Efectivo Distribuible </span><span style="font-family:Arial; font-size:10pt">y Efectivo Reembolsable </span><span style="font-family:Arial; font-size:10pt">será distribuido dentro de los 20 (veinte) Días Hábiles siguientes a la terminación de cada mes calendario en el que, al último Día Hábil de dicho mes, los Flujos Brutos sean iguales o mayores (i) a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.), o (ii) a una cantidad menor que sea determinada por el Administrador para tales efectos; y siempre y cuando los impuestos relativos al Efectivo Distribuible que el Fiduciario deba enterar de conformidad con la legislación aplicable (incluyendo, en su caso, el Impuesto Sobre la Renta), en su caso, hayan sido pagados con cargo a la Cuenta de Distribución bajo los términos del Contrato de Fideicomiso al Servicio de Administración Tributaria de la Secretaria de Hacienda y Crédito Público.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El saldo de la Cuenta de Reembolsos y Distribución en Pesos del Fideicomiso al 3</span><span style="font-family:Arial; font-size:10pt">1 de diciembre de 2025 </span><span style="font-family:Arial; font-size:10pt">es de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$16,622.49 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">dieciséis mil seiscientos veintidós </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">49/</span><span style="font-family:Arial; font-size:10pt">100 M.N.) y </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">53,227.37 </span><span style="font-family:Arial; font-size:10pt">(cincuenta y tres mil doscientos veintisiete </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">37</span><span style="font-family:Arial; font-size:10pt">/100 M.N.), respectivamente.</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:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 2025</span><span style="font-family:Arial; font-size:10pt">, no existe saldo disponible en la Cuenta de Distribución en Dólares del Fideicomiso, mientras que el saldo de la Cuenta de Reembolsos en Dólares del Fideicomiso es de </span><span style="font-family:Arial; font-size:10pt">US$</span><span style="font-family:Arial; font-size:10pt">108</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">892.74</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">ciento ocho mil ochocientos noventa y dos </span><span style="font-family:Arial; font-size:10pt">Dólares</span><span style="font-family:Arial; font-size:10pt"> 74</span><span style="font-family:Arial; font-size:10pt">/100</span><span style="font-family:Arial; font-size:10pt"> USD</span><span style="font-family:Arial; font-size:10pt">)</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">equivalente, para efectos informativos</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">1,960,199.99 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">un millón novecientos sesenta mil ciento noventa y nueve </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">99</span><span style="font-family:Arial; font-size:10pt">/100 M.N.</span><span style="font-family:Arial; font-size:10pt">) </span><span style="font-family:Arial; font-size:10pt">considerando el tipo de cambio FIX </span><span style="font-family:Arial; font-size:10pt">de dicha fecha</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Conforme a lo previsto en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual, el Efectivo Distribuible en cada Fecha de Pago será determinado por el Administrador y notificado por escrito al Fiduciario y al Representante Común con una anticipación de al menos 12 (doce) Días Hábiles a la Fecha de Pago, de manera que el Fiduciario proceda a publicar el aviso correspondiente con al menos 6 (seis) Días Hábiles de anticipación a la Fecha de Pago de que se trate a través de EMISNET, a la CNBV a través del STIV-2 y al Indeval por escrito o a través de los medios que éste determine, en los casos en que se realice pago alguno a los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que el Comité Técnico o la Asamblea de Tenedores, al momento de aprobar una Inversión, determinen que los Flujos que en su momento sean recibidos de dicha Inversión no sean considerados Efectivo Distribuible, no estarán sujetos al orden de prelación establecido en la presente Sección, por lo que deberán ser depositados en la Cuenta de Reembolsos, para ser aplicados conforme a lo previsto en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sujeto a lo establecido en los párrafos anteriores, los Flujos Netos provenientes de las Inversiones serán utilizados por el Fiduciario de conformidad con las instrucciones del Administrador en el siguiente orden de prelación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">A. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Reconstituir la Reserva de Gastos.</span><span style="font-family:Arial; font-size:10pt; font-weight:normal"> </span><span style="font-family:Arial; font-size:10pt; font-weight:normal; font-style:italic">Primero</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, la totalidad de los Flujos Netos deberán utilizarse para la reconstitución de la Reserva de Gastos según las instrucciones del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">B. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Reembolso del Monto Dispuesto de la Inversión</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. </span><span style="font-family:Arial; font-size:10pt; font-weight:normal; font-style:italic">Segundo</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, la totalidad de los Flujos Netos sobrantes después de la Reconstitución de la Reserva de Gastos, deberán ser pagados a los Tenedores que sean titulares de Certificados Bursátiles en términos de la legislación aplicable, hasta que la suma de la totalidad de los Flujos Brutos asociados a dichos Flujos Netos, junto con todos los demás Flujos Brutos que anteriormente hayan sido generados, y cuyos Flujos Netos hayan sido distribuidos en términos del presente párrafo, sea igual a la suma de los Montos Dispuestos de las Inversiones cuyos Flujos hayan sido determinados como Efectivo Distribuible, según lo haya aprobado el Comité Técnico o la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">C. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución Preferente a los Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. </span><span style="font-family:Arial; font-size:10pt; font-weight:normal; font-style:italic">Tercero</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, los Flujos Netos sobrantes después de pagadas las cantidades establecidas en los incisos A y B anteriores, deberán ser pagados a los Tenedores hasta que la suma de los Flujos Brutos asociados a los Flujos Netos que hayan recibido los Tenedores bajo este inciso C, equivalgan al Rendimiento Preferente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">D. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución no Preferente</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. </span><span style="font-family:Arial; font-size:10pt; font-weight:normal; font-style:italic">Cuarto</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, una vez pagadas las cantidades descritas en los incisos A, B y C anteriores, la totalidad de los Flujos Netos sobrantes deberán ser pagados al Fideicomitente y Fideicomisario en Segundo Lugar hasta que la suma de los Flujos Brutos asociados a los Flujos Netos distribuidos conforme al presente inciso D equivalgan al Porcentaje de Distribución, de (i) la totalidad de los montos distribuidos conforme el inciso C anterior, y (ii) la totalidad de los montos que corresponderían al Fideicomitente y Fideicomisario en Segundo Lugar conforme el presente inciso D.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">E. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución Excedente</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">. </span><span style="font-family:Arial; font-size:10pt; font-weight:normal; font-style:italic">Quinto</span><span style="font-family:Arial; font-size:10pt; font-weight:normal">, cualesquier otros Flujos Netos remanentes después de pagadas las cantidades establecidas en los incisos anteriores, deberán ser distribuidos a los Tenedores y al Fideicomitente y Fideicomisario en Segundo Lugar en los siguientes porcentajes:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 19.6pt; text-indent:0pt; text-align:justify; padding-left:52.4pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">A los Tenedores, el resultado de restar al 100%, el Porcentaje de Distribución.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.6pt; text-indent:0pt; text-align:justify; padding-left:52.4pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Al Fideicomisario en Segundo Lugar, el Porcentaje de Distribución. </span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Lo anterior en el entendido de que no serán efectuadas al Fideicomitente y Fideicomisario en Segundo Lugar las distribuciones a su favor establecidas en la presente Sección, sino hasta que (i) se haya cubierto el Reembolso del Monto Dispuesto de la Inversión correspondiente a los Tenedores; y (ii) sea pagada la Distribución Preferente a los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las cantidades que se mantengan en la Cuenta del Fideicomisario en Segundo Lugar, serán entregadas a dicho Fideicomisario en Segundo Lugar dentro de los 5 (cinco) Días Hábiles siguientes a la conclusión del Periodo de Inversión una vez que se confirme por el Administrador el monto de las Distribuciones al Fideicomisario en Segundo Lugar considerando la totalidad del Monto Depositado en la Cuenta de Flujo al Día Hábil siguiente a la terminación del Periodo de Inversión, junto con los rendimientos que los recursos correspondientes produzcan desde el surgimiento de la obligación de pago, hasta la fecha de su pago al Fideicomisario en Segundo Lugar. Las Distribuciones al Fideicomisario en Segundo Lugar que se generen con posterioridad a la terminación del Periodo de Inversión serán pagadas al Fideicomisario en Segundo Lugar, sujeto a lo establecido en el párrafo anterior, en la Fecha de Pago inmediata siguiente a la fecha en que las mismas se generen.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para la serie única identificada con clave de pizarra FFLA3CK 15</span><span style="font-family:Arial; font-size:10pt">, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> se tiene la siguiente información:</span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:386.45pt">
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados Originales en la Emisión Inicial</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> 20,000</span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de Colocación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$ 10,000.00 </span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la Emisión Inicial</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$200,000,000.00 </span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados Adicionales en la Emisión Inicial</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> 58,000</span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de Colocación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$10,000.00 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la primera ampliación de la Emisión Inicial</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$580,000,000.00</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados en la primera Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">24,998</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de suscripción</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,000.00 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la primera Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$124,990,000.00</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados en la segunda Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">39,999</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de suscripción</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,500.00 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la segunda Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$99,997,500.00</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados en la tercera Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">40,796</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de suscripción</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,250.00 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la tercera Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$50,995,000.00</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados en la cuarta Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">47,997</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de suscripción</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$625.00 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la cuarta Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">29,998,125</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.00</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Certificados en la quinta Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">68,796</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Precio de suscripción</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$312.50 </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:262.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto de la quinta Emisión Subsecuente</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:110.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">21</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">,</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">498</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">,</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">750</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.00</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Adicional a los contratos a continuación mencionados, en términos de lo previsto en el artículo 7o. Fracción VI, inciso a), numeral 3, segundo y tercer párrafos, de las Disposiciones de Carácter General aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores, se hace constar que al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, no se cuenta con acuerdo verbal o escrito alguno para el ejercicio de voto de los miembros del Comité Técnico, o del rechazo del ejercicio de derecho de designación de miembros del Comité Técnico, por parte de los Tenedores.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se incluye una descripción general de los principales términos y condiciones de los principales contratos celebrados por el Fideicomiso. Dicha descripción no pretende ser exhaustiva y su finalidad principal es la de destacar ciertos aspectos de dichos contratos.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RESUMEN DEL CONTRATO DE FIDEICOMISO.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Contrato de Fideicomiso fue celebrado el 22 de diciembre de 2015 entre el Fideicomitente, el Fiduciario y el Representante Común, mismo que fue modificado mediante Primer Convenio Modificatorio de fecha 11 de julio de 2017 y Segundo Convenio Modificatorio de fecha 17 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">. Este resumen incluye las principales disposiciones del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Partes en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Son Partes del Contrato de Fideicomiso las siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:417pt">
<tr>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fideicomitente</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Administrador</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V., o cualquier otra persona que lo sustituya.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fideicomisarios en Primer </span><span style="font-family:Arial; font-size:10pt">Lugar</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Tenedores, respecto de las cantidades que tengan </span><span style="font-family:Arial; font-size:10pt">derecho a recibir de conformidad con los Certificados Bursátiles y el Contrato de Fideicomiso, representados para todos los efectos del Contrato de Fideicomiso, cuando actúen en su conjunto, por el Representante Común.</span>
</p>
</td>
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<tr style="height:24pt">
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fideicomisario en Segundo Lugar</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V., respecto de las cantidades que tenga derecho a recibir de conformidad con lo establecido en el Contrato de Fideicomiso, o sus sucesores o causahabientes.</span>
</p>
</td>
</tr>
<tr style="height:24pt">
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fiduciario</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, o cualquier otra persona que lo sustituya</span>
</p>
</td>
</tr>
<tr style="height:12pt">
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:31.82%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Representante Común</span>
</p>
</td>
<td style="border-bottom-color:#808080; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#808080; border-left-style:solid; border-left-width:0.75pt; border-right-color:#808080; border-right-style:solid; border-right-width:0.75pt; border-top-color:#808080; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:67.62%">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Monex Casa de Bolsa</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> S.A. de C.V., Monex Grupo Financiero, o cualquier otra persona que lo sustituya.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El patrimonio del Fideicomiso está y estará integrado, según corresponda, de la siguiente manera, sin duplicar:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">i. Por la Aportación Inicial.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">ii. Por los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Iniciales de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">iii. Por los Recursos Netos que obtendrá el Fiduciario como producto de las Emisiones Subsecuentes de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">iv. Por los Compromisos Totales de los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">v. Por los títulos representativos del capital social (y en general cualquier título que represente la participación del Fideicomiso) de las Empresas Promovidas, y en su caso, de los Vehículos Intermedios, que el Fideicomiso adquiera con motivo de las Inversiones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">vi. Otros títulos convertibles en acciones (u otros derechos similares) representativas del capital social de las Empresas Promovidas, así como por los derechos que a su favor se establezcan en los Contratos de Inversión y en los Contratos de Desinversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">vii. Cualesquiera recursos y demás activos, bienes o derechos que reciba el Fiduciario como resultado de las Inversiones que realice en términos del Contrato de Fideicomiso, o como consecuencia de una Desinversión de las mismas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">viii. Por los Flujos y todas y cada una de las cantidades que de tiempo en tiempo sean depositadas en las Cuentas del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">ix. Por los rendimientos, recursos, cantidades líquidas o efectivo derivado de las Inversiones Permitidas en que se invierta el Efectivo Fideicomitido.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">x. Por las demás cantidades, bienes, obligaciones y/o derechos de que, actualmente o en el futuro, sea titular el Fiduciario por cualquier concepto de conformidad con el Fideicomiso, documentos relacionados y los accesorios, frutos productos y/o rendimientos derivados de los mismos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">xi. Conforme a la Circular 1/2005 publicada por el Banco de México, el Patrimonio del Fideicomiso establecido en la Cláusula Quinta del contrato de Fideicomiso, hace las veces de inventario respecto de los bienes que están o estarán afectos al Patrimonio del Fideicomiso para todos los efectos legales a que haya lugar. Asimismo, las partes reconocen que el inventario del Patrimonio del Fideicomiso se irá modificando en el tiempo conforme a las aportaciones que en </span><span style="font-family:Arial; font-size:10pt">un futuro se llegaren a realizar, a los rendimientos de las Inversiones, así como a los pagos o retiros que se realicen con cargo al Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fines del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los fines del Fideicomiso son los siguientes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">a)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario reciba, conserve, mantenga y en su oportunidad, enajene la propiedad de los bienes y derechos que conforman el Patrimonio del Fideicomiso y distribuya y administre los recursos obtenidos por dichas ventas, derivado de la Emisión y Colocación o por cualquier otra causa, en cada una de las Cuentas de conformidad con lo establecido en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">b)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario constituya (y, de ser aplicable, incremente o reconstituya) la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente, y abra, administre y mantenga abiertas, a su nombre, las Cuentas de conformidad con lo previsto en el Contrato de Fideicomiso y cualquier otra cuenta que sea necesaria para cumplir con los fines del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">c)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario realice la Emisión y Colocación de los Certificados Bursátiles conforme a los términos y condiciones que al efecto le instruya por escrito el Comité Técnico, y efectúe los pagos que se establecen en el Título que ampare los mismos, así como que previa aprobación del Comité Técnico, el Fiduciario realice (i) las Emisiones Iniciales, (ii) las Llamadas de Capital, y (iii) las Emisiones Subsecuentes, y (iv) en su caso, la Emisión de los Certificados Bursátiles Adicionales; así como todos los actos que se relacionen con lo anterior; en el entendido que, tratándose de los sub-incisos (ii) y (iii) anteriores, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">d)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que en términos de la LMV y demás disposiciones aplicables, el Fiduciario suscriba los documentos y realice los actos necesarios a fin de llevar a cabo la Emisión y Colocación de los Certificados Bursátiles, incluyendo, sin limitar, el Acta de Emisión, el Título que ampare los Certificados Bursátiles, el Contrato de Colocación, y solicite y obtenga de la CNBV, la BMV y cualquier otra Autoridad, las autorizaciones necesarias para llevarlas a cabo, así como el registro de los Certificados Bursátiles en el RNV, su listado en la BMV y el depósito del Título ante el Indeval. De igual manera, que el Fiduciario presente toda la información y lleve a cabo todos los actos, gestiones, celebración y firma de aquellos documentos necesarios o convenientes para mantener el registro de los Certificados Bursátiles en el RNV, su listado en la BMV, y, cuando sea procedente, el canje del Título respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">e)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, previa instrucción por escrito del Comité Técnico, celebre con el Intermediario Colocador el Contrato de Colocación correspondiente conforme a los términos y condiciones que al efecto le instruya, y cumpla con las obligaciones previstas en el mismo, siempre que este no contravenga en ningún sentido los términos dispuestos bajo el Contrato de Fideicomiso ni los fines convenidos en el mismo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">f)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Conforme a los Contratos de Inversión, llevar a cabo Inversiones en las Empresas Promovidas; en el entendido que, en ningún caso el Fideicomiso invertirá en valores inscritos en el RNV o listados en cualquier bolsa, directa o indirectamente, en la fecha en que se realice la Inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">g)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario otorgue al Administrador un poder general, de conformidad con el Anexo "B" y la Cláusula Vigésima Octava del Contrato de Fideicomiso, para que éste realice las Inversiones, así como las Desinversiones en las Empresas Promovidas, y celebre los Contratos de Inversión y los Contratos de Desinversión en nombre y por cuenta del Fideicomiso en los términos del Contrato de Fideicomiso; en el entendido que el Administrador estará sujeto a que previo a la realización de las Inversiones y/o Desinversiones, se obtenga la aprobación del Comité Técnico cuando éstas representen menos del 20% (veinte por ciento) del Monto Máximo </span><span style="font-family:Arial; font-size:10pt">de la Emisión, y previa aprobación de la Asamblea de Tenedores cuando las Inversiones y Desinversiones representen el 20% (veinte por ciento) o más del Monto Máximo de la Emisión, en ambos casos con base en cifras correspondientes al cierre del trimestre inmediato anterior y considerando, en su caso, los compromisos de las Llamadas de Capital, con independencia de que dichas Inversiones o Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">h)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, por instrucciones del Administrador, celebre los Contratos de Inversión y los Contratos de Desinversión y cumpla con los términos y condiciones previstos en los mismos y cuando proceda, los modifique y/o los de por terminados; en el entendido que el Fiduciario estará sujeto a que previo a la celebración de los Contratos de Inversión y Contratos de Desinversión correspondientes, se obtenga (i) la aprobación del Comité Técnico cuando las Inversiones y/o Desinversiones representen menos del 20% (veinte por ciento) del Monto Máximo de la Emisión, (ii) previa aprobación de la Asamblea de Tenedores cuando (a) las Inversiones y/o Desinversiones representen el 20% (veinte por ciento) o más del Monto Máximo de la Emisión , o (b) la Inversión o adquisición que pretenda realizarse represente el 10% (diez por ciento) o más del Monto Máximo de la Emisión, con base en cifras correspondientes al cierre del trimestre inmediato anterior, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, y dichas operaciones se pretendan realizar con personas que se ubiquen en al menos uno de los dos supuestos siguientes: (x) aquellas relacionadas respecto las Empresas Promovidas sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador, o bien, (y) que representen un conflicto de interés; en cualquiera de los casos anteriores, con base en cifras correspondientes al cierre del trimestre inmediato anterior considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, con independencia de que dichas Inversiones o Desinversiones se ejecuten de manera simultánea o sucesiva en un período de 12 (doce) meses contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">i)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario invierta el Efectivo Fideicomitido depositado en las Cuentas en Inversiones Permitidas de conformidad con lo establecido en la Cláusula Décima Tercera del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">j)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, mediante la subcontratación de los mismos, o de cualquier otra manera preste a cualquier Empresas Promovida, aquellos servicios necesarios para la operación y funcionamiento de los mismos (incluyendo servicios de asesoría) y facturar o emitir los comprobantes respectivos, trasladando en forma expresa y por separado, en su caso, el impuesto al valor agregado respectivo. Cualesquiera recursos que el Fiduciario reciba en concepto de dichos servicios y/o por la repercusión que el Fiduciario realice a cualquier Empresa Promovida de gastos incurridos para su beneficio (excluyendo impuestos, en particular el impuesto al valor agregado) se considerarán "recursos fiduciarios adicionales" para todos los propósitos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">k)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate al Auditor Externo y, en su caso, lo sustituya de conformidad con las instrucciones por escrito que al efecto emita la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">l)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate al Valuador Independiente autorizado para efectos de lo dispuesto en la Cláusula Vigésima Segunda del Contrato de Fideicomiso y, en su caso, lo sustituya en cualquier momento de acuerdo con los términos establecidos en el Fideicomiso, de conformidad con las instrucciones por escrito que al efecto emita la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">m)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, de conformidad con las instrucciones previas del Administrador, el Fiduciario celebre el contrato de prestación de servicios con el Representante Común, en el que se haga constar la contratación de éste último, respecto de la prestación de servicios de representación común para beneficio de los Tenedores, al amparo del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">n)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario pague, con cargo al Patrimonio del Fideicomiso y hasta donde éste baste y alcance, todas las obligaciones a su cargo de conformidad con lo establecido en el Fideicomiso, incluyendo, de forma enunciativa, más no limitativa, el pago de las cantidades adeudadas a los Tenedores de conformidad con el Título que ampare Certificados Bursátiles, los Gastos de Emisión y Colocación, los Gastos de Mantenimiento y los Gastos de Inversión, y que lleve a cabo las operaciones cambiarias, que en su caso sean necesarias para liquidar dichos conceptos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">o)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario prepare y proporcione toda aquella información relevante relacionada con el Fideicomiso, que de conformidad con el Contrato de Fideicomiso, la LMV, la Circular Única de Emisoras, el Reglamento Interior de la BMV y las demás disposiciones aplicables, deba entregar a las Autoridades, a la BMV, al Comité Técnico, al Representante Común, a los Tenedores, a los Proveedores de Precios y al Valuador Independiente, a través de los medios establecidos para tal efecto y dentro de los plazos previstos en las mismas disposiciones, así como toda información que le sea solicitada o deba entregar de conformidad con el Fideicomiso; así como que el Fiduciario prepare y presente las declaraciones fiscales aplicables en base a la información que el Administrador está obligado a proporcionarle al Fiduciario en términos del Contrato de Fideicomiso y de conformidad con la legislación aplicable, así como que lleve a cabo todos los actos tales como cualesquiera retenciones aplicables y la emisión de constancias y registros, que sean necesarios para cumplir con las leyes fiscales aplicables durante la vigencia del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">p)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario, previas instrucciones por escrito del Comité Técnico o del Administrador, según corresponda en términos del Fideicomiso, tome las demás acciones o lleve a cabo los actos necesarios para el adecuado cumplimiento de los Fines del Fideicomiso, incluyendo, sin limitar, la celebración de cualquier otro contrato o convenio, y el retiro y depósito de cualquier cantidad en las Cuentas, de conformidad con lo establecido en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">q)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario otorgue los poderes generales o especiales que se requieran para la consecución de los Fines del Fideicomiso o para la defensa del Patrimonio del Fideicomiso de conformidad con lo dispuesto en el Contrato de Fideicomiso, la Cláusula Vigésima Octava del Contrato de Fideicomiso y los términos establecidos en el Anexo "B" del mismo, en el entendido de que el Fiduciario no podrá otorgar poderes con facultades de dominio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">r)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que el Fiduciario contrate con cargo al Patrimonio del Fideicomiso y/o proporcione al Representante Común, con cargo al Patrimonio del Fideicomiso, los recursos necesarios para realizar las contrataciones de los terceros que asistan a dicho Representante Común en el cumplimiento de sus obligaciones, según le sea instruido por escrito por el Representante Común, en términos de lo establecido en la sección 19.2 del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">s)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que una vez concluida la vigencia del Contrato de Fideicomiso y que se hayan cubierto todas las cantidades pagaderas bajo los Certificados Bursátiles, el Fiduciario distribuya los bienes, derechos y cualquier otro activo que forme parte del Patrimonio del Fideicomiso en ese momento, de conformidad con lo establecido en el Contrato de Fideicomiso y dé por extinguido el Fideicomiso, otorgando al Fideicomitente y a su vez este último al Fiduciario, de ser aplicable, el finiquito más amplio que en su derecho corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">t)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Que, en lo no previsto en el Contrato de Fideicomiso, el Fiduciario lleve a cabo o suscriba todos los actos que sean necesarios para el debido cumplimiento de los Fines del Fideicomiso, de conformidad con las instrucciones que reciba del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">u)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">En términos generales, que el Fiduciario lleve a cabo cualquier otra acción que sea necesaria o conveniente para satisfacer o cumplir los Fines del Fideicomiso, las estipulaciones del Contrato de Fideicomiso y cualquier otro documento celebrado por el Fiduciario en cumplimiento del mismo, y las disposiciones legales aplicables.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomitente reconoce que el Fiduciario no estará obligado a realizar acto alguno en contravención al Fideicomiso o a la legislación aplicable a la materia. Asimismo, las Partes acuerdan que el Fiduciario no será responsable por aquellos actos que realice en seguimiento de las instrucciones que por escrito el Comité Técnico, el Administrador y/o la Asamblea de Tenedores, según sea el caso, le entregue conforme a lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">1. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión de Certificados Bursátiles con llamadas de capital con actualización del monto.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En cumplimiento a lo establecido en los artículos 61, 62, 63, 64, y 68 de la LMV, así como del Contrato de Fideicomiso, el Acta de Emisión y el Título, el Fiduciario emitirá Certificados Bursátiles hasta por un monto máximo de $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.), siendo la Aportación Mínima de Capital de $780,000,000.00 (setecientos ochenta millones de Pesos 00/100 M.N.) equivalentes al 20% (veinte por ciento) del Monto Máximo de la Emisión, de conformidad con las instrucciones que al efecto le entregue el Comité Técnico. En ningún caso se podrá ampliar el Monto Máximo de la Emisión cuando el Fiduciario ya haya efectuado alguna Llamada de Capital, salvo con el consentimiento de al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">2. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aportación Mínima de Capital.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En las Fechas de Emisión Iniciales los Tenedores deberán suscribir y pagar (i) 20,000 (veinte mil) Certificados Bursátiles Originales por un monto total de $200,000,000.00 (doscientos millones de Pesos 00/100 M.N.), y (ii) 58,000 (cincuenta y ocho mil) Certificados Bursátiles Adicionales por un monto total de $580,000,000.00 (quinientos ochenta millones de Pesos 00/100 M.N.); mismos que conjuntamente representan el 20% (veinte por ciento) del Monto Máximo de la Emisión, y por la mera suscripción de los Certificados Bursátiles, estarán comprometidos a lo siguiente: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">pagar el valor de suscripción de los Certificados Bursátiles Originales y los Certificados Bursátiles Adicionales en las Fechas de Emisión Iniciales, el cual deberá representar conjuntamente el 20% (veinte por ciento) del Compromiso Total de cada Tenedor; y (ii) asumir la obligación de realizar Contribuciones Adicionales; lo anterior bajo el mecanismo de Llamadas de Capital que se describe en el Fideicomiso y conforme a la Circular Única de Emisoras.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">3. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisión Inicial, Inscripción y Listado de los Certificados Originales.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario se obliga a celebrar con el Intermediario Colocador, el (los) Contrato(s) de Colocación bajo la modalidad de mejores esfuerzos de acuerdo con los términos y condiciones que el Comité Técnico le instruya. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que en las Fechas de Emisión Iniciales se coloque un monto menor a la Aportación Mínima de Capital, en relación al Monto Máximo de la Emisión, conforme a lo establecido en la sección anterior, se deberá modificar el Acta de Emisión, sin que sea necesario para dichos efectos la aprobación del Comité Técnico o la Asamblea de Tenedores, en virtud de que no se afectan los derechos de estos últimos y de que se realizarán únicamente las modificaciones necesarias para reflejar el monto que efectivamente se hubiere colocado y demás que deriven del mismo, incluyendo sin limitar la Aportación Mínima de Capital y el Monto Máximo de la Emisión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En las Fechas de Emisión Iniciales, el Fiduciario, con la intervención del Intermediario Colocador, colocará los Certificados Originales y, en su caso, los Certificados Adicionales, entre el público inversionista a través de oferta(s) pública(s) restringida(s) autorizada(s) por las Autoridades competentes. Para lo anterior, el Fiduciario se obliga a llevar a cabo aquellos actos necesarios para la inscripción de los Certificados Bursátiles Originales en el RNV y para su listado en la BMV y demás registros similares o en otras jurisdicciones, según le sea instruido por el Comité Técnico. Las Emisiones Iniciales deberán realizarse por la Aportación Mínima de Capital, la cual </span><span style="font-family:Arial; font-size:10pt">deberá representar, por lo menos, el 20% (veinte por ciento) del Monto Máximo de la Emisión, para lo cual los Tenedores deberán suscribir y pagar el número de Certificados Bursátiles correspondientes a su Aportación Mínima de Capital.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En términos de la Circular Única de Emisoras, el Fiduciario podrá solicitar a la CNBV la autorización para realizar diversas ofertas públicas hasta alcanzar a colocar el monto de la Aportación Mínima de Capital, siempre que los Certificados Bursátiles se ofrezcan en oferta pública restringida; en el entendido que, el plazo máximo en que se podrán llevar a cabo ofertas públicas a que alude este párrafo será de 1 (un) año, a partir de la Fecha de Emisión Inicial. El precio de colocación de los Certificados Bursátiles Originales que se ofrezcan en cada una de las ofertas que tengan por objeto alcanzar a colocar el monto de la Aportación Mínima de Capital, será de $10,000.00 (diez mil Pesos 00/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que la CNBV haya autorizado la realización de diversas ofertas públicas a que alude el párrafo anterior, a fin de realizar las subsecuentes ofertas a la inicial, el Fiduciario deberá acreditar ante la CNBV estar al corriente en la entrega de la información periódica a que hace referencia el Título Cuarto de la Circular Única de Emisoras. En estos supuestos, no será necesario que la Asamblea General de Tenedores apruebe las ofertas subsecuentes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario, previo a llevar a cabo la colocación de cada oferta, deberá comunicar a la CNBV, con 2 (dos) Días Hábiles de anticipación al cierre de libro, las características de ésta, así como presentar el aviso de oferta pública.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">4. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Emisiones Subsecuentes; Actualización de la Emisión.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De conformidad con los artículos 62, 63, 64, y 68 de la LMV y en los términos y condiciones que en su momento instruya el Administrador, mismos que deberán ajustarse a lo previsto en el Contrato de Fideicomiso y el Acta de Emisión, así como con la aprobación del Comité Técnico para cada Emisión Subsecuente, el Fiduciario colocará, sujeto a la actualización de su inscripción en el RNV, Certificados Subsecuentes en cada fecha en que se lleve a cabo una Emisión Subsecuente conforme al mecanismo de Llamadas de Capital, sin que sea necesario consentimiento alguno de los Tenedores, la celebración de una Asamblea de Tenedores o la modificación del Acta de Emisión para llevar a cabo la Llamada de Capital; en el entendido que, el Fiduciario no podrá llevar a cabo Emisiones Subsecuentes cuyo monto acumulado, junto el monto de las Emisiones Iniciales, sea mayor al Monto Máximo de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá solicitar a la CNBV la actualización de la inscripción de los Certificados en el RNV con anterioridad a la Llamada de Capital correspondiente, en términos del Artículo 14, fracción II tercer párrafo de la Circular Única de Emisoras, a fin de contar con dicha actualización antes de que se lleve a cabo la Emisión Subsecuente correspondiente. Al solicitar la actualización de la inscripción en el RNV, el Fiduciario deberá presentar a la CNBV un aviso con fines informativos que contenga las características de la Llamada de Capital de que se trate, así como las resoluciones del Comité Técnico en que se apruebe cada una de las Emisiones Subsecuentes. Asimismo, al momento de solicitar a la CNBV la actualización de la inscripción de los Certificados en el RNV, se deberá solicitar a la BMV la actualización del registro de los Certificados Bursátiles en dicha institución.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otro lado, el Fiduciario deberá canjear el Título en Indeval, sin que sea necesaria la aprobación de la Asamblea de Tenedores, y dicho Título deberá modificarse únicamente para actualizar el número de Certificados Bursátiles que amparará, pero los demás términos y condiciones no podrán ser modificados, incluyendo, sin limitar, la Fecha de Vencimiento, clave de pizarra y Fecha de Emisión Inicial; en el entendido que, el proyecto del Título a ser depositado en sustitución del anterior, deberá ser presentado en Indeval a más tardar en la Fecha Límite de Suscripción correspondiente.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Adicionalmente, a más tardar el Día Hábil anterior a que el Administrador entregue al Fiduciario una Instrucción de Llamada de Capital, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">el Comité Técnico deberá reunirse para aprobar cada Emisión Subsecuente y, en su caso, aprobar el Destino de los Recursos obtenidos con cada Llamada de Capital, esto último solamente cuando sean menores al 20% (veinte por ciento) del Monto Máximo de la Emisión, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">la Asamblea de Tenedores para aprobar el Destino de los Recursos obtenidos con cada Llamada de Capital, cuando sean al menos iguales o mayores al 20% (veinte por ciento) del Monto Máximo de la Emisión, en cuyo caso no será necesaria adicionalmente la aprobación de la Asamblea de Tenedores a que se refiere el inciso D. de la sección 19.3.3 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">5. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Títulos</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles emitidos por el Fideicomiso estarán documentados mediante un solo Título que amparará todos los Certificados Bursátiles en circulación. Dicho Título será sustituido en cada fecha en que se lleve a cabo una Emisión Subsecuente por un nuevo título que represente los Certificados Bursátiles en circulación hasta e incluyendo dicha fecha.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles darán a sus Tenedores el derecho de recibir, en estricto apego a lo dispuesto en el Fideicomiso, las Distribuciones a los Tenedores, en términos de lo dispuesto en la sección 12.2 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">6. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Acta de Emisión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá realizar la emisión de los Certificados Bursátiles con base en el Acta de Emisión, y deberá contener los requerimientos mínimos establecidos en la LMV y la Circular Única de Emisoras.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">7. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Llamadas de Capital.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Durante el Periodo de Inversión, el Fiduciario, con la instrucción del Administrador, y previa aprobación del Comité Técnico, podrá realizar Llamadas de Capital a los Tenedores con la finalidad de que realicen Contribuciones Adicionales que serán utilizadas por el Fiduciario para los propósitos que el Administrador determine, que podrán ser, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">la realización de Inversiones, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">el pago de Gastos de Mantenimiento y Gastos de Inversión (incluyendo el fondeo de la Reserva para Gastos), y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">la realización de Inversiones Adicionales; en el entendido que, el Fiduciario no tendrá derecho a efectuar Llamadas de Capital una vez concluido el Periodo de Inversión, salvo en los supuestos de excepción que más adelante se indican; en el entendido, además, que el Fiduciario no podrá efectuar Llamadas de Capital, por cantidades superiores al Monto de Inversión que, en conjunto, haya sido comprometido para la realización de Inversiones durante el Periodo de Inversión.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Una vez que se haya llevado a cabo el pago de los Certificados Subsecuentes por parte de los Tenedores, el Fiduciario entregará los mismos a los Tenedores, con la finalidad de reflejar su Contribución Adicional.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los recursos obtenidos de las Contribuciones Adicionales se depositarán en la Cuenta General para ser aplicados conforme a lo establecido en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">7.1 </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Procedimiento para las Llamadas de Capital.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Previo a la realización de una Llamada de Capital, con al menos 16 (dieciséis) Días Hábiles de anticipación a la Fecha de Emisión Subsecuente, el Administrador deberá entregar al Fiduciario y al Representante Común una Instrucción de Llamada de Capital, que deberá incluir, cuando menos, la siguiente información: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">el número de Llamada de Capital; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">la Fecha de Registro, la Fecha Ex-Derecho, la Fecha Límite de Suscripción y la Fecha de Emisión Subsecuente; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">el Monto Adicional Requerido, en el entendido que, la suma de los Montos Adicionales Requeridos, </span><span style="font-family:Arial; font-size:10pt">y el resto de los Montos Adicionales Requeridos como resultado de Llamadas de Capital anteriores, no deberá exceder el Compromiso Total de cada Tenedor; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> el número de Certificados Bursátiles correspondientes a la Emisión Subsecuente,</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> (v)</span><span style="font-family:Arial; font-size:10pt"> la Fecha de Contribución Adicional, misma que deberá coincidir con la Fecha de Emisión Subsecuente; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vi)</span><span style="font-family:Arial; font-size:10pt"> el precio de colocación de cada Certificado Subsecuente; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vii) </span><span style="font-family:Arial; font-size:10pt">el Compromiso por Certificado que cada Tenedor deberá suscribir y pagar por cada Certificado Bursátil en circulación del que sea titular antes de la Emisión Subsecuente; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(viii) </span><span style="font-family:Arial; font-size:10pt">el Destino de los Recursos; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ix) </span><span style="font-family:Arial; font-size:10pt">el estimado de los Gastos de Emisión y Colocación relacionados con la Llamada de Capital; lo anterior mediante el registro que deberá llevar el Fiduciario conforme al presente apartado y la sección 2.7 del Acta de Emisión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario, con al menos 15 (quince) Días Hábiles de anticipación a la Fecha de Contribución Adicional, deberá notificar a los Tenedores sobre la Llamada de Capital correspondiente, mediante la publicación del anuncio respectivo a través de EMISNET, mismo que deberá incluir la información mencionada en el párrafo anterior. El Fiduciario deberá entregar copia de dicho anuncio al Indeval, a la BMV y a la CNBV por escrito o por los medios que estos determinen y al Representante Común a más tardar el siguiente día al que se realice la Llamada de Capital correspondiente, en el entendido que dicha Llamada de Capital deberá ser anunciada nuevamente en EMISNET cada 2 (dos) Días Hábiles contados a partir de la primera notificación y hasta la Fecha Límite de Suscripción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, con la misma anticipación establecida en el párrafo anterior, el Fiduciario deberá notificar por escrito a cada uno de los Tenedores de los Certificados Bursátiles que tenga registrados en términos de la presente sección y de la sección 2.7 del Acta de Emisión, sobre la Llamada de Capital correspondiente, indicando los puntos enumerados en el primer párrafo del presente apartado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cada Tenedor que al cierre de operaciones de la Fecha de Registro especificada en la Llamada de Capital respectiva, sea titular de Certificados Bursátiles en términos de la legislación aplicable, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">deberá suscribir, mediante notificación a Indeval, a más tardar al cierre de operaciones de Indeval en la Fecha Límite de Suscripción, los Certificados Subsecuentes que le corresponda suscribir conforme a dicha Llamada de Capital en base al Compromiso por Certificado correspondiente al número de Certificados Bursátiles de los que sea titular al cierre de operaciones de la Fecha de Registro, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> deberá pagar, por conducto de Indeval, dichos Certificados Subsecuentes en la Fecha de Contribución Adicional; en el entendido que, el número de Certificados Subsecuentes que cada Tenedor deberá suscribir y pagar, se determinará multiplicando el Compromiso por Certificado por el número de Certificados Bursátiles de los que sea titular dicho Tenedor al cierre de operaciones de la Fecha de Registro, redondeado al entero inferior más próximo, en el entendido, que en caso de que el número de Certificados Bursátiles que le corresponda suscribir y pagar a un Tenedor en la Fecha de Emisión Subsecuente sea menor a 1 (uno), el número de Certificados Bursátiles que deberá suscribir y pagar será 1 (uno).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario únicamente emitirá los Certificados Bursátiles que los Tenedores hayan suscrito en o antes de la Fecha Límite de Suscripción y hayan pagado efectivamente en la Fecha de Emisión Subsecuente (o aquellos que se hayan suscrito y pagado dentro del Periodo de Cura). Sólo tendrán derecho a suscribir los Certificados Bursátiles que se emitan en una Emisión Subsecuente, los Tenedores de Certificados Bursátiles con base en el Compromiso por Certificado correspondiente al número de Certificados Bursátiles de los que sea titular en la Fecha de Registro. La suscripción se considerará realizada en la fecha en que se lleve a cabo la Emisión Subsecuente y se haya pagado la Contribución Adicional. En caso de que un Tenedor no suscriba y pague los Certificados Subsecuentes que le corresponda, ya sea en su totalidad o en una porción, se verá sujeto a la dilución punitiva que se describe en la sección 7.7.2 del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Considerando los mecanismos de operación de la BMV, cualquier Persona que adquiera Certificados Bursátiles en o con posterioridad a la Fecha Ex-Derecho especificada en la Llamada de Capital respectiva, no tendrá derecho a suscribir y pagar los Certificados Subsecuentes que se emitan en la Emisión Subsecuente correspondiente y, como consecuencia, también se verá sujeta a la dilución punitiva que se describe en el apartado "Consecuencias para los Tenedores que incumplan con las Llamadas de Capital". Por otro lado, el Tenedor que transfiera Certificados Bursátiles en o con posterioridad a la Fecha Ex-Derecho, podrá suscribir en o antes de la Fecha Límite de Suscripción, los Certificados Subsecuentes que le corresponda suscribir conforme a dicha Llamada de Capital con base en el Compromiso por Certificado correspondiente al número de Certificados Bursátiles de los que era titular en dicha Fecha Ex-Derecho, aún si en la fecha de la Emisión Subsecuente ya no es titular de los mismos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que al cierre de operaciones de la Fecha Límite de Suscripción el Fiduciario no hubiere recibido evidencia de las órdenes de suscripción enviadas a Indeval, correspondientes a los Certificados Bursátiles a ser emitidos en la Emisión Subsecuente correspondiente, el Fiduciario </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> deberá modificar la Llamada de Capital mediante la prórroga a la Fecha Límite de Suscripción por un plazo de 2 (dos) Días Hábiles, y además </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> podrá modificar la Llamada de Capital o emitir una nueva Llamada de Capital de conformidad con las instrucciones del Administrador, en ambos casos debiendo hacer el anuncio respectivo a través de EMISNET y entregando un aviso por escrito a Indeval, a la BMV y a la CNBV, con copia al Representante Común, notificándoles dicha prórroga o modificación a la Llamada de Capital respectiva (incluyendo, de ser el caso cualquier modificación a la Fecha de Contribución Adicional respectiva) a más tardar antes del inicio de operaciones del Día Hábil inmediato siguiente a dicha Fecha Límite de Suscripción. La nueva Llamada de Capital deberá cumplir, en todo caso, con los requisitos establecidos para una Llamada de Capital que se establecen en el presente apartado, incluyendo sin limitación, los tiempos con que la misma deba realizarse salvo que la única modificación de dicha Llamada de Capital sea la Prórroga de Llamada de Capital y, por consiguiente, la Fecha de Emisión Subsecuente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sin perjuicio de lo establecido en el párrafo anterior, el Fiduciario, previa instrucción del Administrador, podrá otorgar un periodo de 3 (tres) Días Hábiles siguientes a la Fecha de Emisión Subsecuente, para que cualquier Tenedor que haya ofrecido suscribir la totalidad de los Certificados Bursátiles que le haya correspondido suscribir conforme a la Llamada de Capital en la Fecha Límite de Suscripción, pero haya incumplido con el pago de la Contribución Adicional en la Fecha de Emisión Subsecuente correspondiente, pague dicha Contribución Adicional. Para efectos de lo anterior, cualquier Tenedor que haya ofrecido suscribir pero no haya pagado su Contribución Adicional en la Fecha de Emisión Subsecuente, pagarán, en adición al precio de los Certificados correspondientes, una penalidad calculada aplicando, al precio de los Certificados correspondientes, una tasa de interés anual equivalente al resultado de multiplicar por 2 (dos) la Tasa de Interés Interbancaria de Equilibrio a un plazo de hasta 29 (veintinueve) días naturales, que sea publicada por el Banco de México en el Diario Oficial de la Federación el Día Hábil inmediato anterior a la original Fecha de Emisión Subsecuente, por el número de días naturales transcurridos a partir del Día Hábil siguiente a la Fecha de Emisión Subsecuente original y, en su caso, hasta la Fecha de Emisión Subsecuente prorrogada, que será el tercer Día Hábil siguiente a la Fecha de Emisión Subsecuente original (en el entendido que el cálculo de la penalidad se efectuará utilizando el procedimiento de días naturales efectivamente transcurridos, con divisor de 360 (trescientos sesenta) días. Las cantidades recibidas por el Fideicomiso en concepto de penalidad en términos de lo anterior serán utilizadas para lo siguiente: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">en su caso, pagar al Fiduciario y al Administrador los gastos debidamente comprobados incurridos durante el Periodo de Cura como resultado del incumplimiento del Tenedor, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> para aumentar los montos que se encuentren depositados en las Cuentas del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A más tardar el Día Hábil siguiente a la Fecha de Emisión Subsecuente correspondiente, el Fiduciario deberá notificar a los Tenedores sobre el inicio del Periodo de Cura, mediante la publicación del anuncio respectivo a través de EMISNET. El Fiduciario deberá entregar copia de dicho anuncio al Indeval, por escrito en la misma fecha en la que se publique en EMISNET, a la </span><span style="font-family:Arial; font-size:10pt">CNBV, a la BMV y al Representante Común a más tardar el siguiente Día Hábil al que se realice la notificación correspondiente. Asimismo, con la misma anticipación, el Fiduciario deberá notificar por escrito a cada uno de los Tenedores de los Certificados Bursátiles que tenga registrados conforme a la sección 2.7 del Acta de Emisión y que hayan incumplido con la Llamada de Capital, sobre el inicio del Periodo de Cura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá mantener, con la asistencia y con la información que le proporcione el Administrador, un registro en el que conste el monto de las aportaciones recibidas por el Fideicomiso como resultado de las Emisiones Iniciales y de cada Emisión Subsecuente por cada Tenedor, los Compromisos Totales restantes de los Tenedores, el número de Certificados Bursátiles que correspondió emitir en cada Emisión Subsecuente que se hubiera realizado a esa fecha, y el Compromiso por Certificado correspondiente a cada Certificado Bursátil en circulación para cada Emisión Subsecuente que se hubiera realizado a esa fecha.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario no podrá realizar Llamadas de Capital después de que termine el Periodo de Inversión, salvo por lo previsto a continuación:</span>
</p>
<p style="margin:0pt; text-indent:2.25pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">a. Se podrán realizar Llamadas de Capital para fondear la Reserva para Gastos y pagar Gastos de Mantenimiento; y</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">b. Se podrán realizar Llamadas de Capital durante los 2 (dos) años siguientes a la fecha en que haya terminado el Periodo de Inversión para realizar Inversiones Adicionales y pagar Gastos de Inversión relacionados con las mismas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles que se emitan en las Fechas de Emisión Iniciales, serán ofrecidos para su suscripción a un precio de $10,000.00 (diez mil Pesos 00/100 M.N.) cada uno, y se considerará que cada Tenedor aporta $10,000.00 (diez mil Pesos 00/100 M.N.) al Fideicomiso por cada Certificado Bursátil que adquiera en la Fecha de Emisión Inicial. En virtud de lo anterior, el número de Certificados Originales a emitirse en las Emisiones Iniciales será igual al monto a ser emitido dividido entre 10,000 (diez mil).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El número de Certificados Bursátiles que correspondería emitir en una Emisión Subsecuente, asumiendo que todos los Tenedores han suscrito y pagado todos los Certificados Bursátiles que les hubiera correspondido suscribir conforme a las Llamadas de Capital previas, se determinará utilizando la siguiente fórmula (en el entendido que el número de Certificados Subsecuentes que efectivamente se emitan en una Emisión Subsecuente podrá ser ajustado para reflejar el monto que haya sido efectivamente suscrito en la Fecha Límite de Suscripción correspondiente, y que dicho ajuste no afectará los cálculos siguientes):</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Xi = (2</span><span style="font-family:Arial; font-size:3pt; font-weight:bold; vertical-align:super">i</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">) (Yi/10,000)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Xi= al número de Certificados Bursátiles que correspondería emitir en la Emisión Subsecuente correspondiente, asumiendo que todos los Tenedores han suscrito y pagado todos los Certificados Bursátiles que les hubiera correspondido suscribir conforme a las Llamadas de Capital previas a la fecha de cálculo respectiva</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Yi = al monto de la Emisión Subsecuente correspondiente</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">i = al número de Llamada de Capital correspondiente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El precio a pagar por Certificado Bursátil en cada Emisión Subsecuente se determinará utilizando la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Pi= Yi/ Xi</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Pi= al precio por Certificado Bursátil en la Emisión Subsecuente correspondiente; en el entendido que, para calcular Pi se utilizarán hasta diez puntos decimales</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El número de Certificados Bursátiles a ser emitidos en una Emisión Subsecuente que un Tenedor debe suscribir por cada Certificado Bursátil del que sea titular en la Fecha de Registro correspondiente, se determinará por el Administrador utilizando la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt 70.9pt; text-align:justify">
<img src="data:image/png;base64,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" width="83" height="79" alt="Diagrama

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</p>
<p style="margin:0pt 0pt 0pt 78pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:0pt 0pt 0pt 78pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 78pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Ci</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> =</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> al Compromiso por Certificado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Lo anterior en el entendido que, el número de Certificados Bursátiles que deberá suscribir y pagará cada Tenedor se determinará multiplicando dicho Compromiso por Certificado por el número de Certificados Bursátiles de los que sea titular dicho Tenedor en la Fecha de Registro, redondeado al entero inferior más próximo, en el entendido, que en caso de que el número de Certificados Bursátiles que le corresponda suscribir y pagar a un Tenedor en la Fecha de Emisión Subsecuente sea menor a 1 (uno), el número de Certificados Bursátiles que deberá suscribir y pagar será 1 (uno).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De manera ilustrativa, a continuación, se desarrollan las fórmulas para determinar el Compromiso por Certificado para la primera, la segunda y la tercera Llamada de Capital.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la primera Llamada de Capital, el Compromiso por Certificado se determinará utilizando la siguiente fórmula:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt 106.2pt; text-align:justify">
<img src="data:image/png;base64,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" width="48" height="46" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:2pt 0pt 0pt 106.2pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt 36pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:2pt 0pt 0pt 106.2pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">X1=</span><span style="font-family:Arial; font-size:10pt"> al número de Certificados Bursátiles que correspondería emitir respecto de la primera Llamada de Capital</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">X0=</span><span style="font-family:Arial; font-size:10pt">al número de Certificados Bursátiles correspondientes a la Emisión Inicial</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la segunda Llamada de Capital, el Compromiso por Certificado se determinará utilizando la siguiente fórmula:</span>
</p>
<p style="margin:2pt 0pt 0pt 70.9pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt 70.9pt; text-indent:35.45pt; text-align:justify">
<img src="data:image/png;base64,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" width="81" height="46" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:2pt 0pt 0pt 70.9pt; text-indent:35.45pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34.9pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">X2=</span><span style="font-family:Arial; font-size:10pt">al número de Certificados Bursátiles que correspondería emitir respecto de la segunda Llamada de Capital, asumiendo que todos los Tenedores han </span><span style="font-family:Arial; font-size:10pt">suscrito y pagado todos los Certificados Bursátiles que les hubiera correspondido suscribir conforme a la primera Llamada de Capital</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la tercera Llamada de Capital, el Compromiso se determinará utilizando la siguiente fórmula:</span>
</p>
<p style="margin:0pt 0pt 0pt 106.35pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt 106.35pt; text-align:justify">
<img src="data:image/png;base64,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" width="114" height="46" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:2pt 0pt 0pt 106.35pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 70.8pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
</p>
<p style="margin:0pt 0pt 0pt 70.8pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">X3=</span><span style="font-family:Arial; font-size:10pt"> al número de Certificados Bursátiles que correspondería emitir respecto de la tercer Llamada de Capital, asumiendo que todos los Tenedores han suscrito y pagado todos los Certificados Bursátiles que les hubiera correspondido suscribir conforme a la primera y segunda Llamadas de Capital.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El monto de la aportación que realice cada Tenedor al Fideicomiso será igual al monto que resulte de multiplicar el número de Certificados Bursátiles que suscriba dicho Tenedor en la Emisión Subsecuente correspondiente, por el precio por Certificado Bursátil de la Emisión Subsecuente correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los montos que reciba el Fiduciario respecto de las Emisiones Iniciales y las Emisiones Subsecuentes, serán recibidos en la Cuenta General y estarán sujetos a los procedimientos que se establecen en las Cláusulas Décima Primera y Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los cálculos descritos en los párrafos anteriores serán realizados por el Administrador y este a su vez tendrá que notificar el resultado de los mismos al Fiduciario y al Representante Común, previo al envío de la instrucción que hará llegar al Fiduciario para llevar a cabo la Llamada de Capital.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario, al día siguiente de finalizado el plazo para acudir a la Llamada de Capital, deberá proporcionar a la CNBV a través de STIV-2, a la BMV a través del SEDI, y al público en general, la información establecida en el Art. 35 Bis de la Circular Única de Emisoras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En cuanto a los sistemas de administración de efectivo para el manejo de los recursos de la Emisión Inicial y de las Emisiones Subsecuentes, los montos que reciba el Fiduciario respecto de la Emisión Inicial y las Emisiones Subsecuentes de los Certificados Bursátiles serán recibidos en la Cuenta General y estarán sujetas a los procedimientos que se establecen en las Cláusulas Décimo Primera, Décimo Segunda y Décimo Tercera del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">7.2 Consecuencias para los Tenedores que incumplan con las Llamadas de Capital.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Conforme al mecanismo de Llamadas de Capital descrito en la Cláusula Séptima del Contrato de Fideicomiso, si un Tenedor existente no suscribe y paga los Certificados Bursátiles que se emitan en una Emisión Subsecuente conforme a una Llamada de Capital, se verá sujeto a una dilución punitiva, ya que el monto aportado por dicho Tenedor al Fideicomiso no será proporcional al número de Certificados Bursátiles que tendrá después de la Emisión Subsecuente respecto de la cual no suscribió y pagó Certificados Bursátiles conforme a su Compromiso por Certificado. En otras palabras, el porcentaje que representen los Certificados Bursátiles de los que sea titular antes de la Emisión Subsecuente respecto de los Certificados Bursátiles en circulación después de la Emisión Subsecuente, disminuirá más allá del monto proporcional que debía haber aportado al Fideicomiso respecto de la Emisión Subsecuente conforme a su Compromiso por Certificado, y la parte proporcional acrecentará en beneficio de los Tenedores que si suscribieron y pagaron los Certificados Bursátiles que se emitieron en la Emisión Subsecuente. Dicha dilución punitiva para el Tenedor que no acuda a una Llamada de Capital y beneficio incremental para los Tenedores que, si lo hagan, se verá reflejada en lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A. En las Distribuciones a los Tenedores que realice el Fiduciario conforme a la Cláusula Décima Segunda del Contrato de Fideicomiso, y cualquier otro pago que tengan derecho a recibir los Tenedores respecto de los Certificados Bursátiles (incluyendo Efectivo Excedente), ya que dichas Distribuciones a los Tenedores y pagos se realizarán con base en el número de Certificados Bursátiles en circulación al momento en que se lleven a cabo;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">B. En los derechos de voto en las Asambleas de Tenedores y otros derechos relacionados a las Asambleas de Tenedores, ya que las resoluciones de las Asambleas de Tenedores se toman, y los derechos relacionados a las Asambleas de Tenedores se ejercen, con base en el número de Certificados Bursátiles en circulación al momento que se realicen las Asambleas de Tenedores o en el momento en que se ejerzan dichos derechos;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">C. En los derechos para designar y mantener la designación de miembros del Comité Técnico, toda vez que dichos derechos se calculan con base en el número de Certificados Bursátiles en circulación al momento de designación o en el momento en que se vaya a celebrar una sesión del Comité Técnico; y</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">D. En el derecho a suscribir Certificados Bursátiles que se emitan en Emisiones Subsecuentes, ya que dicho derecho se basa en el número de Certificados Bursátiles de los que sea titular cada Tenedor en la Fecha de Registro que se establezca en la Llamada de Capital correspondiente, y no en el número de Certificados Bursátiles que adquirió dicho Tenedor respecto de la Emisión Inicial.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De conformidad con lo descrito en el presente apartado, existe la posibilidad de que uno o más Tenedores no atiendan a las Llamadas de Capital. Si alguno de los Tenedores no acude a una Llamada de Capital y no paga los Certificados Subsecuentes que se coloquen en una Emisión Subsecuente conforme a su Compromiso Total, el Fideicomiso podría verse imposibilitado en cumplir con el plan de negocios, con las obligaciones que adquiera en los términos del Contrato de Fideicomiso y con el Periodo de Inversión que se establece en el Prospecto, e incidir negativamente en la rentabilidad de los Certificados Bursátiles. Adicionalmente, se podría perder la posibilidad de realizar la Inversión correspondiente y el Fideicomiso podría tener que pagar penas y gastos al respecto. Estos hechos constituyen un riesgo adicional a aquellos derivados de las Inversiones que realice el Fideicomiso que se establecen en el plan de negocios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Ninguno de los Tenedores tendrá la obligación de suscribir y pagar Certificados Subsecuentes por un monto mayor al Compromiso Total que haya adquirido a las Fechas de Emisión Iniciales. En caso de que algún Tenedor incumpla con el pago de una Contribución Adicional, los Certificados Subsecuentes que le corresponderían a dicho Tenedor serán cancelados, sin que se genere una obligación de los demás Tenedores de adquirir dichos Certificados Subsecuentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cualquier modificación a las penas establecidas en la presente sección, implicará la modificación del Contrato de Fideicomiso y del Acta de Emisión, lo anterior sujeto a lo establecido en la Cláusula Vigésima Cuarta del Fideicomiso, es decir, mediante la aprobación de la Asamblea de Tenedores, para lo cual se requerirá del voto favorable de los Tenedores que representen al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Tenedores, por la mera adquisición de los Certificados, autorizan e irrevocablemente instruyen a los intermediarios financieros a través de los cuales sean propietarios de Certificados, a proporcionar, al Fiduciario, al Representante Común y al Administrador la documentación necesaria para determinar si dicho Tenedor suscribió y pagó los Certificados que se emitan en una Emisión Adicional conforme a una Llamada de Capital. Adicionalmente, el Día Hábil inmediato siguiente a cada Fecha Límite de Suscripción, el Fiduciario deberá informar a la CNBV, a la BMV y al público inversionista a través de una publicación en EMISNET, la </span><span style="font-family:Arial; font-size:10pt">información sobre el resultado de la Llamada de Capital respectiva a dicha Fecha Límite de Suscripción, según lo establecido en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">8. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aceptación de Términos y Condiciones del Fideicomiso.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Tenedores, por la mera adquisición de los Certificados Bursátiles, estarán sujetos a y aceptan lo previsto en el Contrato de Fideicomiso y sus anexos.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Queda expresamente convenido por las Partes del Contrato de Fideicomiso y se entenderá que los Tenedores, por el sólo hecho de adquirir los Certificados Bursátiles, han convenido que las indemnizaciones que en su caso deba pagar el Fiduciario al Intermediario Colocador, por instrucciones previas y por escrito del Comité Técnico, de conformidad con los Contratos de Colocación y a las Partes Indemnizadas en términos del Contrato de Fideicomiso, se harán con cargo únicamente al Patrimonio del Fideicomiso, salvo que se trate de una responsabilidad propia del Fiduciario derivada de su dolo, mala fe o negligencia determinada por autoridad competente mediante sentencia que cause ejecutoria y sea inapelable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sin limitar la generalidad de lo dispuesto en los dos párrafos anteriores, los Tenedores, por la mera adquisición de los Certificados Bursátiles, se obligan a proporcionar al Fiduciario y al Administrador, y autorizan e irrevocablemente instruyen a los intermediarios financieros a través de los cuales mantengan la custodia o administración de los Certificados Bursátiles, a proporcionar al Fiduciario y al Administrador, con por lo menos 3 (tres) Días Hábiles de anticipación a cada Fecha de Pago, toda aquella información que se requiera por el Fiduciario o el Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, los Tenedores reconocen que los Certificados Bursátiles podrían no tener rendimiento alguno e inclusive ser éste negativo.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">9. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Una vez que el Fiduciario haya abierto las Cuentas y depositado las cantidades señaladas en la Cláusula Décima Segunda del Contrato de Fideicomiso, el Fiduciario deberá invertir los recursos disponibles conforme a lo previsto en la Cláusula Octava del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador deberá supervisar la gestión de las Empresas Promovidas, y elaborar de manera periódica el Reporte de Gestión conforme a lo previsto en la sección 20.1 inciso C del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los recursos que de tiempo en tiempo reciba el Fideicomiso </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> en su calidad de tenedor de las acciones o títulos representativos del capital social de las Empresas Promovidas, en su caso, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> en cumplimiento de los Contratos de Inversión o en ejercicio de sus derechos bajo los mismos, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> con motivo de las Desinversiones que de tiempo en tiempo se efectúen, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> en cumplimiento de los Contratos de Desinversión o en ejercicio de sus derechos bajo los mismos, y/o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v) </span><span style="font-family:Arial; font-size:10pt">por cualquier razón distinta a los intereses derivados de las Inversiones Permitidas, serán depositados en la Cuenta de Distribución o a la Cuenta de Reembolsos, según sea el caso, en tanto no son distribuidos o reembolsados de conformidad con el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador podrá subcontratar los servicios a que se refiere el presente apartado en términos de lo dispuesto en el Contrato de Fideicomiso, con cualquier persona, incluyendo aquellas que pertenezcan al mismo Consorcio que el Administrador; en el entendido que, en todo caso el Administrador será el único responsable ante el Fiduciario por la actuación de los terceros con los que haya subcontratado, como si él mismo hubiere realizado los actos de que se trate. En caso de tratarse de la subcontratación de personas que pertenezcan al mismo Consorcio del Administrador, se requerirá de la aprobación del Comité Técnico por tratarse de operaciones con Partes Relacionadas, otorgada en los términos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">10. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Lineamientos de Inversión.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Las Inversiones deberán cumplir, al momento de su realización, con lo siguiente:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las Inversiones podrán realizarse mediante la adquisición de derechos a la participación patrimonial en las Empresas Promovidas que el Fideicomiso adquiera con motivo de las Inversiones. Asimismo, las Inversiones podrán ser realizadas mediante (i) el otorgamiento de financiamiento a las Empresas Promovidas; en el entendido que, tratándose de dichos préstamos, el objetivo final en todo caso será invertir en el capital social de dichas Empresas Promovidas, por lo que, además del derecho de recibir el principal y los intereses derivados de los mismos, el Fideicomiso deberá tener el derecho de suscribir acciones (o derechos similares) representativas del capital social de dichas Empresas Promovidas, y pagar las mismas capitalizando el monto adeudado a su favor, y/o (ii) la inversión en títulos convertibles forzosamente en acciones representativas (o derechos similares) del capital social de las Empresas Promovidas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Contratos de Inversión respectivos deberán establecer mecanismos de protección de derechos de minoría, incluyendo, sin limitación, derechos de veto o la toma de decisiones mediante mayoría calificada para cualquier decisión estratégica u operativa relevante (por ejemplo, opciones de compra y venta, acuerdos entre accionistas, ofertas públicas, etc.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A fin de que puedan ser aprobadas las Inversiones, será necesario que (i) el monto de la Inversión de que se trate, no exceda el 80% (ochenta por ciento) del monto de la inversión total en la Empresa Promovida, salvo que la Asamblea de Tenedores disponga que pueda exceder de más del 80% (ochenta por ciento); y (ii) los Coinversionistas coinviertan junto con el Fideicomiso, directa o indirectamente en las Empresas Promovidas, una cantidad equivalente al menos al 20% (veinte por ciento) del monto total invertido en cada Inversión y el monto exacto que deberá coinvertir el Coinversionista o los Coinversionistas, en su caso, será señalado en las resoluciones que autoricen la Inversión; en el entendido que, en términos de la sección 3.2 del Fideicomiso, el Administrador deberá cumplir con el Compromiso de FdeFII . Para efectos de claridad, la coinversión que lleve a cabo el Administrador o cualquiera de sus Afiliadas, contará para efectos de calcular la obligación de coinversión de hasta el 20% (veinte por ciento) por uno o varios Coinversionistas, que se establece en el presente numeral.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">11. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Criterios de Elegibilidad de las Empresas Promovidas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso podrá llevar a cabo Inversiones en Empresas Promovidas sólo si éstas últimas cumplen con los siguientes criterios de elegibilidad:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el caso de las actividades que conforme al Anexo "C" del Fideicomiso requieran de alguna certificación, la Empresa Promovida deberá contar con la certificación correspondiente, o bien, encontrarse en proceso de obtenerla, para lo cual deberá tener un plan de trabajo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">a. Ser preferentemente una sociedad sujeta al régimen de sociedades anónimas promotoras de inversión de conformidad con la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">b. Las Empresas Promovidas deberán, al momento de realizar la Inversión: (i) desarrollar su actividad productiva principal en México; (ii) no tener sus acciones listadas en la BMV u otros mercados reconocidos al momento de realizar la Inversión; y (iii) no ser una Parte Relacionada del Fideicomitente, del Administrador o de cualquiera de los Funcionarios Clave.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">c. Cumplir con las prohibiciones, restricciones, normas de desempeño ambiental, principios, convenciones, protocolos y en general con los lineamientos establecidos en el Anexo “C” del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el caso de las actividades que conforme al Anexo "C" del Fideicomiso requieran de alguna certificación, la Empresa Promovida deberá contar con la certificación correspondiente, o bien, encontrarse en proceso de obtenerla, para lo cual deberá tener un plan de trabajo.</span>
</p>
<p style="margin:0pt; text-indent:-21.25pt; text-align:justify; padding-left:52.25pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">d. Que sus políticas y procedimientos prevean el cumplimiento con sus obligaciones fiscales y laborales (incluyendo las de seguridad social).</span>
</p>
<p style="margin:0pt; text-indent:-21.25pt; text-align:justify; padding-left:52.25pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">e. Que realicen actividades lícitas.</span>
</p>
<p style="margin:0pt; text-indent:-21.25pt; text-align:justify; padding-left:52.25pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">f. En caso de tratarse de entidades financieras, que ninguno de los Tenedores forme parte del mismo grupo financiero, o tenga relación patrimonial con entidades financieras que pertenezcan al mismo grupo financiero que la Empresa Promovida, y que ésta no tenga relación patrimonial con una entidad financiera que a su vez tenga participación en alguno de los Tenedores.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Lo anterior se verificará directamente con los socios y accionistas de las Empresas Promovidas dentro del análisis que se realice previo a la auditoría legal y financiera, e igualmente se incluirá dentro del reporte de la auditoría que se elabore respecto de la Inversión que pretenda efectuarse y en el Memorándum de Inversión correspondiente.</span>
</p>
<p style="margin:0pt; text-indent:-21.25pt; text-align:justify; padding-left:52.25pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">g. El Monto de Inversión en una sola Empresa Promovida no podrá exceder el 20% (veinte por ciento) del Monto Máximo de la Emisión con base en cifras al cierre del trimestre inmediato anterior, salvo que se cuente con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">h. No se podrá invertir más del 30% (treinta por ciento) del Monto Máximo de la Emisión, con base en cifras al cierre del trimestre inmediato anterior, en un mismo sector, salvo que se cuente con la aprobación de la Asamblea de Tenedores para llevar a cabo la Inversión de que se trate.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En ningún caso el Fideicomiso invertirá en valores inscritos en el RNV o listados en cualquier bolsa, directa o indirectamente.</span>
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<span style="font-family:Arial; font-size:10pt">Los Criterios de Elegibilidad (incluyendo, sin limitar, los parámetros de diversificación) previstos en este apartado, serán aplicables a todas las Inversiones que realice el Fideicomiso en las Empresas Promovidas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">12. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Proceso de Inversión y Desinversión</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt">Con base en el Contrato de Fideicomiso el Administrador instruirá al Fiduciario para llevar a cabo las Inversiones en las Empresas Promovidas, de conformidad con las reglas establecidas a continuación:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">A.</span><span style="font-family:Arial; font-size:10pt"> El Administrador deberá investigar, analizar y estructurar las Inversiones potenciales, y tomar otras acciones requeridas con el fin de concretar dichas oportunidades de inversión, en el entendido que cada una de dichas Inversiones potenciales deberán cumplir con los requisitos previstos en la Cláusula Octava del Contrato de Fideicomiso. Conforme a lo anterior, el Administrador deberá elaborar un Memorándum de Inversión que cubra por lo menos lo siguientes aspectos: (i) un análisis del mercado, (ii) descripción de la tesis de inversión, (iii) evaluación histórica del desempeño financiero, (iv) términos de la Inversión, (v) riesgos de la Inversión, (vi) perfil del equipo del administrador de la Empresa Promovida, y (vii) la especificación de si la Inversión representa conflicto de intereses u operaciones con Partes Relacionadas. Adicionalmente dentro del Memorándum de Inversión el Administrador deberá proponer: (i) el Porcentaje de Distribución, y (ii) el Compromiso de FdeFII, correspondientes con dicha inversión potencial. Cada Memorándum de Inversión que el Administrador elabore deberá estar, en todo momento, a disposición de la CNBV, del Comité Técnico, del Fiduciario y del Representante Común en representación de los Tenedores con independencia de que se requiera o no la aprobación del Comité Técnico o de la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">El Comité Técnico estará facultado para solicitar al Administrador, información adicional razonable y que no viole los acuerdos de confidencialidad que en su caso hayan sido celebrados respecto de cada oportunidad de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">B.</span><span style="font-family:Arial; font-size:10pt"> El Memorándum de Inversión deberá ser presentado al Comité Técnico o a la Asamblea de Tenedores para su discusión y, en su caso, aprobación, según el monto de la Inversión planeada, con copia al Fiduciario y al Representante Común previo a que sean celebradas las sesiones respectivas, respetando los siguientes plazos: (i) en caso de posible existencia de conflictos de interés, con al menos 5 (cinco) Días Hábiles previos a la celebración de la sesión, y en todo caso, se deberá presentar una valuación independiente respecto de la oportunidad de inversión; y (ii) tratándose de oportunidades de inversión en las que no haya conflictos de interés, se deberá presentar el Memorándum de Inversión con al menos 3 (tres) días de anticipación a la sesión; en el entendido que, en caso de que se requiera la aprobación de la Asamblea de Tenedores, la información deberá estar disponible con al menos 10 (diez) días naturales de anticipación.</span>
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<span style="font-family:Arial; font-size:10pt">Los Memorándums de Inversión deberán estar a disposición de la CNBV, del Comité Técnico y del Representante Común en representación de los Tenedores en un cuarto de datos en el domicilio del Administrador (o a través de medios electrónicos), al que podrán acudir representantes de los mismos para tener acceso a dicha información, en el entendido de que la información contenida en los Memorándums de Inversión no podrá ser reproducida ni fotocopiada por dichos representantes sin autorización del Administrador, ni estará disponible fuera del cuarto de datos proporcionado por el Administrador, salvo que este último determine otra cosa. Asimismo, los representantes de las entidades a que se refiere este inciso B estarán obligados a mantener confidencialidad para tener acceso al cuarto de datos.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">C.</span><span style="font-family:Arial; font-size:10pt"> Una vez que se haya determinado una oportunidad de inversión y elaborado el Memorándum de Inversión, la propuesta deberá ser presentada al Comité Técnico o a la Asamblea de Tenedores, según el monto de la Inversión planeada, entregando al órgano de control aplicable el Memorándum de Inversión correspondiente. En caso de que dicho órgano de control aplicable sea el Comité Técnico, deberá hacerse llegar dicho documento con la anticipación indicada en el párrafo inmediato anterior al Presidente y/o al Secretario del Comité Técnico, quienes al momento de recibirlo deberán convocar, a más tardar al Día Hábil siguiente, una sesión del Comité Técnico para su celebración lo más pronto posible, pero en todo caso dentro de los 15 (quince) Días Hábiles contados a partir de que reciba el Memorándum de Inversión para aprobar por mayoría de votos de los presentes con derecho a voto, la oportunidad de inversión de que se trate, cuando ésta represente menos del 20% (veinte por ciento) del Monto Máximo de la Emisión (ya sea en una sola Inversión directa o indirectamente, con independencia de que la misma se ejecute en un acto o sucesión de actos, en un periodo de 12 (doce) meses o más a partir de que se concrete la primera operación, pero que pudiera considerarse como una sola), con base en el Monto de Inversión que se establezca en dicho Memorándum de Inversión que sea presentado al Comité Técnico.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Como regla general, y para efectos de claridad, para efectos de la toma de decisiones de Inversión en el Comité Técnico, ya sea que impliquen o no un conflicto de interés, los miembros designados por el Administrador deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">D. </span><span style="font-family:Arial; font-size:10pt">En caso de que una vez entregado el Memorándum de Inversión al Presidente y/o al Secretario del Comité Técnico, y aprobada la Inversión por el órgano correspondiente, el Administrador deberá instruir al Fiduciario para que proceda a realizar dicha Inversión, y el Fiduciario deberá suscribir todos los Contratos de Inversión y realizar los demás actos y gestiones necesarios para llevar a cabo la Inversión que haya sido autorizada conforme a este párrafo, y el Fiduciario deberá dar aviso a la CNBV y a la BMV de la Inversión realizada dentro </span><span style="font-family:Arial; font-size:10pt">de los 5 (cinco) Días Hábiles siguientes a la fecha en que hubiere sido notificado por el Administrador de la celebración del Contrato de Inversión respectivo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">E.</span><span style="font-family:Arial; font-size:10pt"> En caso de presentarse una oportunidad de Inversión que pudiera generar un conflicto de interés deberá informarlo al Comité Técnico para que éste resuelva además sobre tal situación. En cualquiera de los casos anteriores, se requerirá del voto favorable de más del 50% (cincuenta por ciento) de los miembros del Comité Técnico que hayan sido designados por los Tenedores y/o de los Miembros Independientes del Comité Técnico, para poder llevar a cabo la Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">F.</span><span style="font-family:Arial; font-size:10pt"> Al momento de presentarse una oportunidad de Inversión al Comité Técnico o a la Asamblea de Tenedores, dichos órganos deberán determinar si los Flujos derivados de dicha Inversión, deberán ser considerados como Efectivo Distribuible o Efectivo Reembolsable, lo cual deberá establecerse de manera clara en el acta correspondiente.</span>
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<span style="font-family:Arial; font-size:10pt">En todo caso, la realización de las Desinversiones en las Empresas Promovidas estará sujeta al mismo mecanismo previsto en la presente sección para la realización de las Inversiones, en el entendido, sin embargo, que (i) la aprobación de los términos y condiciones de las Desinversiones que se realicen de conformidad con el inciso F de la sección 19.3.3. del Contrato de Fideicomiso deberá ser otorgada por la Asamblea de Tenedores en términos del inciso D de dicha sección, y (ii) las Desinversiones que se realicen de conformidad con el inciso G de la sección 19.3.3. del Contrato de Fideicomiso no estarán sujetas a los requisitos y procedimientos previstos en la Cláusula 8.2 del Fideicomiso, sino que el Administrador únicamente se limitará a instrumentar la Desinversión correspondiente de conformidad con las instrucciones de la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">13. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Inversión y Contratos de Desinversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Inversión.</span><span style="font-family:Arial; font-size:10pt"> Los Contratos de Inversión deberán establecer, en la medida de lo posible, lo siguiente: (i) posibles mecanismos de salida que otorguen al Fideicomiso preferentemente el derecho de vender su participación en la Empresa Promovida de que se trate, (ii) el derecho del Fideicomiso de tener a su disposición en todo momento, la información financiera y jurídica que se menciona en la sección 20.3 del Contrato de Fideicomiso, así como su facultad para poner la misma a disposición tanto de la CNBV, como de la BMV, del Comité Técnico, del Valuador Independiente, del Proveedor de Precios, del Auditor Externo y del Representante Común en representación de los Tenedores, conforme a lo establecido en la misma sección, así como la forma y términos en que la Empresa Promovida proporcionará información al Fideicomiso, (iii) disposiciones en virtud de las cuales todas las partes de dichos Contratos de Inversión convengan que el monto máximo que, en su caso, podrían reclamarle al Fideicomiso en concepto de daño, perjuicio, indemnización o por cualquier otro motivo derivado de un incumplimiento contractual o extracontractual, estará limitado al Monto de Inversión (excluyendo los Gastos de Inversión) respectivos, estableciendo que cualquier responsabilidad derivada de lo anterior solamente podrá ser satisfecha por el Fideicomiso con recursos provenientes de la Cuenta de Flujo y, en caso de resultar insuficientes, de recursos de la Cuenta General (excluyendo aquellos recursos depositados en la Reserva para Gastos), (iv) porcentaje de acciones (u otros derechos similares) y, en su caso, instrumentos de deuda a cargo de las Empresas Promovidas que vaya a adquirir el Fiduciario, (v) el destino de los recursos de la Inversión, (vi) plazo objetivo de la Inversión, (vii) las condiciones para la terminación anticipada o rescisión del Contrato de Inversión, y (viii) las prohibiciones o limitaciones que en cada caso establezca el Administrador a las Empresas Promovidas, dependiendo de las circunstancias particulares del caso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Contratos de Desinversión</span><span style="font-family:Arial; font-size:10pt">. Los Contratos de Desinversión que sean celebrados respecto de las Inversiones deberán establecer disposiciones en virtud de las cuales todas las partes de dichos Contratos de Desinversión convengan que el monto máximo que, en su caso, podrían reclamarle al Fiduciario por concepto de daño, perjuicio, indemnización o por cualquier otro motivo derivado de un incumplimiento contractual o extracontractual, estará limitado al precio de </span><span style="font-family:Arial; font-size:10pt">venta de la Empresa Promovida respectiva, estableciendo que, cualquier responsabilidad derivada de lo anterior, solamente podrá ser satisfecha por el Fideicomiso con recursos provenientes de la Cuenta de Flujo y, en caso de resultar insuficiente, de recursos de la Cuenta General (excluyendo aquellos recursos depositados en la Reserva para Gastos) sin responsabilidad alguna para el Fiduciario ni obligación de responder con su propio patrimonio.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones Adicionales</span><span style="font-family:Arial; font-size:10pt">. El Fideicomiso deberá realizar las Inversiones y Desinversiones, y en consecuencia deberá celebrar los Contratos de Inversión y Desinversión respectivos, dentro del Periodo de Inversión y del Periodo de Desinversión, respectivamente; en el entendido que podrá realizar Inversiones Adicionales en las Empresas Promovidas, aún después de terminado el Período de Inversión, y Desinversiones aún antes de iniciado el Periodo de Desinversión.</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso podrá llevar a cabo Inversiones Adicionales siempre y cuando el Administrador considere que las mismas son necesarias o convenientes para preservar, incrementar el valor o evitar el deterioro de la Inversión original relacionada con dicha Inversión Adicional. En todo caso, la realización de las Inversiones Adicionales se sujetará al mismo procedimiento y a las reglas establecidas para las Inversiones en la Cláusula Octava del Contrato de Fideicomiso. Lo anterior no será aplicable en caso de que la Inversión Adicional haya sido aprobada al momento de la Inversión inicial.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Periodo de Inversión</span><span style="font-family:Arial; font-size:10pt">. El Fideicomiso sólo podrá realizar nuevas Inversiones durante el Periodo de Inversión; en el entendido que, una vez que el Período de Inversión haya expirado, el saldo de la Cuenta General y de la Cuenta de Flujos no invertido en Inversiones, y/o distribuido a los Tenedores conforme a lo señalado en el apartado anterior, podrá ser utilizado, a discreción del Administrador, para (i) pagar Gastos de Inversión y otras obligaciones relacionadas con cualquier Inversión, (ii) crear reservas para gastos, obligaciones, pasivos y deudas (incluyendo, según sea aplicable, para el pago de la Comisión de Administración), (iii) completar Inversiones y otras operaciones que se encontraban en curso o comprometidas previamente a la finalización del Período de Inversión, (iv) realizar Inversiones Adicionales, y (v) hacer frente a obligaciones de indemnización o reembolso a cargo del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Período de Inversión podrá modificarse mediante la aprobación de la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">14. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Administración.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario, de conformidad con lo establecido en el Contrato de Fideicomiso, designa a PMIC LATAM, S.A.P.I. de C.V., como administrador de las Inversiones de conformidad con las reglas establecidas en el Contrato de Fideicomiso, quien a su vez conviene en prestar sus servicios con la finalidad de analizar oportunidades de inversión para el Fideicomiso, seleccionar las que a su discreción sean más adecuadas para llevar a cabo las Inversiones, someter al Comité Técnico y, en su caso, a la Asamblea de Tenedores, para su aprobación las oportunidades de inversión que a su juicio estime convenientes y que así lo requieran, instruir al Fiduciario para llevar a cabo las Inversiones, Inversiones Adicionales y las Desinversiones, negociar los Contratos de Inversión y los Contratos de Desinversión en nombre y por cuenta del Fideicomiso y a mantener y administrar las Inversiones.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador en general se obliga a realizar sus mejores esfuerzos para obtener las mejores oportunidades de inversión y llevar a cabo Inversiones rentables que agreguen valor, maximicen el monto del Flujo y resulten en beneficio económico de los Fideicomisarios en Primer Lugar. En dicho sentido, el Administrador se obliga a desempeñar sus funciones en forma diligente, actuando de buena fe en el mejor interés del Fideicomiso y los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Funcionarios Clave</span><span style="font-family:Arial; font-size:10pt">. De conformidad con las cartas que se adjuntan al Contrato de Fideicomiso como Anexo "D", durante la vigencia del Fideicomiso el Administrador dedicará y hará que los Funcionarios Clave dediquen el tiempo laborable que sea necesario al Fideicomiso, al FFLATAM-15-1, al FFLATAM-15-2, al FFLATAM-15-4, al FdeFII-LP y a cualquier Vehículo de </span><span style="font-family:Arial; font-size:10pt">Coinversión, y dichos Funcionarios Clave se obligan a obrar en todo momento de conformidad con los deberes de diligencia y de lealtad contenidos en los artículos 29 a 37 de la LMV, aplicados a la administración y el manejo del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">No obstante lo anterior, cada uno de los Funcionarios Clave podrá: (i) dedicar el tiempo y esfuerzos que consideren necesarios a los asuntos de CMIC y sus Afiliadas (y sus sucesores), incluyendo, sin limitar, al FFLATAM-15-1, al FFLATAM-15-2, al FFLATAM-15-4, al FdeFII-LP, así como a Vehículos de Coinversión; (ii) participar en consejos de administración de compañías públicas y privadas y percibir honorarios por dichos servicios; (iii) participar en actividades cívicas, profesionales, industriales y de caridad que dicho Funcionario Clave elija; (iv) conducir y administrar las actividades de inversión personales y familiares de dicho Funcionario Clave, así como realizar inversiones en lo personal, en empresas en las cuales el Comité Técnico o la Asamblea de Tenedores, según sea el caso, no hayan aprobado la Inversión del Fideicomiso; y (v) participar en cualesquiera otras actividades aprobadas por el Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt">Sujeto a lo anterior y a las demás disposiciones del Contrato de Fideicomiso, el Administrador, los Funcionarios Clave y sus respectivas Afiliadas, podrán participar individualmente o de forma conjunta en otras inversiones o negocios de cualquier especie. En el entendido que el Administrador será el responsable de causar que los Funcionarios Clave cumplan con las restricciones previstas a su cargo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Incumplimiento de los Funcionarios Clave</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">En caso de que en cualquier momento alguno de los Funcionarios Clave no se encuentre dedicando la atención necesaria para los asuntos del FFLATAM-15-3, conforme a el presente apartado, se considerará que hay incumplimiento por parte de aquéllos que no estén atendiendo dichos asuntos y, en consecuencia, incumplimiento por parte del Administrador a sus obligaciones pactadas en el Contrato de Fideicomiso, por lo que el Administrador, el Fiduciario o el Representante Común estarán obligados a notificar por escrito a las demás Partes, a más tardar al día natural siguiente a que tengan conocimiento de tal situación.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá a su vez notificar dicha situación a los Tenedores, a través de EMISNET y STIV-2, dentro de los 3 (tres) Días Hábiles siguientes a que fue notificado el Fiduciario o a que tenga conocimiento de la circunstancia. Salvo por los plazos expresamente establecidos en la sección 9.6.1 del Fideicomiso, dentro de los 90 (noventa) días naturales siguientes a la notificación que reciban las partes, el Administrador deberá presentar a la Asamblea de Tenedores para su aprobación, el Plan de Continuidad en el que se detalle la forma en que se continuará con la realización y administración de las Inversiones y Desinversiones del Fideicomiso, así como, en su caso, la sustitución de los Funcionarios Clave. Dicho Plan de Continuidad requerirá ser aprobado por la Asamblea de Tenedores, para lo cual se requerirá del voto favorable del al menos el 66.66% (sesenta y seis punto sesenta y seis por ciento), en primera convocatoria, de los Certificados Bursátiles en circulación en dicho momento. En caso de segunda convocatoria, la resolución se adoptará por el voto afirmativo de aquellos Tenedores que representen, cuando menos, la mitad más uno de los Certificados Bursátiles en circulación. En caso de tercera o ulterior convocatoria, la resolución relativa se tomará por mayoría de los Certificados Bursátiles en circulación que se encuentren presentes en la Asamblea.</span>
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<span style="font-family:Arial; font-size:10pt">En tanto no sea aprobado el Plan de Continuidad, se suspenderá la aprobación por parte del Comité Técnico y/o la Asamblea de Tenedores, según sea el caso, de Inversiones y Desinversiones que se realicen al amparo del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">Si dentro de los 90 (noventa) días naturales siguientes a la fecha en la cual se lleve a cabo la notificación indicada sobre la ausencia de Funcionarios Clave conforme al presente apartado (salvo por los plazos expresamente previstos en la sección 9.6.1 del Contrato de Fideicomiso), el Administrador no ha presentado a la Asamblea de Tenedores el Plan de Continuidad, se procederá conforme a lo dispuesto por la sección 9.6 y la sección 9.6.5 del Contrato de Fideicomiso. No obstante lo anterior, la Asamblea de Tenedores podrá otorgar prórrogas para </span><span style="font-family:Arial; font-size:10pt">que el Administrador presente el Plan de Continuidad, mediante el voto favorable de los Tenedores que representen, cuando menos, la mitad más uno de los Certificados Bursátiles en circulación en primera convocatoria. En caso de segunda o ulterior convocatoria, la resolución relativa se tomará por mayoría de los Certificados Bursátiles en circulación que se encuentren presentes en la Asamblea.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reemplazo de los Funcionarios Clave</span><span style="font-family:Arial; font-size:10pt">. </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> Dentro de los 90 Días Hábiles siguientes a la muerte, incapacidad, remoción o renuncia de cualquier Funcionario Clave, o en el caso en que el Funcionario Clave no pueda dedicar una parte de su tiempo laborable de conformidad con el 9.1. anterior, el Administrador deberá proponer a la Asamblea de Tenedores una persona para sustituir a dicha Persona como Funcionario Clave. </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> La Asamblea de Tenedores aprobará, ratificará o rechazará a las Personas propuestas conforme al numeral (i) anterior, en la Asamblea de Tenedores en que las Personas sean propuestas o en su defecto, a más tardar dentro de los 30 días naturales siguientes a que dicha Asamblea tenga lugar. En caso que cualquier propuesta sea rechazada, el Administrador podrá proponer a Personas distintas y la Asamblea de Tenedores deberá aprobar o rechazar dicha nueva propuesta en la Asamblea de Tenedores en que las Personas sean propuestas o en su defecto a más tardar dentro de los 30 días naturales siguientes a que dicha Asamblea tenga lugar</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Facultades y obligaciones del Administrador.</span><span style="font-family:Arial; font-size:10pt"> Además de las obligaciones enumeradas en otras cláusulas del Contrato de Fideicomiso, el Administrador deberá:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> Para la participación del Fiduciario en las asambleas de accionistas u órganos equivalentes de las Empresas Promovidas, el Administrador deberá instruir por escrito al Fiduciario para que, en su calidad de inversionista directo emita en cada ocasión las cartas poder en las que designe a alguno de los Funcionarios Clave, o a las personas que éstos designen, a actuar en nombre y representación del Fideicomiso en dichos órganos, salvo que el Comité Técnico, en sesión en la que los miembros designados por el Administrador, incluyendo aquéllos que califiquen como Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día, determine que es necesaria la participación de un representante distinto. En caso de que ocurra un Evento de Sustitución del Administrador el Comité Técnico podrá resolver sobre la revocación de los poderes que el Fiduciario por instrucción del Administrador haya otorgado, y designar a nuevos apoderados del Fideicomiso, en una sesión en la que los miembros designados por el Administrador que no sean Miembros Independientes se abstendrán de votar respecto de dicho punto.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> Supervisar la gestión de las Empresas Promovidas, e informar al respecto al Comité Técnico con copia al Representante Común.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> Excepcionalmente, el Fideicomiso podrá otorgar préstamos a las Empresas Promovidas, en anticipación a la formalización de emisiones de capital a nombre del Fideicomiso, en el entendido que tratándose de dichos préstamos, además del derecho de recibir el principal y los intereses derivados de los mismos, el Fideicomiso deberá tener el derecho de suscribir acciones (u otros derechos similares) representativas del capital social de dichas Empresas Promovidas, y pagar las mismas con el monto adeudado a su favor, y en el entendido de que las Inversiones que se realicen de esta forma deberán respetar los parámetros de diversificación establecidos en la Cláusula Octava del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt"> El seguimiento a los reportes que se presenten en cada uno de los consejos de administración (u órganos equivalentes) de las Empresas Promovidas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">v.</span><span style="font-family:Arial; font-size:10pt"> Utilizar para el cumplimiento de sus obligaciones bajo el Contrato de Fideicomiso, los servicios de abogados, contadores, bancos de inversión, intermediarios y valuadores, entre otros, incluyendo, sin limitación, empresas Afiliadas del Administrador (en este último caso se requerirá de la aprobación del Comité Técnico por tratarse de operaciones con Partes Relacionadas, otorgada en los términos previstos al efecto en el Contrato de Fideicomiso); en el entendido que, los pagos que deban hacerse con motivo de dichos servicios serán considerados como Gastos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">vi.</span><span style="font-family:Arial; font-size:10pt"> Nombrar a los miembros que le correspondan dentro del Comité Técnico y participar de dicha forma en la toma de decisiones de dicho órgano. Asimismo, deberá removerlos y sustituirlos de conformidad con lo establecido en el Contrato de Fideicomiso cuando sea procedente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">vii.</span><span style="font-family:Arial; font-size:10pt"> Llevar los registros contables de la Cuenta de Flujo del Fideicomiso y proporcionar la información contable de la misma de manera trimestral al Fiduciario, 20 (veinte) días naturales anteriores al cierre de cada trimestre (o cada que éste se lo solicite en forma razonable y por escrito) con copia para el Representante Común, a efecto de que el Fiduciario integre la contabilidad del Fideicomiso y la información periódica que el Fiduciario está obligado a entregar a la CNBV y a la BMV de manera trimestral.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">viii.</span><span style="font-family:Arial; font-size:10pt"> Elaborar y entregar el Reporte de Inversiones, el Reporte de Rendimientos y el Reporte de Gestión conforme a lo establecido en la sección 20.1 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">ix.</span><span style="font-family:Arial; font-size:10pt"> Elaborar de manera anual un estimado de los recursos que sean necesarios para cubrir los Gastos de Mantenimiento durante el resto de la vigencia del Fideicomiso y presentarlo al Comité Técnico, por conducto del Presidente y/o el Secretario, dentro de los 15 (quince) primeros Días Hábiles del año en curso para su aprobación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">x.</span><span style="font-family:Arial; font-size:10pt"> Guardar confidencialidad sobre la información de las Empresas Promovidas, así como no utilizar esta información bajo ninguna circunstancia ni en forma alguna que represente competencia desleal o conflicto de interés para el Administrador, salvo por cualquier disposición legal en contrario o por requerimiento de una autoridad competente. El Administrador se obliga a garantizar que sus socios, funcionarios, empleados, representantes y demás personal por el contratado, así como los Prestadores de Servicios, no harán un uso inadecuado ni darán a conocer a terceros la información de las Empresas Promovidas que sea de su conocimiento, siendo el Administrador el único y directamente responsable frente a las Partes del Contrato de Fideicomiso, por la revelación o mal uso de la información que las Personas anteriormente mencionadas realicen.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">xi.</span><span style="font-family:Arial; font-size:10pt"> Entregar al Fiduciario de manera oportuna (y con copia para el Representante Común) para su inclusión en el informe anual del Fideicomiso, los comentarios y análisis de la administración sobre los resultados de operación y situación financiera, en especial respecto al resultado de las Inversiones y, en su caso, desviaciones al plan de negocios, así como del cumplimiento a los Fines del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">xii.</span><span style="font-family:Arial; font-size:10pt"> En adición a los Reportes que se establecen en la Cláusula Vigésima del Contrato de Fideicomiso, el Administrador deberá entregar al Comité Técnico, al Representante Común y a los Tenedores de los Certificados Bursátiles que lo soliciten, un informe trimestral del desempeño de sus funciones, así como la información y documentación que le sea solicitada en cumplimiento de sus funciones.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador, en el ejercicio de las facultades de administración y de dominio que, en su caso, le sean otorgadas por el Fiduciario, estará sujeto a las reglas y limitaciones establecidas en el Contrato de Fideicomiso y en los demás documentos de la operación, incluyendo, sin limitar, contar con la aprobación del Comité Técnico y/o de la Asamblea de Tenedores, cuando así sea requerido en términos del Contrato de Fideicomiso y de los demás documentos de la operación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Prohibiciones al Administrador.</span><span style="font-family:Arial; font-size:10pt"> Además de otras restricciones previstas a su cargo en el Contrato de Fideicomiso, el Administrador no podrá:</span>
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<span style="font-family:Arial; font-size:10pt">A. </span><span style="font-family:Arial; font-size:10pt">Celebrar compromisos por escrito para realizar alguna Inversión cuyo Monto de Inversión represente 20% (veinte por ciento) o más del Monto Máximo de la Emisión o, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital; lo anterior salvo que exista aprobación de la Asamblea de Tenedores; en el entendido que, conforme a lo establecido en el Contrato de Fideicomiso, las Inversiones que representen menos del 20% (veinte por ciento) del Monto Máximo de la Emisión deberán contar con la aprobación del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt">B. </span><span style="font-family:Arial; font-size:10pt">Realizar operaciones o tomar decisiones para las cuales se requiera aprobación expresa del Comité Técnico o de la Asamblea de Tenedores, incluyendo, de manera enunciativa, mas no limitativa, invertir el 20% (veinte por ciento) o más del Monto Máximo de la Emisión, salvo que exista aprobación de la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">C. </span><span style="font-family:Arial; font-size:10pt">Realizar operaciones o tomar decisiones que impliquen un conflicto de interés sin que previamente haya informado sobre tal situación al Comité Técnico para que resuelva sobre dicho conflicto de interés, en una sesión en la que los miembros designados por el Administrador que no sean Miembros Independientes se abstendrán de votar de dicho punto.</span>
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<span style="font-family:Arial; font-size:10pt">D. </span><span style="font-family:Arial; font-size:10pt">Instruir al Fiduciario para llevar a cabo Inversiones que no cumplan con los Criterios de Elegibilidad de las Empresas Promovidas previstos en el Contrato de Fideicomiso, o que requieran aprobación del Comité Técnico o de la Asamblea de Tenedores, según el porcentaje que represente la operación.</span>
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<span style="font-family:Arial; font-size:10pt">E. </span><span style="font-family:Arial; font-size:10pt">Incumplir con el Período de Inversión previsto para realizar las Inversiones, y con el periodo para llevar a cabo la Desinversión de las mismas, cuando la Asamblea de Tenedores no haya autorizado plazos distintos.</span>
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<span style="font-family:Arial; font-size:10pt">F. </span><span style="font-family:Arial; font-size:10pt">Ceder sus derechos u obligaciones derivados del Contrato de Fideicomiso. Lo anterior, sin perjuicio de la facultad que tiene para subcontratar sus servicios con terceras personas, de conformidad con la Cláusula Octava del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Otras actividades del Administrador.</span><span style="font-family:Arial; font-size:10pt"> Sin perjuicio del deber que tienen los Funcionarios Clave de dedicar la parte necesaria de su tiempo y atención a hacer que el Administrador cumpla con las obligaciones a su cargo de conformidad con el Contrato de Fideicomiso, el Administrador y cualquier persona que pertenezca al mismo Consorcio que éste, podrán realizar otros negocios en forma simultánea a sus actividades de administración previstas en el Contrato de Fideicomiso, y podrán prestar servicios a otros clientes, individuos, sociedades, fideicomisos, otras entidades o personas, siempre y cuando, tratándose de proyectos de inversión que sean estructurados por terceros a través de emisiones de Certificados Bursátiles Fiduciarios, dichos proyectos no compitan directamente con el Contrato de Fideicomiso, y siempre y cuando el Administrador cumpla adecuadamente con sus obligaciones bajo el Contrato de Fideicomiso, y no por dicha realización de otros negocios, proyectos o prestación de servicios a terceros será considerado que violan sus obligaciones conforme al Contrato de Fideicomiso, incluyendo, sin limitar las siguientes: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> operaciones relacionadas con los demás Vehículos de Inversión administrados por CMIC, incluyendo, de manera enunciativa, mas no limitativa, FFLATAM-15-1, al FFLATAM-15-2, FFLATAM-15-4, al FdeFII-LP, y a cualquier Vehículo de Coinversión, así como cualquier actividad relacionada con otros negocios que mantiene CMIC a la fecha del presente; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> administración de sociedades de inversión; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> inversión en o financiamiento, adquisición o disposición de valores y activos;</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> (iv)</span><span style="font-family:Arial; font-size:10pt"> prestar servicios de asesoría de inversión y administración; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v) </span><span style="font-family:Arial; font-size:10pt">proporcionar servicios de inversión en banca y corretaje; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vi) </span><span style="font-family:Arial; font-size:10pt">actuar como funcionarios, consejeros, administradores, consultores, asesores, agentes, socios o miembros de alguna empresa; en todos los casos anteriores siempre y cuando el Administrador cumpla adecuadamente con sus obligaciones bajo el Contrato de Fideicomiso y no contravenga restricciones expresas previstas en cualquiera de los mismos. Las personas mencionadas </span><span style="font-family:Arial; font-size:10pt">podrán, por la realización de dichas actividades, recibir honorarios, comisiones, remuneraciones o cualquier otra contraprestación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Estatus del Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Para todos los efectos del Contrato de Fideicomiso, el Administrador deberá ser considerado como un prestador de servicios independiente y no tendrá autoridad para actuar en nombre de o en representación del Fiduciario, salvo para ejercer las facultades que expresamente le sean conferidas conforme al Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En ese sentido, cualquier gasto en el que incurra el Administrador en la prestación normal de sus servicios que le sea propio (incluyendo sin limitar, sueldos de sus empleados, renta de sus oficinas, etc.) deberán ser cubiertos a su costa, sin que los mismos sean considerados como Gastos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Relación Laboral</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> En asuntos laborales, ni el Fiduciario ni el Representante Común, ni sus representantes, delegados fiduciarios, empleados, apoderados y demás personal, tendrán, bajo ninguna circunstancia relación laboral alguna o responsabilidad con los Prestadores de Servicios contratados por el Administrador, los empleados, funcionarios y directivos del Administrador o cualquier otra persona en relación con cualquier actividad relativa al Contrato de Fideicomiso. En ausencia de dolo y mala fe del Fiduciario y del Representante Común, en caso de suscitarse una contingencia laboral con los Prestadores de Servicios, sus empleados, funcionarios o directivos el Administrador se obliga a mantener en paz y a salvo al Fiduciario y/o al Representante Común, sus representantes, delegados fiduciarios, directivos, apoderados y demás empleados, de cualquier reclamación laboral, procedimiento sea o no judicial, juicio, demanda, responsabilidad, pérdida, daño, sanción, acción o resolución que sea promovida, iniciada, emitida o presentada por cualquier persona o autoridad competente en contra del Fiduciario y/o del Representante Común y las Personas señaladas, siendo la única obligación del Fiduciario y/o del Representante Común y/o de las Personas señaladas, comparecer en su caso y como Fiduciario y/o Representante Común del Fideicomiso o en cualquier otra calidad que sean requeridos, a los procesos laborales o administrativos que la autoridad les requiera.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Por lo anterior, queda convenido entre las partes que el Administrador será, por los actos que directamente realicen, el único relacionado con los Prestadores de Servicios y demás personal que llegue a contratar u ocupar para la ejecución de los fines del Fideicomiso, y será el único responsable por las obligaciones derivadas de las disposiciones legales en materia laboral, fiscal y de seguridad social. Por lo mismo, el Administrador responderá de todas las reclamaciones laborales, fiscales y de cualquier naturaleza que los Prestadores de Servicios y demás personal que asigne o bien las autoridades u organismos descentralizados del sector público, presenten en su contra, obligándose a mantener en paz y a salvo al Fiduciario y/o al Representante Común (y a sus representantes, delegados fiduciarios, directivos, apoderados y demás empleados) de cualquier reclamación legal o de hecho relacionada con estos conceptos, sin costo alguno.</span>
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<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">15. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Sustitución del Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador con Causa</span><span style="font-family:Arial; font-size:10pt">. En caso de que ocurra un Evento de Sustitución del Administrador y el mismo continúe sin ser subsanado por más de 90 (noventa) días naturales, el Representante Común deberá convocar inmediatamente a una Asamblea de Tenedores, en la que tendrán derecho a estar presentes, con voz, pero sin voto, el Administrador, el Fiduciario y el Representante Común.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La Asamblea de Tenedores que sea convocada (en primera convocatoria) podrá, por acuerdo de los Tenedores que representen al menos el 66.66% (sesenta y seis punto sesenta y seis por ciento) de los Certificados Bursátiles en circulación en dicho momento, proceder a la remoción y sustitución del Administrador. En caso de segunda convocatoria, la resolución se adoptará por el voto afirmativo de aquellos Tenedores que representen, cuando menos, la mitad más uno de los Certificados Bursátiles en circulación. En caso de tercera o ulterior convocatoria, la resolución relativa se tomará por mayoría de los Certificados Bursátiles que se encuentren presentes en la </span><span style="font-family:Arial; font-size:10pt">Asamblea. En este caso, la Asamblea de Tenedores podrá instruir al Comité Técnico para que proponga a un candidato para ser el nuevo Administrador; en el entendido que el candidato que, en su caso, proponga el Comité Técnico, deberá ser un administrador de Vehículos de Inversión con experiencia e historial comprobados en el manejo de Vehículos de Inversión similares al Fideicomiso. En dicha sesión del Comité Técnico no podrán estar presentes los miembros designados por el Administrador, por lo que no serán considerados para calcular e integrar el quórum de instalación o votación requerido en la sesión correspondiente.</span>
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<span style="font-family:Arial; font-size:10pt">Se considerará como "Evento de Sustitución del Administrador" cualquiera de los siguientes:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">i.Que en cualquier momento, alguno de los Funcionarios Clave no se encuentren dedicando la atención necesaria a los asuntos del FFLATAM-15-3 conforme a la Cláusula Novena del Contrato de Fideicomiso, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante el plazo de 90 (noventa) días naturales a que se refiere la sección 9.1.1 del Contrato de Fideicomiso, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad presentado por el Administrador. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">ii.Que el Administrador o, en su caso, durante la vigencia del Fideicomiso, cualquiera de los Funcionarios Clave cuente con sentencia emitida en segunda instancia por (i) delitos que merezcan pena privativa de libertad por 5 (cinco) o más años, o (ii) la comisión de los delitos de fraude (incluyendo fraudes con valores y fraude equiparado) o administración fraudulenta, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante un plazo de 60 (sesenta) días naturales a partir de que se haya dictado la sentencia en segunda instancia, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad; salvo el caso de que dichas personas dejen de formar parte del Administrador, y éste último saque en paz y a salvo al Fideicomiso de cualquier pérdida financiera que en su caso se presente;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">iii.Que exista una sentencia emitida en segunda instancia por un órgano jurisdiccional competente, que prohíba al Administrador o, en su caso, durante la vigencia del Fideicomiso, a cualquiera de los Funcionarios Clave, continuar ejerciendo sus cargos o que impida el cumplimiento de sus obligaciones bajo el Contrato de Fideicomiso, y el Administrador no haya presentado el Plan de Continuidad para la aprobación de la Asamblea de Tenedores durante un plazo de 60 (sesenta) días naturales a partir de que se haya dictado la sentencia en segunda instancia, o que, en su caso, la Asamblea de Tenedores no haya aprobado el Plan de Continuidad; salvo el caso de que dichas personas dejen de formar parte del Administrador, y éste último saque en paz y a salvo al Fideicomiso de cualquier pérdida financiera que en su caso se presente;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">iv.Que cualquiera de los Funcionarios Clave incumpla con los deberes de diligencia y de lealtad contenidos en los artículos 29 a 37 de la LMV, aplicados a la administración y el manejo del Patrimonio del Fideicomiso;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">v.Que el Administrador incumpla con cualquier obligación derivada del Contrato de Fideicomiso distintas a las indicadas en los incisos anteriores, y dicho incumplimiento (i) no ocurra como consecuencia directa de un caso fortuito o fuerza mayor, (ii) no sea subsanado dentro de los 90 (noventa) días calendario siguientes a la fecha en la que ocurra dicho incumplimiento, y (iii) resulte, o pueda resultar de no ser subsanado directa o indirectamente, en un menoscabo en el Patrimonio del Fideicomiso igual o mayor a un monto equivalente al 5% (cinco por ciento)de dicho Patrimonio del Fideicomiso;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">vi.Cualquier declaración efectuada por el Administrador en cualquier documento relacionado con el Contrato de Fideicomiso y/o en el Contrato de Fideicomiso que se demuestre que fue incorrecta en cualquier aspecto sustancial al momento de hacerse o entregarse, y continúe siendo incorrecta en cualquier aspecto sustancial por un período de 90 (noventa) días naturales </span><span style="font-family:Arial; font-size:10pt">contados a partir de la fecha en que el Representante Común o el Fiduciario notifiquen por escrito al Administrador de dicho incumplimiento y le requieran subsanar el mismo;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">vii.Que el Administrador solicite ser declarado o por cualquier razón sea declarado en concurso mercantil o quiebra de conformidad con la Ley de Concursos Mercantiles;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">viii.Que se lleve a cabo una modificación en la estructura del capital social del Administrador o de Administradora CMIC, S.A. de C.V. que derive en un cambio en el Control de dichas sociedades; y</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">ix.Que el Administrador incurra en un "Evento de Sustitución del Administrador" de los previstos en el FFLATAM-15-1.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Adicionalmente, en caso de Destitución del Administrador con Causa, el Administrador estará obligado a responder civilmente por los daños y perjuicios que se causen por el incumplimiento de las obligaciones pactadas en el Fideicomiso y los demás documentos de la operación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador Sin Causa</span><span style="font-family:Arial; font-size:10pt">. El Administrador podrá ser destituido sin causa como administrador del Fideicomiso, si los Tenedores determinan, mediante resolución al respecto adoptada en una Asamblea de Tenedores (que se reúna en virtud de primera, segunda o ulterior convocatoria) aprobada por el voto de los Tenedores que representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, que es en el mejor interés del Fideicomiso que PMIC LATAM, S.A.P.I. de C.V., sea sustituido por un administrador independiente de PMIC LATAM, S.A.P.I. de C.V. y sus Afiliadas.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">16. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Consecuencias económicas de la destitución del Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador Sin Causa</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">En caso de Destitución del Administrador Sin Causa, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> el Administrador tendrá derecho a cobrar, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(a) </span><span style="font-family:Arial; font-size:10pt">todas las Comisiones de Administración que se hubieren devengado hasta la fecha efectiva de Destitución del Administrador Sin Causa, y</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> (b) </span><span style="font-family:Arial; font-size:10pt">todas las Comisiones de Administración que se hubieren devengado hasta la fecha que resulte menor entre </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(x)</span><span style="font-family:Arial; font-size:10pt"> los 12 (doce) meses siguientes a la fecha efectiva de la Destitución del Administrador Sin Causa, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(y) </span><span style="font-family:Arial; font-size:10pt">el término de la vigencia del Fideicomiso, considerando como si no hubiere existido la Destitución del Administrador Sin Causa; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> el Administrador tendrá derecho a recibir la Distribución por Cambio de Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Destitución del Administrador con Causa</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> En caso de Destitución del Administrador con Causa, éste tendrá derecho a cobrar únicamente las Comisiones de Administración que se hubieren devengado hasta la fecha efectiva de la sustitución del Administrador en términos de lo establecido en la sección 9.6.4 del Fideicomiso, y el Administrador no tendrá derecho a recibir la Distribución por Cambio de Administrador.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, si ocurre un Evento de Sustitución del Administrador, el 100% (cien por ciento) de las cantidades que el Fideicomitente y Fideicomisario en Segundo Lugar hubiere tenido derecho a recibir conforme a la sección 12.2 del Contrato de Fideicomiso, serán transferidos a la Cuenta General para ser tratados como Efectivo Distribuible.</span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">17. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Opción de adquirir participaciones en las Empresas Promovidas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que PMIC LATAM, S.A.P.I. de C.V. deje de ser el Administrador como consecuencia de una Destitución del Administrador Sin Causa, PMIC LATAM, S.A.P.I. de C.V., o quien éste designe, tendrá el derecho, a su discreción, a adquirir aquellas Inversiones cuyo Porcentaje de Distribución sea igual o mayor al 10% (diez por ciento), a un precio equivalente al Valor de las Inversiones a ser adquiridas, considerando para tales efectos la valuación utilizada a fin de determinar la Distribución por Cambio de Administrador, la cual deberá ser proporcionada únicamente por un Valuador Independiente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que PMIC LATAM, S.A.P.I. de C.V. decida, directa o indirectamente, ejercer dicho derecho, el Fideicomiso estará obligado a ceder las Inversiones determinadas por PMIC LATAM, S.A.P.I. de C.V. o la persona designada por éste, siempre y cuando el Fiduciario reciba del Administrador la notificación respectiva por escrito, con copia al Representante Común, dentro de un plazo de 10 (diez) Días Hábiles contados a partir de la fecha en que se determine la Destitución del Administrador Sin Causa por la Asamblea de Tenedores, y siempre y cuando dicha transmisión no esté restringida por disposición legal o estipulación contractual.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá realizar los actos que fueren necesarios a fin de dar cumplimiento a lo establecido en el párrafo anterior, incluyendo, de manera enunciativa, mas no limitativa, realizar los actos que por instrucciones escritas del Comité Técnico fueren necesarios para enajenar las Inversiones correspondientes en términos del párrafo anterior dentro de los 30 (treinta) días siguientes a que PMIC LATAM, S.A.P.I. de C.V. entregue la notificación referida en el párrafo anterior al Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Dichas operaciones, al ser realizadas al Valor de las Inversiones, y al ser realizadas con PMIC LATAM, S.A.P.I. de C.V. o una Persona designada por éste, una vez que el Administrador haya dejado de fungir como tal, no requerirán de aprobación del Comité Técnico o de la Asamblea de Tenedores, al haber dejado el Administrador de ser una Parte Relacionada del Fideicomiso de las Empresas Promovidas.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los pagos correspondientes en términos de la presente sección deberán realizarse en efectivo y en una sola exhibición, dentro de los 60 (sesenta) Días Hábiles siguientes a la firma de la documentación correspondiente y del cumplimiento de las condiciones que se pacten en dicha documentación, incluyendo, de manera enunciativa más no limitativa, la obtención de las autorizaciones gubernamentales necesarias. La adquisición de las Inversiones surtirá efectos de manera simultánea con la realización del pago. En caso de falta de pago de las cantidades exigibles en términos de lo anterior, se considerará como si PMIC LATAM, S.A.P.I. de C.V. hubiere renunciado a ejercer el derecho a adquirir las Inversiones en términos de la presente sección.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los pagos a que hace referencia la sección 9.6.3 del Fideicomiso, serán exigibles una vez transcurrido un plazo de 30 (treinta) Días Hábiles contados a partir de la fecha en que se determine la Destitución del Administrador Sin Causa o la Destitución del Administrador con Causa, según sea aplicable (sin considerar la fecha efectiva de destitución a fin de determinar dicha exigibilidad).</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V. tendrá derecho a que el precio a su cargo (o a cargo de la Persona que corresponda) por la adquisición de la participación del Fideicomiso en las Empresas Promovidas u otras Inversiones que decida adquirir, sea compensado contra los derechos de cobro que tenga el Administrador o el Fideicomitente y Fideicomisario en Segundo Lugar en contra del Fideicomiso en términos del presente apartado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Día Hábil siguiente a que sean pagadas las cantidades que el Administrador tenga derecho a recibir en términos del Contrato de Fideicomiso y se cumpla, en caso de que dicho derecho sea ejercido, con lo establecido en la presente sección, surtirá efectos la destitución del Administrador. No obstante lo anterior, en caso de que no existan recursos suficientes en las Cuentas en la fecha en que se determine la Destitución del Administrador Sin Causa para pagar las cantidades que el Administrador tenga derecho a recibir, la destitución del Administrador surtirá efectos precisamente en la fecha en que se determine la Destitución del Administrador Sin Causa, y los montos adeudados al Administrador deberán ser pagados en el momento en que el Fideicomiso reciba los recursos suficientes para realizar dicho pago, y el Fiduciario deberá pagar los montos adeudados al Administrador con prelación a los demás pagos que se deban realizar conforme a la sección 12.2 del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Adicionalmente, para el caso establecido en el párrafo anterior, el Fiduciario deberá pagar, en adición a dichos montos, un interés calculado sobre saldos insolutos diarios desde la fecha en que los mencionados pagos sean exigibles y la fecha en que el pago correspondiente sea realizado, para lo cual se tomará como base la Tasa de Interés Interbancaria de Equilibrio a plazo de 28 (veintiocho) días que sea publicada por el Banco de México en dicha fecha, más 200 (doscientos) puntos base. El cálculo de la tasa de interés se efectuará utilizando el procedimiento de días naturales efectivamente transcurridos entre 360 (trescientos sesenta) días.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sin perjuicio de lo establecido en la sección 9.6.3 del Fideicomiso, a partir de que surta efectos la destitución del Administrador, no surgirá obligación de pago alguna a favor del Administrador por concepto de Comisión de Administración, ni a favor del Fideicomitente y Fideicomisario en Segundo Lugar respecto a las distribuciones que le corresponden en términos de la sección 12.2 del Contrato de Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">18. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Otras consecuencias de la destitución del Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que se resuelva la destitución del Administrador en términos del presente apartado:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A. </span><span style="font-family:Arial; font-size:10pt">El Fideicomitente, sus Afiliadas y los miembros del equipo de administración continuarán siendo Partes Indemnizadas y continuarán teniendo derecho a ser indemnizados al amparo del Contrato de Fideicomiso, pero sólo respecto de las reclamaciones, procedimientos y daños relacionados con Inversiones realizadas previo a la destitución, o que surjan de, o que se relacionen con, sus actividades durante el período previo a la destitución, o resulten de alguna otra forma de los servicios prestados por el Administrador al Fideicomiso.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">B. </span><span style="font-family:Arial; font-size:10pt">Para todos los efectos del Contrato de Fideicomiso, el administrador sustituto que sea propuesto por el Comité Técnico y aprobado por la Asamblea de Tenedores, será considerado como el "Administrador", y se entenderá que ha sido designado como Administrador del Fideicomiso mediante la celebración de un contrato de prestación de servicios en términos sustancialmente similares a los previstos en el presente apartado, sin que dé lugar a una liquidación o terminación anticipada del Fideicomiso, salvo que la Asamblea de Tenedores determine otra cosa.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">19. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comisión de Administración</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá pagar al Administrador, con cargo a la Cuenta de Flujo, previa instrucción de este último, y respecto de cada Inversión, la Comisión de Administración de manera trimestral por adelantado (siendo el primer pago en la Fecha de Emisión), como contraprestación por los servicios de administración prestados conforme al Fideicomiso, consistente en una cantidad equivalente al Porcentaje de Comisión de Administración anual sobre el Monto de Inversión, menos </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(a) </span><span style="font-family:Arial; font-size:10pt">el monto que, en su caso, no haya sido efectivamente aportado a la Empresa Promovida, en términos de lo previsto en el Contrato de Inversión respectivo, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(b) </span><span style="font-family:Arial; font-size:10pt">el costo de las Inversiones que hayan sido objeto de Desinversión, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(c) </span><span style="font-family:Arial; font-size:10pt">el costo de las Inversiones que hayan sido declaradas como pérdidas totales según lo determine el Valuador Independiente al momento de realizarse el pago. En ambos casos la Comisión de Administración será pagada añadiendo el Impuesto al Valor Agregado.</span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para efectos de claridad, cuando el valor de una Inversión realizada por el Fiduciario bajo los términos del Contrato de Fideicomiso resulte igual a cero, el Administrador no tendrá derecho a cobrar la Comisión de Administración que se establece en el presente párrafo con relación a dicha Inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para efectos de lo dispuesto en la presente sección, en ningún caso y bajo ninguna circunstancia será responsabilidad del Fiduciario hacer los cálculos correspondientes para el pago de la Comisión de Administración, siendo esta responsabilidad exclusiva del Administrador. No obstante lo anterior, de conformidad con lo establecido en la Cláusula Décima Octava del </span><span style="font-family:Arial; font-size:10pt">Contrato de Fideicomiso, el Fiduciario está obligado a verificar la información y cantidades proporcionadas por el Administrador.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">20. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Excluyentes de responsabilidad; Indemnización</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador y el Fideicomitente, sus Afiliadas, miembros, socios, directores, funcionarios y empleados, así como los representantes legales de cualquiera de ellos; y los miembros del Comité Técnico, no serán responsables para con el Fideicomiso o para con cualquier parte del mismo por: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> cualquier pérdida, costo o gasto derivado de errores de criterio o cualquier acción u omisión que no constituya negligencia, dolo o mala fe en el desempeño de los deberes y obligaciones del Administrador y/o del Fideicomitente y/o de los miembros del Comité Técnico conforme al Contrato de Fideicomiso; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> pérdidas que se deban a errores de juicio o cualquier acción u omisión de agentes o casas de bolsa, a menos que, tratándose de cualquier agente o casa de bolsa, el Administrador y/o del Fideicomitente y/o de los miembros del Comité Técnico hubieren actuado con negligencia en su selección y contratación en nombre del Fideicomiso; o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> cuando al presentarse un conflicto de interés, el Administrador, el Fideicomitente, los Funcionarios Clave y/o los miembros del Comité Técnico actúen conforme a la opinión y procedimientos recomendados por el Comité Técnico en una sesión en la que los miembros designados por el Administrador que no sean Miembros Independientes se abstendrán de votar respecto a dicho punto. El Fiduciario, no en lo personal sino únicamente en su carácter de Fiduciario del Fideicomiso, deberá, en la mayor medida permitida por la legislación aplicable y con cargo al Patrimonio del Fideicomiso, indemnizar y sacar en paz y a salvo a las personas mencionadas en el presente apartado, cuando se trate de los supuestos antes mencionados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las Partes Indemnizadas podrán consultar con abogados y contadores los asuntos del Fideicomiso, y estarán completamente protegidas y justificadas en cualquier acción u omisión que sea tomada de acuerdo con el consejo u opinión de tales abogados o contadores. Sin embargo, las disposiciones precedentes no deberán ser interpretadas como excluyentes de responsabilidad en la medida que tal responsabilidad no sea susceptible de ser renunciada, modificada o limitada en términos de ley aplicable (incluyendo la responsabilidad conforme a las leyes aplicables que, bajo ciertas circunstancias, pudieren imputar responsabilidad inclusive a personas que actúen de buena fe).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador y el Fideicomitente no podrán ser instruidos ni incurrirán en ningún tipo de responsabilidad en caso de rehusarse a llevar a cabo cualquier acto que sea violatorio de cualquier disposición legal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Adicionalmente, el Fideicomiso deberá, en la mayor medida permitida por la legislación bursátil aplicable y únicamente con cargo a los recursos disponibles en el Patrimonio del Fideicomiso y hasta donde estos basten y alcancen, indemnizar y sacar en paz y a salvo a cada una de las Partes Indemnizadas de y en contra de cualquier pérdida o gasto provocado directa o indirectamente por circunstancias fuera del control razonable del Administrador y/o del Fideicomitente, incluyendo sin limitar, restricciones gubernamentales, resoluciones de bolsas o mercados, acciones que afecten a bolsas de valores incluyendo suspensiones de cotización o extensiones del horario de operaciones, actos de la autoridad civil o militar, emergencias nacionales, dificultades laborales, incendios, terremotos, inundaciones u otras catástrofes, casos fortuitos, guerras, actos de terrorismo, rebeliones o fallas en la comunicación o en el suministro de energía. El Fiduciario, con cargo a los recursos contenidos en la Reserva para Gastos (una vez que hayan sido cubiertos los Gastos de Mantenimiento correspondientes), deberá pagar a cualquier Parte Indemnizada honorarios razonables de abogados y otros costos y gastos incurridos en relación con la defensa de cualquier acción o procedimiento que derive de dicha conducta. En el evento que dicho pago adelantado sea realizado por el Fiduciario, la Parte Indemnizada deberá acordar reembolsar al Patrimonio del Fideicomiso la cantidad recibida en la medida en que se determine que no tenía derecho alguno a ser indemnizada. El Fiduciario no estará obligado a realizar pagos de su propio patrimonio o a incurrir en responsabilidades financieras distintas a las asumidas para el cumplimiento de los Fines del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En relación con lo establecido en el párrafo que antecede, los gastos incurridos por una Parte Indemnizada que sea parte de un procedimiento mencionado en el párrafo que antecede serán pagados o reembolsados por el Fidecomiso mediante la recepción por parte del Fiduciario de </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> una declaración escrita por la Parte Indemnizada en la que reconozca, de buena fe, que los requisitos de conducta necesarios para la indemnización por parte del Fideicomiso han sido cumplidos, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">un compromiso escrito de la Parte Indemnizada para repagar cualquier monto recibido del Fideicomiso si se determina que dicho miembro no tenía derecho a recibir dicha indemnización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para efectos de lo anterior, inmediatamente después de que una Parte Indemnizada sea sujeto de cualquier acción, demanda o procedimiento, ya sea, civil, penal, administrativa o de cualquier otra índole, dicho miembro deberá entregar una notificación por escrito al Fiduciario respecto de dicha circunstancia, especificando si esa Parte Indemnizada solicitará al Fideicomiso que la indemnice respecto de cualquier pérdida, daño o gasto (incluyendo honorarios razonables de abogados, multas, montos pagados en virtud de una transacción, etcétera) incurridos por dichas personas en relación con tal acción, demanda o procedimiento; en el entendido que la falta de dicha notificación por parte de cualquier Parte Indemnizada conforme a lo establecido en el Contrato de Fideicomiso, no relevará al Fiduciario de sus obligaciones al amparo de este apartado, excepto en la medida en que el Fideicomiso sea efectivamente perjudicado por la falta de entrega de dicha notificación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador y el Fideicomitente (en caso de que no sea el propio Administrador) deberán indemnizar y sacar en paz y salvo al Fiduciario y al Representante Común, sus accionistas, directores, empleados, agentes, abogados, auditores y demás asesores por cualquier pérdida, costo o gasto de cualquier clase (incluyendo honorarios y gastos razonables y documentados de abogados) derivados exclusivamente de cualquiera de los actos u omisiones del Administrador o de cualquiera de las partes del Contrato de Fideicomiso, que constituyan un incumplimiento de sus obligaciones conforme al Contrato de Fideicomiso. Esta indemnización no será aplicable a cualesquiera acciones u omisiones por parte del Fiduciario y/o del Representante Común o sus accionistas, directores, funcionarios, empleados, delegados fiduciarios, agentes, abogados, auditores u otros asesores que sean resultado de su culpa, mala fe, negligencia o dolo determinado por un tribunal de última instancia que no permita recurso alguno.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">21. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Información de Eventos Relevantes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá notificar al Representante Común, a los Proveedores de Precios, al Valuador Independiente, así como difundir al público inversionista, a la CNBV y a la BMV, de forma inmediata en el momento en que tenga conocimiento de los supuestos que a continuación se mencionan: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> un Evento de Sustitución del Administrador conforme a lo previsto en la Cláusula Novena del Contrato de Fideicomiso; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> cuando se presenten hechos o acontecimientos que hagan variar significativamente la valuación de las Inversiones conforme a lo establecido en la Cláusula Vigésima Segunda del Contrato de Fideicomiso; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">la dispensa o modificación de los Criterios de Elegibilidad establecidos en la Cláusula Octava del Contrato de Fideicomiso; así como cualquier otro evento relevante en términos de la regulación. Lo anterior deberá ajustarse a lo previsto en los artículos 50 a 54 de la Circular Única de Emisoras.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">22. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuentas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario, para el adecuado cumplimiento de los Fines del Fideicomiso, deberá abrir y mantener a su nombre las Cuentas del Fideicomiso en Pesos o Dólares, en Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero o en cualquiera de las empresas pertenecientes a INVEX Grupo Financiero. Cada una de las cuentas bancarias en las cuales se encuentre distribuido el efectivo del Patrimonio del Fideicomiso, deberá estar controlada exclusivamente por el Fiduciario, quien será el único facultado para el manejo y administración </span><span style="font-family:Arial; font-size:10pt">de las mismas y quien tendrá, sujeto a los términos del Contrato de Fideicomiso, el único y exclusivo dominio y control de las mismas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta General.</span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">Es la cuenta concentradora que deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso, en la que el Fiduciario deberá recibir o depositar, en su caso, las siguientes cantidades:</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">i. En las Fechas de Emisión Iniciales, el Monto Total derivado de las Emisión Iniciales;</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">ii. En las Fechas de Contribución adicional, el Monto Adicional Requerido a cada uno de los Tenedores; y</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">iii. En cualquier Día Hábil, los Flujos Netos que deban distribuirse a los Tenedores conforme a la Cláusula Décima Segunda del Contrato de Fideicomiso, así como todas las demás cantidades, bienes y/o derechos que ingresen al Patrimonio del Fideicomiso por cualquier concepto de conformidad con lo siguiente:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En las Fechas de Emisión Iniciales el Fiduciario utilizará el Monto Total para </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> pagar todos los Gastos de Emisión y Colocación, los cuales se pagarán de igual manera, en su caso cada Fecha de Emisión de Certificados Bursátiles Adicionales y de Certificados Bursátiles Subsecuentes, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> constituir la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente. La cantidad remanente deberá ser depositada en la Cuenta de Flujo para ser utilizada conforme lo previsto en la Cláusula Décima Primera del Contrato de Fideicomiso. Asimismo, durante la vigencia del Fideicomiso, con cargo a esta Cuenta se distribuirá a prorrata entre los Tenedores, en cada Fecha de Pago, el Efectivo Distribuible que les corresponda de conformidad con lo establecido en la sección 12.2 del Fideicomiso, como Distribución a los Tenedores. Para efectos de lo anterior, a más tardar en las Fechas de Emisión, el Fiduciario deberá recibir por escrito del Comité Técnico, instrucciones relativas a las cantidades y montos de los depósitos, transferencias y/o pagos que deban efectuarse por concepto de Gastos de Emisión y Colocación, así como las cuentas a las cuales deban realizarse dichos depósitos, transferencias y/o pagos, detallando: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> número de cuenta, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> cuenta CLABE, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> institución bancaria en que se tiene aperturada dicha cuenta, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> beneficiario, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v)</span><span style="font-family:Arial; font-size:10pt"> sucursal </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vi)</span><span style="font-family:Arial; font-size:10pt"> referencia y las facturas correspondientes que acrediten los pagos, transferencias y/o depósitos respectivos. Las Partes autorizan al Fiduciario a no llevar a cabo el pago de cualquier Gasto de Emisión y Colocación hasta en tanto el Fiduciario no cuente con la factura emitida por el proveedor de servicios que acredita el pago de dicho servicio.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En las Fechas de Emisión Iniciales, o tan pronto como sea posible después de las mismas, el Fiduciario deberá abrir, manejar y administrar la Cuenta de Reserva para Gastos, así como en su caso, reconstituirla en la fecha de Emisión Inicial de Certificados Adicionales y en las Fechas de Emisión Subsecuentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Desde la celebración del Fideicomiso, el Administrador deberá elaborar de manera anual un estimado de los recursos que sean necesarios para cubrir los Gastos de Mantenimiento durante el resto de la vigencia del mismo, así mismo deberá determinar el valor presente de dichos Gastos de Mantenimientos y presentarlo para su aprobación al Comité Técnico, por conducto de su Presidente y/o Secretario, dentro de los 15 (quince) primeros Días Hábiles del año en curso (o dentro de los 15 (quince) Días Hábiles siguientes a la Emisión, para el primer año). Durante los primeros cinco años de vigencia del Fideicomiso, el Comité Técnico podrá instruir por escrito al Fiduciario para que transfiera los recursos de la Cuenta de Flujo que sean necesarios a la Cuenta de Reserva para Gastos a efecto de que el efectivo depositado en dicha reserva sea igual o superior al valor presente de los Gastos de Mantenimiento que deberán cubrirse durante la vigencia del Fideicomiso, de conformidad con el cálculo realizado por el Administrador. Los recursos de la Cuenta de Flujo que no sean utilizados para aumentar el efectivo de la Reserva </span><span style="font-family:Arial; font-size:10pt">para Gastos deberán permanecer en la Cuenta de Flujo para ser utilizados conforme a lo previsto en la sección 11.2 del Fideicomiso, para cubrir los Gastos de Inversión y otras erogaciones que sea necesario realizar con cargo a la Cuenta de Flujo conforme al Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En cualquier momento en que los recursos depositados en la Cuenta de Reserva para Gastos sean insuficientes para pagar Gastos de Mantenimiento, el Fiduciario podrá utilizar la totalidad de los recursos acreditados en la Cuenta de Flujo que sean necesarios para hacer frente al pago, con prelación a la realización de cualquier Inversión y de conformidad con las instrucciones por escrito del Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la fecha en que se reciban los recursos de una Desinversión, o tan pronto como sea posible después de la misma, el Fiduciario, por instrucciones del Administrador, deberá depositar en la Cuenta de Reserva para Gastos, los recursos de dicha Desinversión, que sean necesarios a efecto de que el efectivo depositado en dicha reserva sea igual o superior al valor presente de los Gastos de Mantenimiento que deberán cubrirse durante la vigencia del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Una vez que el Administrador determine que los recursos en la Reserva para Gastos, de haberlos, no serán requeridos para pagar Gastos de Mantenimiento, los mismos deberán ser transferidos a la Cuenta General, con la previa aprobación del Comité Técnico, otorgada en Sesión en la que los miembros designados del Administrador que no sean Miembros Independientes deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reserva para Gastos de Asesoría Independiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la Fecha de Emisión Inicial de los Certificados Originales y de conformidad con lo dispuesto en la sección 11.1 del Fideicomiso, el Fiduciario deberá abrir a su nombre una cuenta con la cantidad inicial equivalente a $10’000,000.00 (diez millones de Pesos 00/100 M.N.). Con cargo a esta Cuenta de Reserva para Gastos de Asesoría Independiente, los Tenedores y Miembros Independientes del Comité Técnico tendrán derecho a contratar (por medio de instrucción al Fiduciario a través del Representante Común o del Presidente del Comité Técnico, según sea el caso), a los asesores técnicos independientes que requieran para mayor entendimiento del sector o negocio al que pertenezca alguna de las Empresas Promovidas en la que se vaya a realizar o se haya realizado una Inversión; en el entendido que, la opinión de dicho asesor independiente no será vinculante para el Fiduciario, el Administrador y/o el Comité Técnico, y que la contratación o trabajo del mismo no modificará los plazos previstos en el Contrato de Fideicomiso para la deliberación de asuntos o toma de decisiones. El Fiduciario liberará los recursos depositados en la Reserva para Gastos de Asesoría Independiente cuando reciba instrucción escrita del Representante Común o del Presidente del Comité Técnico, según sea el caso, con la previa aprobación </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">de la Asamblea de Tenedores, cuando la contratación pretenda ser realizada por los Tenedores, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">del Comité Técnico (en sesión en la cual los miembros designados por el Administrador que no sean Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día) en caso de que la contratación pretenda ser realizada por los Miembros Independientes de dicho Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La Reserva para Gastos de Asesoría Independiente, podrá ser reconstituida de conformidad con las instrucciones del Administrador o del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Flujo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Es la cuenta que deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso, en la que se depositarán los recursos remanentes del Monto Total, una vez que se hayan pagado todos los Gastos de Emisión y Colocación y se haya constituido la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente. Con cargo a esta Cuenta, el Fideicomiso llevará a cabo las Inversiones y se cubrirán los Gastos de Inversión. Asimismo, en la </span><span style="font-family:Arial; font-size:10pt">Cuenta de Flujo se recibirán los rendimientos que deriven de Inversiones Permitidas de los recursos en ella depositados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A efecto de llevar a cabo cada Inversión y cumplir con los Contratos de Inversión respectivos, el Fiduciario estará obligado a depositar las cantidades que el Administrador le instruya por escrito, de conformidad con lo dispuesto en el Contrato de Fideicomiso, con cargo a la Cuenta de Flujo. Para tales efectos, el Administrador deberá enviar al Fiduciario, con copia al Representante Común, una notificación con 3 (tres) Días Hábiles de anticipación a la Fecha de Depósito, señalando el monto requerido, y un aviso dentro de 1 (un) Día Hábil previo a la Fecha de Depósito en el que señale el monto definitivo, en su caso, y las especificaciones que para los pagos, depósitos y/o transferencias realizadas desde la Cuenta General se establecen en la sección 11.1. C del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Asimismo, con cargo a esta Cuenta de Flujo, el Fiduciario deberá cubrir los correspondientes Gastos de Inversión que deban pagarse al Administrador según se prevé en el Contrato de Fideicomiso, conforme a las instrucciones que este último le proporcione.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Distribución.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Es la cuenta que deberá abrir y mantener abierta el Fiduciario en cumplimiento de los Fines del Fideicomiso para el depósito de todos los Flujos que ingresen al Patrimonio del Fideicomiso. Todos los impuestos relativos a Efectivo Distribuible que el Fiduciario deba enterar de conformidad con la legislación aplicable a partir de la primera Desinversión, en términos de la Cláusula Vigésima Tercera del Contrato de Fideicomiso (incluyendo, en su caso, el Impuesto Sobre la Renta), deberán pagarse con cargo a la Cuenta de Distribución, a la cuenta que por escrito le instruya el Fideicomitente a efecto de que sea directamente el Fideicomitente quien cumpla con su obligación de enterar todos aquellos impuestos que esté obligado a pagar bajo los términos del Contrato de Fideicomiso al Servicio de Administración Tributaria de la Secretaria de Hacienda y Crédito Público en términos de la legislación vigente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">No obstante lo anterior, las Partes reconocen que el Fiduciario no deberá realizar retenciones o pagos en concepto de impuestos en la medida que la legislación aplicable imponga dicha obligación a cualquier otra Persona, incluyendo al intermediario financiero que tenga en custodia o administración los Certificados Bursátiles por cuenta de cualquier Tenedor, en términos de la Cláusula Vigésima Tercera del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cada vez que los Flujos Brutos alcancen la cantidad de $5’000,000.00 (cinco millones de Pesos 00/100 M.N.), y siempre y cuando los impuestos a que se refiere este apartado que se hayan causado a la Fecha de Cálculo, en su caso, hayan sido pagados, o en cualquier otra fecha en que el Administrador lo determine, el Fiduciario, deberá calcular y notificar por escrito al Administrador y al Representante Común, las distribuciones que correspondan a los Tenedores y al Fideicomitente y Fideicomisario en Segundo Lugar conforme a la Cláusula Décima Segunda del Contrato de Fideicomiso. Una vez realizado el cálculo, los Flujos Netos que correspondan a los Tenedores conforme al apartado "Distribución de Flujos" siguiente, deberán ser transferidos a la Cuenta General a fin de que el Fiduciario distribuya con cargo a la misma la cantidad correspondiente a los Tenedores y al Fideicomitente y Fideicomisario en Segundo Lugar conforme a la Cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá abrir a su nombre, previa instrucción por escrito del Fideicomitente, y mantener abierta en cumplimiento de los Fines del Fideicomiso, una cuenta a ser identificada para efectos del Contrato de Fideicomiso como la "Cuenta del Fideicomitente y Fideicomisario en Segundo Lugar", en la que se depositarán la totalidad de las cantidades que correspondan al Fideicomitente y Fideicomisario en Segundo Lugar en términos de la Cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuenta de Reembolsos.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Es la cuenta que deberá abrir y mantener abierta el Fiduciario a su nombre en cumplimiento de los Fines del Fideicomiso, en la cual se depositarán, (i) una vez concluido el Periodo de Inversión, el saldo de la Cuenta General y el saldo de la Cuenta de Flujo en dicha fecha (incluyendo los Intereses de las Inversiones Permitidas), menos los montos determinados por el Administrador durante el Período de Inversión; y (ii) los Flujos que provengan de Inversiones que el Comité Técnico o la Asamblea de Tenedores hayan determinado, al momento en que se haya aprobado la Inversión, que no serán considerados como Efectivo Distribuible al momento en que hayan ingresado al Patrimonio del Fideicomiso, y por lo tanto no estarán sujetos al orden de prelación establecido en la Cláusula Décima Segunda inciso 12.2 del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Todos los impuestos relativos al Efectivo Reembolsable que el Fiduciario deba enterar de conformidad con la legislación aplicable a partir de la primera Desinversión, en términos de la Cláusula Vigésima Tercera del Contrato de Fideicomiso (incluyendo, en su caso, el Impuesto Sobre la Renta), deberán pagarse con cargo a la Cuenta de Reembolsos, a la cuenta que por escrito le instruya el Fideicomitente a efecto de que sea directamente el Fideicomitente quien cumpla con su obligación de enterar todos aquellos impuestos que esté obligado a pagar bajo los términos del Contrato de Fideicomiso al Servicio de Administración Tributaria de la Secretaria de Hacienda y Crédito Público en términos de la legislación vigente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">No obstante lo anterior, las Partes reconocen que el Fiduciario no deberá realizar retenciones o pagos en concepto de impuestos en la medida que la legislación aplicable imponga dicha obligación a cualquier otra Persona, incluyendo al intermediario financiero que tenga en custodia o administración los Certificados Bursátiles por cuenta de cualquier Tenedor, en términos de la Cláusula Vigésima Tercera del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">23. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aplicación de flujos y recursos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Monto Total. </span><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá depositar, administrar y distribuir los recursos obtenidos de la Emisión y Colocación de los Certificados Bursátiles de conformidad con las siguientes reglas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Emisión y Colocación: </span><span style="font-family:Arial; font-size:10pt">A más tardar en las Fechas de Emisión Iniciales, y en las Fechas de Emisión Subsecuentes, o tan pronto como sea posible después de las mismas, el Fiduciario deberá pagar los Gastos de Emisión y Colocación con cargo al Monto Total, y deberá fondear las Cuentas con los Recursos Netos, de conformidad con lo dispuesto en las instrucciones que reciba del Comité Técnico y lo dispuesto en el apartado "Cuenta General".</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Reserva para Gastos: </span><span style="font-family:Arial; font-size:10pt">A más tardar en las Fechas de Emisión Iniciales o tan pronto como sea posible después de la mismas, el Fiduciario deberá fondear y constituir o reconstituir con cargo al Monto Total la Cuenta de Reserva para Gastos con las cantidades que por escrito le instruya el Comité Técnico y/o el Administrador, según sea el caso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Reserva para Gastos de Asesoría Independiente: </span><span style="font-family:Arial; font-size:10pt">En la Fecha de Emisión Inicial de los Certificados Originales, o tan pronto como sea posible después de la misma el Fiduciario deberá fondear y constituir con cargo al Monto Total la Cuenta de Reserva para Gastos de Asesoría Independiente, para lo cual deberá depositar la cantidad de $10’000,000.00 (diez millones de Pesos 00/100 M.N.), de conformidad con lo dispuesto en el apartado "Cuenta de Distribución" anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Flujo: </span><span style="font-family:Arial; font-size:10pt">El Fiduciario después de haber constituido la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente, deberá depositar los recursos remanentes en la Cuenta de Flujo y ministrará aquellos que el Administrador le solicite de tiempo en tiempo en la cuenta bancaria que el mismo le indique, mismos que serán utilizados durante el Periodo de Inversión para realizar las Inversiones.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Comisión de Administración: </span><span style="font-family:Arial; font-size:10pt">El Fiduciario, contra la entrega de la factura correspondiente, y con cargo a la Cuenta de Flujo, deberá pagar al Administrador la Comisión de Administración que por escrito le instruya el Administrador de manera trimestral, de forma anticipada, durante los primeros 10 (diez) Días Hábiles del inicio de cada trimestre, más el Impuesto al Valor Agregado. Para efectos de lo anterior, el Administrador estará obligado a instruir al Fiduciario durante los primeros 9 (nueve) Días Hábiles del inicio de cada trimestre las especificaciones aplicables que para pagos, depósitos y transferencias se establecen en el apartado "Cuenta General" anterior. En caso de que el Fiduciario no reciba instrucción alguna al respecto deberá pagarse al Administrador la misma cantidad de la Comisión de Administración pagada a su favor el trimestre inmediato anterior.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Inversión: </span><span style="font-family:Arial; font-size:10pt">Con cargo a la Cuenta de Flujo, el Fiduciario deberá cubrir los Gastos de Inversión, de conformidad con las instrucciones por escrito que al efecto le proporcione el Administrador conforme a lo dispuesto en el apartado "Cuenta de Flujo" anterior.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Mantenimiento: </span><span style="font-family:Arial; font-size:10pt">Con los recursos depositados en la Cuenta de Reserva para Gastos, el Fiduciario previas instrucciones por escrito del Administrador deberá cubrir los Gastos de Mantenimiento en los términos y con la periodicidad que se hubiere convenido, de conformidad con lo dispuesto en el Contrato de Fideicomiso, en los contratos respectivos tratándose del pago de los Seguros de Responsabilidad Profesional y con lo dispuesto en las disposiciones aplicables tratándose de impuestos y cuotas a la CNBV, BMV e Indeval.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Distribución de Flujos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> El Efectivo Distribuible en cada Fecha de Pago será determinado por el Administrador y notificado por escrito al Fiduciario y al Representante Común con una anticipación de al menos 12 (doce) Días Hábiles a la Fecha de Pago, de manera que el Fiduciario proceda a publicar el aviso correspondiente con al menos 6 (seis) Días Hábiles de anticipación a la Fecha de Pago de que se trate a través de EMISNET, a la CNBV a través del STIV-2 y al Indeval por escrito o a través de los medios que éste determine, en los casos en que se realice pago alguno a los Tenedores. En el aviso que se entregue a Indeval deberá prever el importe a ser distribuido a los Tenedores, así como cualquier dato para su cobro.</span>
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<span style="font-family:Arial; font-size:10pt">En caso de que el Comité Técnico o la Asamblea de Tenedores, al momento de aprobar una Inversión, determinen que los Flujos que en su momento sean recibidos de dicha Inversión no sean considerados Efectivo Distribuible, no estarán sujetos al orden de prelación establecido en la presente sección, por lo que deberán ser depositados en la Cuenta de Reembolsos, para ser aplicados conforme a lo previsto en la Cláusula Décima Segunda sección 12.4 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">Sujeto a lo establecido en los párrafos anteriores, los Flujos Netos provenientes de las Inversiones serán utilizados por el Fiduciario de conformidad con las instrucciones del Administrador en el siguiente orden de prelación:</span>
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<span style="font-family:Arial; font-size:10pt">A.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> Reconstituir la Reserva de Gastos. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Primero,</span><span style="font-family:Arial; font-size:10pt"> la totalidad de los Flujos Netos deberán utilizarse para la reconstitución de la Reserva de Gastos según las instrucciones del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt">B.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> Reembolso del Monto Dispuesto de la Inversión. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Segundo</span><span style="font-family:Arial; font-size:10pt">, la totalidad de los Flujos Netos sobrantes después de la Reconstitución de la Reserva de Gastos, deberán ser pagados a los Tenedores que sean titulares de Certificados Bursátiles en términos de la legislación aplicable, hasta que la suma de la totalidad de los Flujos Brutos asociados a dichos Flujos Netos, junto con todos los demás Flujos Brutos que anteriormente hayan sido generados, y cuyos Flujos Netos hayan sido distribuidos en términos del presente párrafo, sea igual a la suma de los Montos Dispuestos de las Inversiones cuyos Flujos hayan sido determinados como Efectivo Distribuible, según lo haya aprobado el Comité Técnico o la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">C.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> Distribución Preferente a los Tenedores. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Tercero,</span><span style="font-family:Arial; font-size:10pt"> los Flujos Netos sobrantes después de pagadas las cantidades establecidas en los incisos A y B anteriores, deberán ser pagados a los Tenedores hasta que la suma de los Flujos Brutos asociados a los Flujos Netos que hayan recibido los Tenedores bajo este inciso C, equivalgan al Rendimiento Preferente.</span>
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<span style="font-family:Arial; font-size:10pt">D.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> Distribución no Preferente. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Cuarto</span><span style="font-family:Arial; font-size:10pt">, una vez pagadas las cantidades descritas en los incisos A, B y C anteriores, la totalidad de los Flujos Netos sobrantes deberán ser pagados al Fideicomitente y Fideicomisario en Segundo Lugar hasta que la suma de los Flujos Brutos asociados a los Flujos Netos distribuidos conforme al presente inciso D equivalgan al Porcentaje de Distribución, de </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> la totalidad de los montos distribuidos conforme el inciso C anterior, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> la totalidad de los montos que corresponderían al Fideicomitente y Fideicomisario en Segundo Lugar conforme el presente inciso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">;</span>
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<span style="font-family:Arial; font-size:10pt">E. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Distribución</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Excedente.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">C</span><span style="font-family:Arial; font-size:10pt">ualesquier otros Flujos Netos remanentes después de pagadas las cantidades establecidas en los incisos anteriores, deberán ser distribuidos a los Tenedores y al Fideicomitente y Fideicomisario en Segundo Lugar en los siguientes porcentajes: </span>
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<span style="font-family:Arial; font-size:10pt">1. </span><span style="font-family:Arial; font-size:10pt">A los Tenedores, el resultado de restar al 100%, el Porcentaje de Distribución.</span>
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<span style="font-family:Arial; font-size:10pt">2. </span><span style="font-family:Arial; font-size:10pt">Al Fideicomisario en Segundo Lugar, el Porcentaje de Distribución.</span>
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<span style="font-family:Arial; font-size:10pt">Lo anterior en el entendido de que no serán efectuadas al Fideicomitente y Fideicomisario en Segundo Lugar las distribuciones a su favor establecidas en la presente sección, sino hasta que </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> se haya cubierto el Reembolso del Monto Dispuesto de la Inversión correspondiente a los Tenedores; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> sea pagada la Distribución Preferente a los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">Las cantidades que se mantengan en la Cuenta del Fideicomisario en Segundo Lugar, serán entregadas a dicho Fideicomisario en Segundo Lugar dentro de los 5 (cinco) Días Hábiles siguientes a la conclusión del Periodo de Inversión una vez que se confirme por el Administrador el monto de las Distribuciones al Fideicomisario en Segundo Lugar considerando la totalidad del Monto Depositado en la Cuenta de Flujo al Día Hábil siguiente a la terminación del Periodo de Inversión, junto con los rendimientos que los recursos correspondientes produzcan desde el surgimiento de la obligación de pago, hasta la fecha de su pago al Fideicomisario en Segundo Lugar. Las Distribuciones al Fideicomisario en Segundo Lugar que se generen con posterioridad a la terminación del Periodo de inversión serán pagadas al Fideicomisario en Segundo Lugar, sujeto a lo establecido en el párrafo anterior, en la Fecha de Pago inmediata siguiente a la fecha en que las mismas se generen.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reglas Generales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Cualquier cantidad que se mantenga en la Cuenta de Distribuciones, en la Cuenta de Reembolsos y en la Cuenta General (incluyendo la Reserva para Gastos y la Reserva para Gastos de Asesoría Independiente) en la Fecha de Vencimiento, serán transferidas a los Tenedores de manera proporcional por cada Certificado Bursátil en circulación de los cuales sean titulares, conforme a lo establecido en este apartado.</span>
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<span style="font-family:Arial; font-size:10pt">El Efectivo Distribuible será distribuido de conformidad con lo que se establece en la Cláusula Décima Segunda inciso 12.2 del Contrato de Fideicomiso, dentro de los 20 (veinte) Días Hábiles siguientes a la terminación de cada mes calendario en el que, al último Día Hábil de dicho mes, los Flujos Brutos sean iguales o mayores </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">a $5’000,000.00 (cinco millones de Pesos 00/100 M.N.), o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">a una cantidad menor que sea determinada por el Administrador para tales efectos; y siempre y cuando los impuestos a que se refiere la Cláusula Décima Primera inciso 11.2.1 del Contrato de Fideicomiso, en su caso, hayan sido pagados. Las cantidades a ser distribuidas serán los saldos correspondientes al último Día Hábil del mes inmediato anterior a la Fecha de Pago de que se trate, salvo que el Administrador determine, para tales efectos, una cantidad superior.</span>
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<span style="font-family:Arial; font-size:10pt">En cada Fecha de Pago, el Fiduciario deberá calcular, con las cifras proporcionadas por el Administrador conforme a la prelación descrita anteriormente en la Cláusula Décima Segunda inciso 12.2 del Contrato de Fideicomiso, las cantidades que debieron ser transferidas a la Cuenta </span><span style="font-family:Arial; font-size:10pt">de Distribuciones para ser tratadas como Efectivo Distribuible, tomando en cuenta </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> la totalidad de Flujos Brutos obtenidos desde la Fecha de Emisión y hasta la fecha en la que se haga este cálculo, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> la totalidad de los montos remitidos a la Cuenta de Distribuciones para ser tratadas como Efectivo Distribuible conforme a la Cláusula Décima Segunda inciso 12.2. del Contrato de Fideicomiso Si derivado del cálculo anterior resulta que las cantidades que debieron haber sido transferidas a la Cuenta de Distribuciones son mayores a las que efectivamente hayan sido transferidas, el Fiduciario notificará de ello al Administrador y al Representante Común y utilizará los montos depositados en la Cuenta del Fideicomiso correspondiente para transferir a la Cuenta de Distribuciones la cantidad necesaria para cubrir dicha diferencia; en el entendido que cualquier cantidad que exceda de los montos descritos en el inciso D numeral ii de la Cláusula Décima Segunda inciso 12.2 del Contrato de Fideicomiso, permanecerá depositada en la Cuenta de Distribuciones.</span>
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<span style="font-family:Arial; font-size:10pt">Cuando se decrete cualquier pago a favor de los Tenedores, el Fiduciario deberá informar por escrito o por los medios que determinen al Indeval a la BMV y a la CNBV, con copia al Representante Común al Día Hábil siguiente a que sea adoptada la resolución correspondiente en términos del Contrato de Fideicomiso, los derechos que podrán ejercer los Tenedores, indicando los términos para su ejercicio, con al menos con 6 (seis) Días Hábiles de anticipación a la Fecha de Pago.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Reembolso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. (i) </span><span style="font-family:Arial; font-size:10pt">Una vez concluido el Periodo de Inversión, el saldo de la Cuenta General y el saldo de la Cuenta de Flujo en dicha fecha (incluyendo los Intereses de las Inversiones Permitidas), menos los montos determinados por el Administrador de conformidad con la Cláusula Décima Octava inciso 8.5 del Contrato de Fideicomiso, deberán ser transferidos a la Cuenta de Reembolsos para ser reembolsados por el Fiduciario a los Tenedores dentro de los 20 (veinte) Días Hábiles siguientes a la terminación del Periodo de Inversión; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">los Flujos que provengan de Inversiones que el Comité Técnico o la Asamblea de Tenedores hayan determinado, al momento en que se haya aprobado la Inversión, que no serán considerados como Efectivo Distribuible al momento en que hayan ingresado al Patrimonio del Fideicomiso, y por lo tanto no estarán sujetos al orden de prelación establecido en la Cláusula Décima Segunda inciso 12.2 del Contrato de Fideicomiso, deberán ser reembolsados a los Tenedores dentro de los 20 (veinte) Días Hábiles siguientes a la terminación de cada mes calendario en el que, al último Día Hábil de dicho mes, los Flujos Brutos sean iguales o mayores </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(a) </span><span style="font-family:Arial; font-size:10pt">a $5’000,000.00 (cinco millones de Pesos 00/100 M.N.), o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(b) </span><span style="font-family:Arial; font-size:10pt">a una cantidad menor que sea determinada por el Administrador para tales efectos; y siempre y cuando los impuestos a que se refiere la Cláusula Décima Primera inciso 11.3 del Contrato de Fideicomiso, en su caso, hayan sido pagados. Las cantidades a ser distribuidas serán los saldos correspondientes al último Día Hábil del mes inmediato anterior a la Fecha de Pago de que se trate, salvo que el Administrador determine, para tales efectos, una cantidad superior. Las distribuciones que se hagan con los recursos descritos en la Cláusula 12.4 del Fideicomiso, se harán a prorrata, basado en el número de Certificados Bursátiles de los que sean titulares dichos Tenedores a la Fecha de Registro que corresponda a dicha Fecha de Pago.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Pago de lo indebido</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">En caso de que en cualquier momento con posterioridad a la fecha en que concluya el Periodo de Inversión exista, respecto de las cantidades pagadas al Fideicomisario en Segundo Lugar en concepto de Distribución No Preferente y/o Distribución Excedente, algún Exceso de Distribuciones, el Fideicomisario en Segundo Lugar devolverá dicho Exceso de Distribuciones (neto de los impuestos pagados por el Fideicomisario en Segundo Lugar asociados a dicho excedente) al Fideicomiso, y deberá ser transferido a la Cuenta de Distribuciones para su aplicación conforme a el presente apartado. Dichas cantidades podrán ser compensadas contra el pago de Distribución No Preferente y/o Distribución Excedente futuras (netas de los impuestos pagados por el Fideicomisario en Segundo Lugar asociadas a dicho excedente).</span>
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<span style="font-family:Arial; font-size:10pt">A fin de determinar lo anterior, el Administrador presentará anualmente al Auditor Externo, junto con los estados financieros internos anuales del Fideicomiso, los cálculos en base a los cuales el </span><span style="font-family:Arial; font-size:10pt">Fideicomisario en Segundo Lugar haya recibido cualquier cantidad en términos del Contrato de Fideicomiso, a fin de que el Auditor Externo determine si dichos cálculos se apegan a lo establecido en el Contrato de Fideicomiso como parte de la auditoría a los estados financieros anuales del Fideicomiso. En su caso, las cantidades indebidamente pagadas deberán ser registradas en los estados financieros anuales del Fideicomiso y reembolsadas por quien corresponda al Fideicomiso dentro de los 90 (noventa) Días Hábiles siguientes a que se determine la existencia y monto del pago de lo indebido de que se trate.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">24. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Inversiones Permitidas.</span>
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<span style="font-family:Arial; font-size:10pt">El Efectivo Fideicomitido que se encuentre depositado en las Cuentas deberá ser invertido, en la medida de lo permitido por la legislación, reglas y reglamentos aplicables, de conformidad con las instrucciones por escrito del Administrador, siempre que sean inversiones temporales efectuadas en tanto se realicen las Inversiones a las que se encuentren destinados los recursos del Patrimonio del Fideicomiso, conforme a lo que se establece en el Contrato de Fideicomiso y en el Prospecto de Colocación; en el entendido que, deberá ser en valores de alta liquidez y de corto plazo que le permitan al Fideicomiso contar con recursos disponibles para el cumplimiento de las obligaciones a su cargo en cualquiera de las siguientes inversiones con instituciones financieras autorizadas para actuar como tal por la CNBV como contraparte de las inversiones:</span>
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<span style="font-family:Arial; font-size:10pt">A. Instrumentos de deuda con vencimiento menor o igual a un año, denominados en Pesos, UDIS o Dólares </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> emitidos por el gobierno federal mexicano, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">emitidos por el gobierno federal de los Estados Unidos de América, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> cuyas obligaciones sean total e incondicionalmente garantizadas en cuanto al pago puntual de principal e intereses por parte del gobierno federal mexicano, o </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> cuyas obligaciones sean total e incondicionalmente garantizadas en cuanto al pago puntual de principal e intereses por parte de cualquier agencia o autoridad del gobierno federal mexicano siempre y cuando dichas obligaciones sean respaldadas por la garantía crediticia total del gobierno federal mexicano; e</span>
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<span style="font-family:Arial; font-size:10pt">B. Inversiones a través de reportos con respecto a cualesquier instrumentos de deuda o valores de los descritos en el inciso A anterior.</span>
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<span style="font-family:Arial; font-size:10pt">Ni el Fiduciario, ni el Fideicomitente, ni el Representante Común serán responsables por cualquier detrimento a las cantidades depositadas en las Cuentas del Fideicomiso que sean invertidas de conformidad con conformidad con lo establecido en la Cláusula Décima Tercera del Contrato de Fideicomiso, salvo en el caso de negligencia o mala fe del Fiduciario determinada por autoridad competente mediante sentencia ejecutoriada e inapelable, en los términos del Artículo 391 de la LGTOC. El Administrador no podrá utilizar el Patrimonio del Fideicomiso para realizar operaciones de préstamos de valores.</span>
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<span style="font-family:Arial; font-size:10pt">Para el caso de que el Administrador no emita instrucciones por escrito con respecto a las Inversiones Permitidas que deba hacer el Fiduciario antes de las 11:30 AM (hora de la Ciudad de México), del día en que haya recursos disponibles en cualquiera de las Cuentas, el Fiduciario procederá a efectuar Inversiones Permitidas según se prevé en esta sección con un vencimiento no mayor al Día Hábil siguiente.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá cumplir con las instrucciones de inversión que en su caso reciba el mismo día que las reciba, si ese día es un Día Hábil y siempre que tanto la instrucción de inversión correspondiente como los fondos respectivos para la inversión sean recibidos o se encuentren en posesión del Fiduciario antes de las 12:00 horas (tiempo del centro de México); o bien el Día Hábil siguiente, si dichos fondos o la instrucción de inversión no se encuentra en la posesión, o no son recibidos por el Fiduciario antes de las 12:00 horas (tiempo del centro de México) o si en el día en que se recibe no es un Día Hábil.</span>
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<span style="font-family:Arial; font-size:10pt">Los fondos que reciba el Fiduciario que no se inviertan de manera inmediata conforme a lo anterior, en tanto se aplican al fin pactado, deberán mantenerse depositados en la institución de crédito en que se mantenga abierta la Cuenta respectiva del Fideicomiso en la que se reciba, en el entendido que si la institución de crédito donde se reciben dichos fondos es el propio Fiduciario, los mismos deberán devengar la tasa más alta que el Fiduciario pague por operaciones al mismo plazo y monto similar, en las mismas fechas en que se mantenga el depósito.</span>
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<span style="font-family:Arial; font-size:10pt">Salvo por lo expresamente previsto en el Contrato de Fideicomiso respecto de los montos depositados en la Cuenta de Flujo, los rendimientos que generen las Inversiones Permitidas que se efectúen con recursos de la Cuenta General formarán parte de la Cuenta General, los rendimientos que generen las Inversiones Permitidas que se efectúen con recursos de la Cuenta de Reserva para Gastos formarán parte de la Reserva para Gastos, los rendimientos que generen las Inversiones Permitidas que se efectúen con recursos de la Cuenta de Reserva para Gastos de Asesoría Independiente formarán parte de la Reserva para Gastos de Asesoría Independiente, los rendimientos que generen las Inversiones Permitidas que se efectúen con recursos de la Cuenta de Flujo formarán parte de la Cuenta Flujo.</span>
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<span style="font-family:Arial; font-size:10pt">De acuerdo con las disposiciones de la Fracción XIX, inciso (b) del Artículo 106 de la Ley de Instituciones de Crédito, el Fiduciario no será responsable de la tasa de rendimiento recibida sobre inversiones efectuadas conforme a la Cláusula Décima Tercera del Contrato de Fideicomiso, salvo que dichos menoscabos sean consecuencia de negligencia, dolo o mala fe por parte del Fiduciario, y esto sea así determinado por autoridad competente en sentencia ejecutoriada elevada a rango de cosa juzgada y sea inapelable. Asimismo, el Fiduciario no será responsable de los resultados de cualquier inversión de los recursos líquidos del Fideicomiso, ni de cualquier detrimento en el valor de la inversión en relación con los valores en los que dichas cantidades sean invertidas y que formen parte del Patrimonio del Fideicomiso. Por consiguiente, el Fideicomitente y el Fideicomisario en Primer Lugar, el Administrador y el Comité Técnico liberan expresamente al Fiduciario de cualquier responsabilidad derivada de la compra de valores o instrumentos de inversión, así como por las pérdidas o menoscabos que pudieran afectar el Patrimonio del Fideicomiso, como consecuencia de las Inversiones Permitidas efectuadas por el Fiduciario en los términos del presente apartado.</span>
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<span style="font-family:Arial; font-size:10pt">Se autoriza al Fiduciario, a que, con cargo a la Cuenta de Reserva para Gastos, pague el importe de todos los gastos, comisiones o cualesquiera otra erogación, que se derive de los actos o contratos necesarios para efectuar las Inversiones Permitidas que se realicen en términos del Contrato de Fideicomiso. En caso de ser insuficientes las cantidades depositadas en la Cuenta de Reserva para Gastos, para hacer frente a dichas erogaciones, el Fiduciario quedará liberado de cualquier responsabilidad, quedando expresamente obligado el Fideicomitente a cumplir con dichas erogaciones.</span>
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<span style="font-family:Arial; font-size:10pt">La compra de valores o instrumentos de inversión se sujetará a la disposición y liquidez de los mismos y a las condiciones del mercado existentes en ese momento. Asimismo, el Fideicomitente, libera expresamente al Fiduciario de cualquier responsabilidad derivada de la compra de valores o instrumentos de inversión, así como por las pérdidas que pudieran afectar la materia del Contrato de Fideicomiso como consecuencia de las inversiones efectuadas por el Fiduciario en los términos de lo establecido en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario podrá llevar a cabo todos los actos y celebrar los contratos que se requieran para efectuar las inversiones materia del Contrato de Fideicomiso, conforme a lo establecido en esta sección no estando obligado en ningún caso, a entregar físicamente los valores o instrumentos adquiridos como consecuencia de las inversiones realizadas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Medidas Preventivas</span><span style="font-family:Arial; font-size:10pt">. Conforme a la Circular 1/2005, el Fiduciario ha explicado claramente y en forma inequívoca a las Partes del Contrato de Fideicomiso el contenido del numeral 5.4 de la Circular 1/2005 y las medidas preventivas siguientes:</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">1. </span><span style="font-family:Arial; font-size:10pt">El Fiduciario podrá realizar operaciones con Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, actuando por su propia cuenta, siempre y cuando se trate de operaciones que la LIC, o disposiciones que emanen de ella, le permitan realizar y se establezcan medidas preventivas para evitar conflictos de intereses.</span>
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<span style="font-family:Arial; font-size:10pt">2. </span><span style="font-family:Arial; font-size:10pt">El Fideicomitente aprueba expresamente que se lleven a cabo las Operaciones con INVEX, siempre y cuando se trate de Inversiones Permitidas y que sea realicen a precio de mercado;</span>
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<span style="font-family:Arial; font-size:10pt">3. </span><span style="font-family:Arial; font-size:10pt">Los derechos y obligaciones de Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, actuando como Fiduciario y por cuenta propia, no se extinguirán por confusión;</span>
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<span style="font-family:Arial; font-size:10pt">4. </span><span style="font-family:Arial; font-size:10pt">Cualquier departamento o área de Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, que realice operaciones por cuenta propia y el departamento o área fiduciaria de dicha institución, no deberán ser dependientes directamente entre ellas; y</span>
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<span style="font-family:Arial; font-size:10pt">5. </span><span style="font-family:Arial; font-size:10pt">En ningún supuesto el Fiduciario invertirá el Efectivo Fideicomitido en la adquisición de instrumentos o valores de cualquier especie emitidos directamente o garantizados por cualquiera de las Afiliadas, Partes Relacionadas, subsidiarias o controladora del Fideicomitente y/o del Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">25. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Forma de pago.</span>
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<span style="font-family:Arial; font-size:10pt">Las Distribuciones a los Tenedores que deban realizarse de conformidad con lo previsto en el Contrato de Fideicomiso y en los Certificados se realizarán a prorrata, y se pagarán en la Fecha de Pago respectiva, mediante transferencia electrónica, a través de Indeval, con domicilio ubicado en Av. Paseo de la Reforma No. 255, 3er. Piso, Col. Cuauhtémoc, C.P. 06500, contra la entrega del Título, o las constancias que para tales efectos expida el Indeval.</span>
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<span style="font-family:Arial; font-size:10pt">Para lo anterior, el Fiduciario, con la información proporcionada por el Administrador, deberá dar aviso a la CNBV a través del STIV-2 y al Indeval a través de los medios que estas determinen, con 6 (seis) Días Hábiles de anticipación a la Fecha de Pago correspondiente, con base a la información que le haya sido proporcionada y determinada por el propio Fiduciario y/o el Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">26. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Gastos.</span>
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<span style="font-family:Arial; font-size:10pt">Todos los gastos y comisiones que el Fiduciario deba pagar conforme al Contrato de Fideicomiso deberán calcularse adicionando el correspondiente Impuesto al Valor Agregado. Los gastos que el Fiduciario deberá pagar con cargo al Patrimonio del Fideicomiso serán los que se mencionan en las siguientes secciones.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Emisión y Colocación. </span><span style="font-family:Arial; font-size:10pt">Los Gastos de Emisión y Colocación serán pagados por el Fiduciario con recursos del Monto Total en las Fechas de Emisión Iniciales o tan pronto como sea posible después de la misma. En caso de que el Fideicomitente cubra con sus propios recursos, alguno de los Gastos de Emisión y Colocación, el Fiduciario previas instrucciones por escrito del Administrador y/o del Comité Técnico y entrega de la factura correspondiente, deberá reembolsarle las cantidades respectivas.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los Gastos de Emisión y Colocación incluyen, entre otros, los honorarios del Intermediario Colocador, que deberán ser pagados por el Fiduciario en la Fecha de Emisión de conformidad con los Contratos de Colocación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Mantenimiento.</span><span style="font-family:Arial; font-size:10pt"> Los Gastos de Mantenimiento serán pagados por el Fiduciario con recursos de la Cuenta de Reserva para Gastos en la fecha en que sean debidos, de conformidad con las instrucciones que por escrito el Administrador entregue al Fiduciario. </span>
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<span style="font-family:Arial; font-size:10pt">Los Gastos de Mantenimiento incluyen, entre otros, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> los honorarios que deberán pagarse al Fiduciario por el desempeño de su cargo, mismos que se describen en el </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Anexo "E"</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> los honorarios que deberán pagarse al Representante Común por el desempeño de su cargo, mismos que se describen en el </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Anexo "F"</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso y aquellos que deban ser desembolsados en cumplimiento de sus obligaciones de conformidad con la Cláusula Décima Novena del Fideicomiso, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">otros honorarios, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv) </span><span style="font-family:Arial; font-size:10pt">la contratación de cualesquiera asesores fiscales para efectos de lo dispuesto en el último párrafo de la Cláusula Vigésima Tercera del Contrato de Fideicomiso, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v) </span><span style="font-family:Arial; font-size:10pt">las comisiones, honorarios, gastos, derechos y demás erogaciones que se generen o sean necesarias para el mantenimiento de la Emisión y Colocación, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vi) </span><span style="font-family:Arial; font-size:10pt">los honorarios del Auditor Externo, el Valuador Independiente y los gastos derivados del otorgamiento de poderes conforme al Contrato de Fideicomiso, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vii)</span><span style="font-family:Arial; font-size:10pt"> gastos incurridos por el Fiduciario y/o el Representante Común en el ejercicio de sus funciones conforme al Contrato de Fideicomiso, así como de aquellos contratos de los que por virtud del Contrato de Fideicomiso sean partes y las indemnizaciones pagaderas en términos del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos de Inversión. </span><span style="font-family:Arial; font-size:10pt">Los Gastos de Inversión serán pagados por el Fiduciario con recursos de la Cuenta de Flujo en la fecha en que sean debidos, de conformidad con las instrucciones que al efecto le proporcione el Administrador por escrito, previa entrega de la factura correspondiente. Cuando por cualquier razón el Administrador cubra un Gasto de Inversión con su propio patrimonio, el Fiduciario deberá reembolsarle dicha cantidad con recursos de la misma Cuenta de Flujo, dentro de los 3 (tres) primeros Días Hábiles del mes siguiente a aquel en que hayan realizado el desembolso, para lo cual el Administrador deberá presentar previamente los recibos y facturas que comprueben el pago correspondiente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Otros Gastos. </span><span style="font-family:Arial; font-size:10pt">Los recursos de la Cuenta de Reserva para Gastos podrán ser utilizados para el pago de los gastos derivados de la realización de actos urgentes o de la defensa del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario no está obligado a realizar gasto alguno con cargo a su propio patrimonio, o a incurrir en responsabilidades financieras distintas de las que asume en su carácter de Fiduciario en el cumplimiento de los Fines del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Patrimonio Insuficiente.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">El Fiduciario sólo será responsable de cumplir con sus obligaciones derivadas del Contrato de Fideicomiso, con cargo al Patrimonio del Fideicomiso y hasta donde éste baste y alcance. Cuando el Patrimonio del Fideicomiso resulte insuficiente para cubrir los costos correspondientes, el Fiduciario sólo estará obligado a dar aviso al Fideicomitente, al Comité Técnico y al Representante Común respecto de tal situación.</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomitente, el Administrador, el Fiduciario y el Representante Común no tienen responsabilidad alguna de pago de las cantidades adeudadas bajo los Certificados Bursátiles. En caso de que el Patrimonio del Fideicomiso resulte insuficiente para pagar íntegramente las cantidades adeudadas bajo los Certificados Bursátiles, el Fiduciario deberá distribuir los rendimientos correspondientes a los Tenedores a prorrata, y éstos no tendrán derecho de reclamar al Fideicomitente y/o al Administrador y/o al Fiduciario y/o al Representante Común el pago de dichas cantidades. Ningún Tenedor tendrá prioridad sobre algún otro para que le sean pagadas las cantidades que le sean debidas de conformidad con el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, el Fiduciario no estará obligado a recomprar a los Tenedores los Certificados Bursátiles, ni a reembolsarles el valor de los mismos antes de la Fecha de Vencimiento, en el entendido que el Fiduciario podrá pagarles las Distribuciones a los Tenedores que apliquen para cada Fecha de Pago.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La información correspondiente a los Gastos que se mencionan en los apartados 2, 3 y 4 anteriores, deberá estar en todo momento a disposición de los integrantes del Comité Técnico, del Representante Común y del Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">27. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Terminación anticipada del Período de inversión. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Cualquier Tenedor o grupo de Tenedores podrá solicitar al Representante Común que convoque a una Asamblea de Tenedores, a fin de resolver sobre la terminación anticipada del Período de Inversión, para lo cual se requerirá la presencia de los Tenedores que representen al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación para instalar la Asamblea de Tenedores y que la resolución a este respecto se adopte mediante el voto favorable de los Tenedores que representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento (independientemente de que la Asamblea de Tenedores en cuestión se celebre en primera o ulterior convocatoria).</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Sin perjuicio del derecho general que tienen los Tenedores de dar por terminado el Periodo de Inversión de forma anticipada conforme a lo previsto en el párrafo anterior, se podrá resolver la terminación anticipada del Periodo de Inversión en los siguientes casos:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">1. </span><span style="font-family:Arial; font-size:10pt">Que en cualquier momento durante la vigencia del Fideicomiso, 3 (tres) de los miembros independientes del consejo de administración del Administrador sean removidos de sus cargos en un periodo igual o menor a un año;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">2. </span><span style="font-family:Arial; font-size:10pt">Que durante el Periodo de Inversión, 2 (dos) de los miembros independientes del consejo de administración del Administrador sean removidos de sus cargos en un periodo igual o menor a un año;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">3. </span><span style="font-family:Arial; font-size:10pt">Que el Administrador incumpla con los lineamientos de gobierno corporativo que se establecen en el </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Anexo “J”</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En cualquiera de los supuestos anteriores, el Administrador tendrá la facultad de someter a la Asamblea de Tenedores a las Personas que podrán ocupar el cargo de miembros independientes del consejo de administración del Administrador, así como la aprobación de cualquier modificación a los lineamientos de gobierno corporativo establecidos en el </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Anexo “J”</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Para efectos de la sustitución de los miembros del consejo de administración, la Asamblea de Tenedores, con el voto favorable de los Tenedores que sean titulares de al menos el 66.66% (sesenta y seis punto sesenta y seis por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">deberá aprobar el nombramiento de las Personas sustitutas siempre y cuando el nombramiento recaiga en Personas que cumplan con los requisitos establecidos en el </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Anexo “J”</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">28. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Constitución del Comité Técnico</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">De conformidad con lo establecido en el Artículo 80 de la LIC, así como en las disposiciones señaladas en la Circular 1/2005 expedida por el Banco de México, se constituye un Comité Técnico que permanecerá en funciones durante la vigencia del Contrato de Fideicomiso. El Comité Técnico estará integrado por un máximo de 21 (veintiún) miembros, de los cuales, cuando menos el 25% (veinticinco por ciento) deberán ser Miembros Independientes. Por "Miembro Independiente" se entenderá aquella persona que se ajuste a lo previsto en los artículos 24, segundo párrafo y 26 de la LMV. La independencia se calificará respecto de las sociedades sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador y de cualquier tercero que lo sustituya. La independencia de los miembros del Comité Técnico será calificada por la Asamblea de </span><span style="font-family:Arial; font-size:10pt">Tenedores en la que se ratifiquen los nombramientos o donde se informe sobre dichas designaciones. Cualquier miembro que cumpla los requisitos establecidos en la LMV para ser considerado como un Miembro Independiente deberá ser confirmado por la Asamblea de Tenedores con dicho carácter.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico serán designados de la siguiente forma:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">1. Previo a la Fecha de Emisión Inicial, el Administrador designará 3 (tres) miembros propietarios y uno o más suplentes, sin que sea necesario, exclusivamente para la primera sesión del Comité Técnico que se celebre antes de la Fecha de Emisión Inicial, existan Miembros Independientes en el Comité Técnico-</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">2. Con posterioridad a la Fecha de Emisión Inicial, cualquier Tenedor o grupo de Tenedores que en su conjunto sean titulares del 10% (diez por ciento) o más del número total de Certificados Bursátiles en circulación, tendrán derecho a designar y, en su caso, revocar la designación por ellos efectuada de, un solo miembro propietario por cada 10% (diez por ciento) del número total de Certificados Bursátiles en circulación de los que sea titular y uno o más suplentes, ante el Comité Técnico, en el entendido que si el Administrador (directamente, o a través de sus Afiliadas o subsidiarias) adquiere Certificados Bursátiles, el mismo renuncia expresamente a nombrar miembros en el Comité Técnico conforme a este inciso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">3. El Administrador podrá designar, posteriormente a las designaciones que hagan los Tenedores, a los demás miembros propietarios y sus respectivos suplentes que formen parte del Comité Técnico conforme a lo establecido en esta Apartado, sin exceder el número máximo de miembros estipulados en el primer párrafo de este apartado y respetando el porcentaje de Miembros Independientes que deben integrar el Comité Técnico conforme al Contrato de Fideicomiso. Lo anterior, en el entendido que el no ejercicio del derecho previsto en el inciso B anterior por parte de un Tenedor, no será entendido como una renuncia a tal derecho.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En adición a lo anterior, la Asamblea de Tenedores tendrá la facultad de proponer y aprobar la designación de Miembros Independientes del Comité Técnico, sin exceder el número máximo de miembros que los pueden conformar en términos del presente apartado.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El plazo mínimo para la duración de las funciones de los miembros del Comité Técnico será de 30 (treinta) días naturales.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Deberá asistir a todas las sesiones al menos un representante del Fiduciario, y podrá asistir a todas las sesiones un representante del Representante Común, en ambos casos con voz pero sin voto, por lo que no tendrán responsabilidad alguna por las decisiones adoptadas por el Comité Técnico, y podrán hacerlo aquellas personas que el propio Comité Técnico, conforme a la propuesta de alguno de sus miembros, designe como invitados especiales en virtud de sus conocimientos y experiencia en la materia sobre la que verse la sesión de que se trate. En caso de que el Fiduciario o el Representante Común no asistan a las reuniones del Comité Técnico, las resoluciones adoptadas en dicha sesión continuarán siendo válidas.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador deberá notificar por escrito al Fiduciario con copia al Representante Común los nombramientos que haya hecho conforme al presente apartado, con documento que contenga la firma del miembro designado y adjuntando copia de su identificación oficial donde aparezca la misma firma. La Asamblea de Tenedores deberá calificar la independencia de los Miembros Independientes designados por el Administrador y por los Tenedores. Por otro lado, los Tenedores podrán realizar el nombramiento de los miembros del Comité Técnico a que tengan derecho conforme al apartado B anterior, mediante una Asamblea de Tenedores. El Representante Común proporcionará al Fiduciario, un ejemplar del acta de la Asamblea de Tenedores, en la que conste dicha designación; en el entendido que, en caso de tratarse de la </span><span style="font-family:Arial; font-size:10pt">designación de un Miembro Independiente se requerirá también la calificación de independencia por parte de la Asamblea de Tenedores en términos del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los nombramientos de miembros del Comité Técnico surtirán efectos al momento en que el Fiduciario reciba el acta de la Asamblea de Tenedores donde conste el nombramiento correspondiente y/o la notificación por parte del Administrador y podrán realizarse a partir de la Fecha de Emisión Inicial de los Certificados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Representante Común deberá de convocar a una Asamblea de Tenedores a más tardar dentro de los 60 (sesenta) días naturales siguientes a la Fecha de Emisión Inicial, a efecto de que en dicha Asamblea de Tenedores </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">los Tenedores que tengan derecho a ello lleven a cabo el nombramiento de miembros propietarios y sus respectivos suplentes del Comité Técnico, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> se califique la independencia de los miembros del Comité Técnico designados por los Tenedores y por el Administrador. Asimismo, durante la vigencia del Fideicomiso, el Representante Común deberá convocar a Asamblea de Tenedores según se requiera para realizar el nombramiento, calificación y/o la ratificación de Miembros Independientes del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Administrador y los Tenedores podrán en cualquier momento remover o sustituir a los miembros que respectivamente hayan nombrado, mediante notificación al Fiduciario con copia al Representante Común que reúna los mismos requisitos señalados en el párrafo anterior, excepto que no será necesario que el documento en que se notifique la remoción o sustitución contenga la firma del miembro designado, al no ser necesario su consentimiento; en el entendido que en el caso de las revocaciones y sustituciones efectuadas por los Tenedores, la Asamblea de Tenedores inmediata siguiente conocerá dicha circunstancia y a partir de dicha fecha, dicho miembro del Comité Técnico (y su suplente) dejarán de formar parte del Comité Técnico y el miembro sustituto entrará en funciones. La revocación surtirá efectos a partir de la entrega de la notificación correspondiente al Fiduciario y en el caso de los miembros designados por los Tenedores, en la asamblea correspondiente; en el entendido que, en el caso de que cualquier Tenedor o grupo de Tenedores hayan dejado de poseer los Certificados suficientes para mantener el nombramiento de uno o más miembros del Comité Técnico que previamente hayan nombrado, dicho Tenedor o Tenedores deberán entregar una notificación por escrito de la situación mencionada al Fiduciario y al Representante Común, y en la Asamblea de Tenedores inmediata siguiente el Representante Común declarará dicha circunstancia y a partir de esa fecha, el miembro del Comité Técnico de que se trate (y su suplente) dejarán de formar parte del Comité Técnico; en el entendido, que después de la fecha en que dicho Tenedor o Tenedores hayan dejado de ser propietarios del 10% (diez por ciento) requerido de los Certificados en circulación (y dicha circunstancia sea del conocimiento del Fiduciario y/o del Representante Común a través de la notificación correspondiente o por cualquier otro medio), dicho miembro designado (y su suplente), no tendrá derecho de voto en las sesiones del Comité Técnico, y no se considerará para efectos de calcular los requisitos de quórum para la instalación y votación en las sesiones del Comité Técnico. Una vez removidos los miembros mencionados, se podrán realizar nuevos nombramientos de miembros del Comité Técnico por medio de la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cualquier miembro del Comité Técnico que sea nombrado por el Administrador y los Tenedores sólo podrá ser revocado por los demás Tenedores cuando a su vez se revoque el nombramiento de todos los integrantes del Comité Técnico, en cuyo caso las personas sustituidas no podrán ser nombradas durante los 12 (doce) meses siguientes a la revocación. Este derecho de los Tenedores para efectuar la designación de miembros del Comité Técnico podrá ser renunciado por los Tenedores dentro de la Asamblea de Tenedores respectiva.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el supuesto de que las opiniones que emitan la mayoría de los Miembros Independientes, no esté de acuerdo con la determinación del Comité Técnico, se revelará la información al público inversionista a través de la BMV por el Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fiduciario, y el Administrador sólo darán cumplimiento con las instrucciones recibidas por el Comité Técnico que se encuentre constituido conforme a lo anteriormente descrito. Los miembros propietarios sólo podrán ser sustituidos en su ausencia por los miembros suplentes que les corresponda. Asimismo, el Comité Técnico podrá nombrar delegados especiales, que podrán o no ser miembros de dicho comité, para el seguimiento y ejecución de sus resoluciones.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico podrán percibir los emolumentos que la Asamblea de Tenedores determine, en su caso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico estarán sujetos a las obligaciones de confidencialidad establecidas en la Cláusula Vigésima del Contrato de Fideicomiso, y se considerarán adheridos a dicha Cláusula por la mera aceptación expresa o tácita de su encargo como miembros del Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Derechos de los Tenedores ante el Comité Técnico</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Cualquier Tenedor o grupo de Tenedores que en su conjunto sean titulares del 10% (diez por ciento) o más del número total de Certificados Bursátiles en circulación, tendrá derecho, a designar a un miembro propietario y su respectivo suplente ante el Comité Técnico por cada 10% (diez por ciento) de tenencia del número total de Certificados Bursátiles en circulación del que sean titulares, conforme a lo dispuesto en la Cláusula Décima Séptima sección 17.1 del Fideicomiso. Dichos nombramientos podrán realizarse a partir de la Fecha de Emisión de los Certificados Bursátiles y en todo caso antes de presentarse para aprobación del Comité Técnico cualquiera de los asuntos indelegables establecidos en la sección 17.7.1 del Fideicomiso, así como antes de presentarse para aprobación de la Asamblea de Tenedores cualquiera de los asuntos indelegables de dicho órgano; lo anterior sin perjuicio de que los miembros del Comité Técnico podrán ser designados y removidos en cualquier momento durante la vigencia del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que los miembros del Comité Técnico celebren convenios para el ejercicio del voto en dicho órgano, que contengan las opciones de compra o venta entre Tenedores de los Certificados Bursátiles o cualesquiera otros convenios relacionados con el voto o derechos económicos respecto de los Certificados Bursátiles, deberán notificar al Fiduciario, con copia al Representante Común sobre dicha celebración y las características de dichos convenios, para lo cual contarán con 5 (cinco) Días Hábiles a partir de su concertación a fin de que el Fiduciario pueda revelarlo al público inversionista a través de la BMV, así como para que se difunda su existencia en el informe anual del Fideicomiso. En dichos convenios se podrá estipular, entre otros, ejercer el voto en el mismo sentido del voto emitido por los miembros designados por el Administrador.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Sesiones del Comité Técnico</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">El Comité Técnico sesionará en forma ordinaria conforme al calendario que se apruebe en la primera junta de cada año y en forma extraordinaria cuando resulte necesario para el debido cumplimiento de sus funciones y previa convocatoria enviada a los demás miembros del Comité Técnico conforme al apartado siguiente. No será necesaria dicha convocatoria cuando se encuentren reunidos la totalidad de los miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Comité Técnico elegirá como Presidente a uno de los miembros elegidos por el Administrador y como Secretario a una Persona, quien podrá ser una Persona ajena al Fideicomiso. En caso de que el Presidente o Secretario estén ausentes en una sesión del Comité Técnico o no tengan derecho a votar en la misma en términos del Contrato de Fideicomiso, previo al inicio de dicha sesión, los demás miembros del Comité Técnico con derecho a votar en dicha sesión nombrarán por mayoría a un miembro con derecho a voto en dicha sesión como Presidente para dicha sesión únicamente, y a una Persona, que no requerirá ser miembro del Comité Técnico, como Secretario únicamente para dicha sesión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Salvo que se requiera un quórum distinto de instalación o votación en el Fideicomiso, para que se consideren válidamente instaladas las sesiones del Comité Técnico en primera convocatoria, </span><span style="font-family:Arial; font-size:10pt">se requerirá de la presencia de la mayoría de sus miembros titulares o sus respectivos suplentes, y sus resoluciones se tomarán por mayoría de votos de los miembros presentes con derecho a voto, mientras que en segunda convocatoria se considerará legalmente instalada, cualquiera que sea el número de miembros que se encuentren presentes; en el entendido que, tratándose de la aprobación de los asuntos previstos en </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> los incisos C, D, E de la sección 17.7.1 del Contrato de Fideicomiso, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">A, B, D, G, J, K, L, M de la Cláusula Décima Séptima sección 17.7.2 del Fideicomiso, se requerirá que las resoluciones se tomen por mayoría de votos computada respecto de la totalidad de los miembros del Comité Técnico nombrados por los Tenedores (de haberlos), y de Miembros Independientes del Comité Técnico; lo anterior sin perjuicio de que los asuntos que así lo requieran, se sometan adicionalmente a la aprobación de la Asamblea de Tenedores. En los supuestos previstos en los asuntos anteriores, y en cualquier otro asunto en que se requiera la aprobación de una mayoría de miembros designados por los Tenedores y/o Miembros Independientes del Comité Técnico, el Presidente del Comité Técnico no contará con voto de calidad en caso de empate.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para el caso de los incisos F y G de la sección 17.7.2 del Contrato de Fideicomiso, en caso de tratarse de la contratación de Personas que pertenezcan al mismo Consorcio del Administrador, o bien, que representen un conflicto de interés para el Administrador, se requerirá de la aprobación del Comité Técnico en una sesión en la que los miembros designados por el Administrador que no sean Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que, de la información presentada por el Administrador previo o durante cada sesión del Comité Técnico o Asamblea de Tenedores, incluyendo, sin limitar, el Memorándum de Inversión, o aquella información derivada de inversiones por realizar que no requieran de la autorización del Comité Técnico o Asamblea de Tenedores, se derive la posible existencia de una operación con Partes Relacionadas del Administrador o de cualquiera de los Funcionarios Clave, incluyendo, sin limitar, operaciones con compañías en las cuales hayan invertido o inviertan otros Vehículos de Inversión administrados a la fecha del Contrato de Fideicomiso por el Administrador, y el Administrador no lo haya dado a conocer, cualquiera de los miembros del Comité Técnico o de los Tenedores podrá invocar la existencia de dicho conflicto interés, en cuyo caso someterá dicha situación y la potencial inversión de que se trate a la consideración del Comité Técnico junto con aquella evidencia que acredite el mencionado conflicto, en sesión en la cual los miembros designados por el Administrador que no sean Miembros Independientes, deberán abstenerse de votar respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otro lado, el miembro del Comité Técnico, incluyendo a los Miembros Independientes, que en cualquiera asunto a ser tratado por dicho comité tenga un interés opuesto al del Fideicomiso, deberá manifestarlo a los demás miembros del Comité Técnico presentes y abstenerse de toda deliberación y resolución al respecto. Para efectos del Contrato de Fideicomiso, se considerará que un miembro del Comité Técnico tiene un interés opuesto al Fideicomiso, además del caso de que tenga un interés personal que sea opuesto al Fideicomiso, en el caso de que la Persona que lo haya designado tenga un interés opuesto al Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cuando el Administrador actúe de conformidad con la autorización del Comité Técnico y/o de la Asamblea de Tenedores, o de acuerdo con estándares o procedimientos recomendados por el Comité Técnico y/o la Asamblea de Tenedores con respecto al posible conflicto de interés, no será responsable por los actos que realice conforme a lo anterior salvo que deriven de su dolo, mala fe o negligencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Secretario levantará un acta de cada junta del Comité Técnico en la que se hagan constar los acuerdos adoptados en la junta y que deberá ser firmada por dicho Secretario y por el Presidente, y la lista de asistencia deberá ser firmada por todos los miembros del Comité Técnico con derecho a voto que asistieron a la misma. Cualquier otro miembro del Comité Técnico que hubiera asistido a la junta podrá firmar la lista de asistencia correspondiente si así lo desea y, de lo contrario, dicha situación se hará constar en el acta. Será responsabilidad del </span><span style="font-family:Arial; font-size:10pt">Secretario mantener un expediente con todas las actas y demás documentos presentados ante el Comité Técnico, y de enviar copia de dichas actas al Fiduciario y al Representante Común.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las reuniones del Comité Técnico podrán celebrarse mediante teleconferencias o cualquier otro medio que permita la comunicación en tiempo real de sus integrantes y podrán ser grabadas. Igualmente, el Comité Técnico podrá adoptar resoluciones fuera de junta, siempre y cuando las mismas sean ratificadas por escrito por la totalidad de sus miembros titulares o sus respectivos suplentes, y dichas resoluciones deberán ser reflejadas en un documento que sea suscrito por todos los miembros del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el evento de que la opinión de la mayoría de los Miembros Independientes no sea acorde con la determinación del Comité Técnico, se revelará tal situación al público inversionista a través de la BMV y EMISNET.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Convocatorias</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Cualquiera de los miembros del Comité Técnico, podrán solicitar al Fiduciario, realizar una convocatoria cuando lo estimen pertinente, mediante publicación a través de EMISNET con por lo menos 5 (cinco) días naturales de anticipación a la fecha en que se pretenda llevar a cabo la sesión, debiendo señalar tanto el orden del día como el lugar, fecha y hora en que se llevará a cabo la sesión. El Representante Común será informado respecto de la convocatoria con la misma anticipación para que puedan asistir con voz pero sin voto a la sesión en cuestión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Notificaciones al Fiduciario.</span><span style="font-family:Arial; font-size:10pt"> Todas las instrucciones y notificaciones que el Comité Técnico proporcione al Fiduciario, incluyendo sus resoluciones, deberán efectuarse por escrito y deberán estar firmadas por aquellos miembros que hayan fungido como Presidente y Secretario en la sesión del Comité Técnico que corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De conformidad con el mismo Artículo 80 de la LIC, el Fiduciario actuará libre de responsabilidad cuando lo haga ajustándose a las instrucciones entregadas por el Comité Técnico siempre que en la ejecución o cumplimiento de tales instrucciones se cumpla con los fines establecidos en el Fideicomiso y se ajusten a las disposiciones jurídicas aplicables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Indemnización y Seguros de Responsabilidad Profesional.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá contratar, por instrucción del Comité Técnico (en donde se indicarán los términos y contrapartes del Fiduciario) y con cargo a la Reserva para Gastos, los Seguros de Responsabilidad Profesional que cubran las actividades realizadas por los integrantes del Comité Técnico.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En ausencia de fraude o mala fe por parte de los miembros del Comité Técnico, y en relación con sus obligaciones y facultades conforme al Fideicomiso, exclusivamente en caso de que el Seguro de Responsabilidad Profesional sea insuficiente, el Fiduciario con cargo únicamente al Patrimonio del Fideicomiso deberá, en la medida más amplia permitida por la ley, indemnizar y mantener en paz y a salvo a dicho miembro de cualquier acción, demanda o procedimiento, ya sea, civil, penal, administrativa o de cualquier otra índole, y en contra de cualquier pérdida, daño o gasto (incluyendo honorarios razonables de abogados, multas, montos pagados en virtud de una transacción, etcétera) incurridos por dichas personas en relación con tal acción, demanda o procedimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los gastos incurridos por un miembro del Comité Técnico que sea parte de un procedimiento mencionado en el párrafo que antecede serán pagados o reembolsados por el Fidecomiso mediante la recepción por parte del Fiduciario de </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> una declaración escrita por el miembro respectivo del Comité Técnico en la que reconozca, de buena fe, que los requisitos de conducta necesarios para la indemnización por parte del Fideicomiso han sido cumplidos, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> un compromiso escrito por parte del miembro del Comité Técnico para repagar cualquier monto recibido del Fideicomiso si se determina que dicho miembro no tenía derecho a recibir dicha indemnización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Para efectos de lo anterior, inmediatamente después de que un miembro del Comité Técnico sea sujeto de cualquier acción, demanda o procedimiento, ya sea, civil, penal, administrativa o de cualquier otra índole, dicho miembro deberá entregar una notificación por escrito al Fiduciario respecto de dicha circunstancia, especificando si esa Persona solicitará al Fideicomiso que la indemnice respecto de cualquier pérdida, daño o gasto (incluyendo honorarios razonables de abogados, multas, montos pagados en virtud de una transacción, etcétera) incurridos por dichas Personas en relación con tal acción, demanda o procedimiento; en el entendido que la falta de dicha notificación por parte de cualquier miembro del Comité Técnico conforme a lo establecido en el Contrato de Fideicomiso, no relevará al Fideicomiso de sus obligaciones al amparo de este apartado, excepto en la medida en que el Fideicomiso sea efectivamente perjudicado por la falta de entrega de dicha notificación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Atribuciones del Comité Técnico.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">Facultades Indelegables. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Comité Técnico contará con las siguientes facultades indelegables:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A. Fijar las políticas conforme a las cuales se invertirá el Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">B. Aprobar las Inversiones, Desinversiones y cualquier adquisición o enajenación de activos, bienes o derechos con valor menor al 20% (veinte por ciento) del Monto Máximo de la Emisión; con base en cifras correspondientes al cierre del trimestre inmediato anterior, ya sea que se ejecuten de manera simultánea o sucesiva, en un período de 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 que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de los puntos del orden del día que tengan por objeto la aprobación de Inversiones y/o Desinversiones, independientemente de que dichas oportunidades de Inversión impliquen o no un conflicto de interés.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">C. Aprobar cualquier operación con productos derivados y/u operaciones de financiamiento que representen un monto menor al 20% (veinte por ciento) del Monto Máximo de la Emisión con base en cifras correspondientes al cierre del trimestre inmediato anterior, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, con independencia de que dichas operaciones se ejecuten de manera simultánea o sucesiva en un periodo de 12 (doce) meses o más contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola; en el entendido que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de los puntos del orden del día que tengan por objeto la aprobación de operaciones con productos derivados y/u operaciones de financiamiento, independientemente de que dichas operaciones impliquen o no un conflicto de interés; en el entendido, además, que la obtención de créditos o préstamos por parte del Fideicomiso será exclusivamente con la finalidad de financiar el pago de Gastos de Mantenimiento y Gastos de Inversión, en caso de que no exista y el Administrador estime que no existirán recursos suficientes para hacer frente al pago de los Gastos de Mantenimiento y Gastos de Inversión exigibles dentro de los siguientes 360 (trescientos sesenta) días naturales; y en ningún caso, se podrán contratar créditos o préstamos por un monto mayor al 5% (cinco por ciento) del Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">D. Establecer los términos y condiciones a los que se ajustará el Administrador en el ejercicio de sus facultades de actos de dominio y, en su caso, de administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">E. Aprobar las operaciones con Partes Relacionadas respecto de las Empresas Promovidas sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador del Patrimonio del Fideicomiso, o bien, que representen un conflicto de interés. En </span><span style="font-family:Arial; font-size:10pt">el caso de operaciones con Partes Relacionadas, los miembros designados por el Administrador que no sean Miembros Independientes, así como cualquier otro miembro del Comité Técnico que pueda tener conflicto de interés en la operación de que se trate, deberán abstenerse de votar respecto de dicho asunto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">F. Resolver cualesquier conflictos de interés que se presenten en relación con el Fideicomiso.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tratándose de asuntos que impliquen un potencial conflicto de interés, los miembros designados por el Administrador que no sean Miembros Independientes, así como cualquier otro miembro del Comité Técnico que pueda tener conflicto de interés en la operación de que se trate, deberán abstenerse de votar respecto de dicho asunto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic; text-decoration:underline">Facultades Generales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Comité Técnico contará con las siguientes facultades y atribuciones, en adición a las demás establecidas en otras cláusulas del Contrato de Fideicomiso, incluyendo las facultades indelegables enumeradas en la sección 7.1 del Contrato de Fideicomiso:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A. Determinar con base en el Reporte de Inversiones, si el Período de Inversión ha sido debidamente cumplido.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">B. Revisar el dictamen que el Auditor Externo deba entregar anualmente y, de ser necesario, ampliar sus funciones dentro del Fideicomiso e instruir al Fiduciario para que lleve a cabo las acciones a que haya lugar.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">C. Determinar, con base en el Reporte para Gastos de Mantenimiento, la cantidad de recursos que deberán mantenerse en la Reserva para Gastos y, en su caso, las cantidades que sean necesarias (incluyendo los Intereses de las Inversiones Permitidas) para reconstituir la Reserva para Gastos o para pagar Gastos de Mantenimiento conforme a lo establecido en la sección 11.1.1del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">D. Una vez concluido el Periodo de Inversión, determinar el monto que deberá permanecer en las Cuentas para que puedan cubrirse en su totalidad los Gastos de Inversión y los Gastos de Mantenimiento que razonablemente se estime podrían generarse hasta la Fecha de Vencimiento, así como para la realización de Inversiones Adicionales; en el entendido que, el monto depositado en dichas Cuentas que en su caso, exceda de la cantidad que señale el Comité Técnico conforme a este inciso D, constituirá el "Efectivo Excedente" , mismo que de haberlo, será reembolsado a los Tenedores conforme a lo previsto en la Cláusula Décima Segunda inciso 12.4 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">E. Instruir al Fiduciario para que contrate los servicios de cualesquier asesores que sean necesarios para el debido cumplimiento de los Fines del Fideicomiso. Los honorarios que deban cubrirse a dichos asesores por la prestación de sus servicios serán considerados Gastos de Mantenimiento y deberán pagarse con cargo a la Reserva para Gastos; sujeto a los esquemas de compensación que, en su caso, determine la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">F. Contratar los servicios de cualquier asesor legal en caso de que lo requiera para el adecuado cumplimiento de sus obligaciones y facultades conforme al Contrato de Fideicomiso, cuyos honorarios serán considerados Gastos de Mantenimiento y deberán pagarse con cargo a la Reserva para Gastos; sujeto a los esquemas de compensación que, en su caso, determine la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">G. Instruir al Fiduciario para que celebre cualquier contrato o convenio, instrumento o cualquier otro documento (distintos a los Contratos de Inversión y a los Contratos de Desinversión), que sea necesario o conveniente para cumplir con los Fines del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">H. Instruir al Fiduciario para que otorgue poderes generales y especiales en los términos del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">I. Designar a los delegados especiales que necesite para la ejecución de las resoluciones del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt">J. Instruir al Fiduciario respecto de las medidas que deba tomar en defensa del Patrimonio del Fideicomiso, salvo cuando la Asamblea de Tenedores resuelva e instruya lo conducente.</span>
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<span style="font-family:Arial; font-size:10pt">K. Instruir al Fiduciario para actuar en asuntos que no estén específicamente previstos en el Contrato de Fideicomiso o en el Título, que impliquen una modificación sustancial al Contrato de Fideicomiso, según sea resuelto por la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">L. En caso de que ocurra un Evento de Sustitución del Administrador, proponer un candidato para que ocupe el cargo de nuevo administrador a la Asamblea de Tenedores, en los términos previstos en la Cláusula Novena del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">M. Solicitar la inclusión en el Reporte de Inversiones, de información adicional a la prevista en la Cláusula Vigésima sección 20.1 inciso A del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">N. Determinar la forma en que hayan de votarse las acciones o partes sociales de las Empresas Promovidas que sean propiedad del Fideicomiso, en las asambleas de accionistas o socios, y en los consejos de administración (u órganos equivalentes); que tengan por objeto resolver cualquiera de los siguientes asuntos: (i) fusiones y adquisiciones; (ii) adquisiciones o enajenaciones de activos por un monto igual o mayor a los activos de la Empresa Promovida; (iii) modificaciones a los estatutos sociales de las Empresas Promovidas; (iv) operación o participación en cualquier giro comercial distinto al negocio de la Empresa Promovida; y (v) operaciones con Partes Relacionadas; en el entendido que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de dicho punto del orden del día.</span>
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<span style="font-family:Arial; font-size:10pt">O. Proponer a la Asamblea de Tenedores cualquier modificación al Fideicomiso que considere pertinente y para la cual se requiera su consentimiento.</span>
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<span style="font-family:Arial; font-size:10pt">P. En general, llevar a cabo cualquier acto necesario a fin de resolver cualquier situación o conflicto, y en general cualquier asunto no previsto en el Contrato de Fideicomiso que pudiera presentarse con respecto a los Fines del Fideicomiso y cuyo conocimiento y resolución no competa a la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">El Comité Técnico será el encargado de revisar, analizar y resolver respecto de las situaciones en las que el Fideicomiso sea omiso y se encuentre dentro de sus facultades conforme a lo previsto en la presente </span><span style="font-family:Arial; font-size:10pt">sección</span><span style="font-family:Arial; font-size:10pt"> y a lo largo del Fideicomiso, en el entendido que, cualquier tema no previsto y que resulte facultad de la Asamblea de Tenedores, el Comité Técnico deberá analizarlo y emitir en su caso, una opinión favorable al respecto, previo a que sea presentado para aprobación de la Asamblea de Tenedores</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">29. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Facultades y Obligaciones del Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario llevará a cabo la emisión de Certificados Bursátiles exclusivamente en cumplimiento de los fines del Contrato de Fideicomiso con cargo al Patrimonio del Fideicomiso y no asume ninguna obligación a título individual con respecto al pago de los mismos. Las Partes reconocen y aceptan que la actuación del Fiduciario en la Emisión y Colocación será únicamente en su carácter de institución fiduciaria.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario actuará en todo momento conforme a lo establecido en el Contrato de Fideicomiso y la legislación aplicable, dando cumplimiento a las obligaciones y ejerciendo las facultades que en el mismo se le otorgan a fin de dar cumplimiento a los Fines del Fideicomiso previstos en la Cláusula Sexta del Fideicomiso. Asimismo, deberá actuar conforme a los demás documentos que de acuerdo con el Fideicomiso deba suscribir y conforme a las instrucciones que reciba por escrito del Fideicomitente, del Administrador, del Comité Técnico o del Representante común, de acuerdo a lo establecido en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario estará obligado a verificar la información y cantidades proporcionadas por el Fideicomitente, el Administrador y el Representante Común, incluyendo, sin limitar, aquella incluida en los Reportes a cargo del Administrador, y la relativa a los Flujos, como fuente de pago de los Certificados.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario no será responsable de:</span>
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<span style="font-family:Arial; font-size:10pt">a. Los actos que realice en cumplimiento a lo establecido en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">b. Los actos que realice en cumplimiento de los contratos y documentos que suscriba conforme a lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">c. Los actos que realice en cumplimiento con lo establecido en las instrucciones recibidas, que se ajusten a lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">d. Los actos que realice en cumplimiento con lo establecido en las instrucciones del Representante Común, que se ajusten a lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">e. Cualquier mora o incumplimiento de pago, salvo en aquellos casos en que dicha mora o incumplimiento derive de un incumplimiento por parte del Fiduciario de las obligaciones establecidas en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">f. Hechos, actos y omisiones directas del Representante Común, del Administrador, del Comité Técnico de la Asamblea de Tenedores o de terceros que impidan el cumplimiento de los Fines del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario podrá ser removido por acuerdo de la Asamblea de Tenedores de conformidad con lo previsto en la Cláusula Décima Novena inciso 19.3 del Contrato de Fideicomiso, para lo cual se requerirá del voto favorable de los Tenedores que representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento en el entendido que dicha remoción sólo tendrá efectos a partir de la fecha en que un fiduciario sustituto haya sido designado, haya aceptado el cargo y haya tomado posesión del mismo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Facultades del Fiduciario</span><span style="font-family:Arial; font-size:10pt">. Para la administración del Contrato de Fideicomiso, el Fiduciario tendrá todos los derechos y acciones que se requieran para el cumplimiento del mismo, debiendo responder civilmente por los daños y perjuicios que se causen por el incumplimiento de las obligaciones pactadas en el Contrato de Fideicomiso o que le deriven de la legislación aplicable, en términos del Artículo 391 de la LGTOC. El Fiduciario no tendrá más obligaciones a su cargo que las expresamente pactadas en el Contrato de Fideicomiso, así como las que sean consecuencia legal de sus deberes fiduciarios.</span>
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<span style="font-family:Arial; font-size:10pt">Para tal efecto el Fiduciario contará entre otras con todas las facultades necesarias para llevar a cabo los Fines del Fideicomiso, incluyendo sin limitar las siguientes: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">poder general para pleitos y cobranzas, con todas las facultades generales y especiales que requieran cláusula especial de acuerdo a la ley, en términos de lo establecido por el párrafo primero del Artículo 2554 del Código Civil Federal y sus correlativos de los Códigos Civiles de los estados, incluyendo las facultades a que se refieren los artículos 2572 y 2587 del Código Civil Federal y sus correlativos de los Códigos Civiles de los estados, por lo que estará facultado, de manera </span><span style="font-family:Arial; font-size:10pt">enunciativa mas no limitativa, para intervenir en forma conciliatoria ante cualquier Autoridad; celebrar convenios, contestar demandas y reconvenciones, oponer excepciones dilatorias y perentorias, y toda clase de defensas; demandar y reconvenir; ofrecer y rendir toda clase de pruebas, estando facultado para desistirse de juicios de amparo, presentar querellas y desistirse de las mismas, constituirse en coadyuvante del Ministerio Público y otorgar perdón si procede de acuerdo con la ley; para transigir y someterse a arbitraje; para articular y absolver posiciones, para recusar jueces, recibir pagos y ejecutar todos los otros actos expresamente determinados por la ley; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">poder general para actos de administración en términos de lo establecido en el párrafo segundo del Artículo 2554 del Código Civil Federal y sus correlativos de los Códigos Civiles de los estados; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii) </span><span style="font-family:Arial; font-size:10pt">poder para abrir y cancelar cuentas bancarias y designar a las personas que giren en contra de las mismas, quienes contarán también con facultades para suscribir, avalar, aceptar y endosar títulos de crédito en los términos del Artículo 9 de la LGTOC para girar en contra de dichas cuentas, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv) </span><span style="font-family:Arial; font-size:10pt">poder para suscribir, avalar, aceptar y endosar títulos de crédito en los términos del Artículo 9 de la LGTOC; </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v) </span><span style="font-family:Arial; font-size:10pt">poder general para actos de dominio en términos de lo establecido en el párrafo tercero del Artículo 2554 del Código Civil Federal y sus correlativos de los Códigos Civiles de los estado, y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(vi) </span><span style="font-family:Arial; font-size:10pt">poder para conferir poderes generales o especiales en los términos de los párrafos anteriores, así como revocar los poderes que otorguen, sin que pueda conferirse a los apoderados la facultad para que ellos a su vez puedan otorgar poderes.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Defensa del Patrimonio del Fideicomiso.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">En caso de que se presente cualquier conflicto que ponga en riesgo o surja la necesidad de defender el Patrimonio del Fideicomiso, el Fiduciario deberá notificar dicha circunstancia por escrito al Representante Común y al Fideicomitente, en un plazo que no exceda de 2 (dos) Días Hábiles a partir de la fecha en que tenga conocimiento de dicha circunstancia, así como otorgar uno o varios poderes generales o especiales en los términos y condiciones que para tal efecto indique por escrito el Comité Técnico o, en su caso, la Asamblea de Tenedores, cuando esta última conozca e instruya al respecto y siempre y cuando sea posible contar con dicha aprobación previa sin que exista la posibilidad razonable de que, de no adoptarse una pronta decisión, se afecte negativamente el Patrimonio del Fideicomiso o, en caso contrario, a discreción del Representante Común (sin que este último incurra en responsabilidad por este motivo). Todos los honorarios y demás gastos y costos que se causen con motivo de dicho conflicto o defensa, se cubrirán con cargo a la Cuenta de Reserva para Gastos; en el entendido que, salvo que exista aprobación expresa de la Asamblea de Tenedores, los gastos y costos que se causen con motivo de conflictos o defensa del Patrimonio del Fideicomiso, no podrán exceder del 10% (diez por ciento) de dicho Patrimonio del Fideicomiso. En dicho sentido, se libera al Fiduciario y al Representante Común de toda responsabilidad respecto a su falta de actuación derivada de la restricción antes mencionada.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Actos Urgentes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Cuando se requiera la realización de actos urgentes, o suceda cualquier circunstancia no prevista en el Contrato de Fideicomiso, cuya falta de atención inmediata pudiera causar un menoscabo en el Patrimonio del Fideicomiso, el Fiduciario deberá dar aviso al Representante Común y al Fideicomitente a más tardar el Día Hábil siguiente a la fecha en que tenga noticia de haberse presentado dicha circunstancia, y podrá actuar de conformidad con la legislación aplicable, protegiendo el Patrimonio del Fideicomiso, en la inteligencia de que si por cualquier causa el Representante Común o el Fideicomitente no le instruyeren la designación de un apoderado dentro de los 3 (tres) Días Hábiles siguientes al aviso, el Fiduciario podrá, sin estar obligado a ello, a designar a un apoderado sin responsabilidad alguna a su cargo. Los gastos incurridos por el Fiduciario serán considerados como Gastos de Mantenimiento y pagados con cargo a la Cuenta de Reserva para Gastos.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Revelación de Información.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá cumplir con todos los requerimientos de presentación o divulgación de información a que esté obligado como emisora de valores inscritos en el RNV en términos de la LMV, de la Circular Única de Emisoras, del Reglamento Interior de la BMV y de las demás disposiciones aplicables, en el entendido de que el Fiduciario deberá entregar al Representante Común, al Administrador y aquellos terceros contratados por el Fiduciario que lo requieran para la prestación de sus servicios, cualquier reporte, estado </span><span style="font-family:Arial; font-size:10pt">financiero o comunicación relacionada con la Emisión y Colocación de los Certificados Bursátiles que entregue a la CNBV o a la BMV dentro de los 2 (dos) Días Hábiles siguientes a dicha entrega. Asimismo, conforme a lo dispuesto en la Cláusula Vigésima inciso 20.2 del Contrato de Fideicomiso, el Fiduciario deberá entregar al Representante Común, al Administrador y a los terceros señalados anteriormente, de manera pronta y oportuna, cualquier información relacionada con el Fideicomiso que éstas le soliciten, actuando en forma razonable, respecto de la información que se encuentre en su poder.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Obligaciones ante la BMV</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">El Fiduciario deberá proporcionar a la BMV, en lo conducente, por medio de la persona que éste designe por escrito, la información a que se refieren las disposiciones 4.033.00, 4.033.03 y la Sección Segunda del Capítulo Quinto del Título Cuarto del Reglamento Interior de la BMV, respecto del Patrimonio del Fideicomiso, así como su conformidad para que, en caso de incumplimiento, le sean impuestas las medidas disciplinarias y correctivas a través de los órganos y procedimientos disciplinarios que se establecen en el Título Décimo del mismo.</span>
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<span style="font-family:Arial; font-size:10pt">El Comité Técnico tendrá la obligación de supervisar que el Fiduciario cumpla con la obligación establecida en este apartado, para lo cual el Fiduciario le deberá proporcionar la documentación que acredite el cumplimiento de dicha obligación una vez que lleve a cabo la misma.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Actos no contemplados en el Fideicomiso</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">En caso de que se presenten situaciones no previstas dentro del Contrato de Fideicomiso o que el Fiduciario deba llevar a cabo actos no establecidos en el mismo que impliquen una modificación sustancial a los términos del Contrato de Fideicomiso, el Fiduciario informará al Comité Técnico y al Representante Común para que la Asamblea de Tenedores o el Comité Técnico, en el ámbito de sus respectivas competencias, gire las instrucciones pertinentes en base a las cuales deba actuar el Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Indemnización al Fiduciario.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">El Fideicomitente defenderá y sacará en paz y a salvo al Fiduciario, así como a sus delegados fiduciarios, funcionarios, empleados y apoderados, exclusivamente con cargo al Patrimonio del Fideicomiso y hasta donde éste baste y alcance, de toda y cualquier responsabilidad, daño, obligación, demanda, sentencia, transacción, requerimiento, gastos y/o costas de cualquier naturaleza, incluyendo los honorarios de abogados, que directa o indirectamente se hagan valer con motivo o por consecuencia de actos realizados por el Fiduciario o por cualquiera de las personas referidas en cumplimiento del Contrato de Fideicomiso y la defensa del Patrimonio del Fideicomiso (salvo que cualquiera de los anteriores sea consecuencia de dolo, negligencia o mala fe del Fiduciario o de cualquiera de las personas señaladas, cuando así lo determine en sentencia firme la autoridad judicial competente o cuando el Fiduciario y/o cualquiera de las personas señaladas lleve a cabo cualquier acto no autorizado por el Contrato de Fideicomiso) o por cualesquiera reclamaciones, multas, penas y cualquier otro adeudo de cualquier naturaleza en relación con el Patrimonio del Fideicomiso o con el Contrato de Fideicomiso, ya sea ante autoridades administrativas, judiciales, tribunales arbitrales o cualquier otra autoridad, ya sea de carácter local o federal, de la República Mexicana o extranjeras.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">30. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Representante Común.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Comparecencia del Representante Común.</span><span style="font-family:Arial; font-size:10pt"> El Representante Común comparece a la firma del Contrato de Fideicomiso y lo suscribe como evidencia de la aceptación a su cargo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Atribuciones del Representante Común.</span><span style="font-family:Arial; font-size:10pt"> El Representante Común tendrá las obligaciones y facultades previstas en el Título que ampare los Certificados Bursátiles, en las disposiciones legales y las contenidas en el Contrato de Fideicomiso a fin de salvaguardar los intereses y derechos de los Tenedores, entre las cuales se encuentran, sin limitar, las siguientes:</span>
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<span style="font-family:Arial; font-size:10pt">a. Incluir su firma autógrafa en los Certificados Bursátiles, en términos de la fracción XIII del Artículo 64 de la LMV, para hacer constar la aceptación de sus obligaciones y facultades;</span>
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<span style="font-family:Arial; font-size:10pt">b. Verificar la debida constitución del Fideicomiso;</span>
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<span style="font-family:Arial; font-size:10pt">c. Tendrá el derecho de revisar, en la medida de lo posible y en el ámbito de sus facultades, el debido cumplimiento de las obligaciones a cargo del Fiduciario y del Administrador de conformidad con el Contrato de Fideicomiso, notificar a los Tenedores de cualquier incumplimiento de dichas obligaciones e iniciar cualquier acción en contra del Fiduciario o del Administrador (o solicitar al Fiduciario iniciar cualquier acción en contra del Administrador) conforme a las instrucciones de la Asamblea de Tenedores y con cargo al Patrimonio del Fideicomiso;</span>
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<span style="font-family:Arial; font-size:10pt">d. Representar al conjunto de los Tenedores ante el Fiduciario o ante cualquier Autoridad;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">e. Convocar y presidir las Asambleas de Tenedores cuando la ley o los términos del Fideicomiso lo requieran y cuando lo estime necesario o conveniente, así como ejecutar sus decisiones;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">f. Otorgar y celebrar en nombre de los Tenedores, los documentos o contratos que deban suscribirse o celebrarse con el Fiduciario en relación con el Fideicomiso y la Emisión y Colocación;</span>
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<span style="font-family:Arial; font-size:10pt">g. Actuar frente al Fiduciario como representante legal de los Tenedores, para el pago a estos últimos de las cantidades pagaderas bajo los Certificados Bursátiles, en su caso;</span>
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<span style="font-family:Arial; font-size:10pt">h. Solicitar al Fiduciario y al Administrador, toda aquella información y documentación que obre en su poder y que sea necesaria para el cumplimiento de sus funciones. En este sentido, el Fiduciario y el Administrador deberán proporcionarle de manera pronta y oportuna la información relacionada con el Fideicomiso y con los Certificados Bursátiles que razonablemente requiera; en el entendido que el Representante Común podrá revelar a los Tenedores cualquier información de la que tenga conocimiento que no haya sido clasificada como confidencial por el titular de dicha información o por la parte reveladora.</span>
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<span style="font-family:Arial; font-size:10pt">i. Proporcionar a cualquier Tenedor que así lo requiera y a costa de dicho Tenedor, copias de los Reportes que le hayan sido entregados de conformidad con la Cláusula Vigésima del Fideicomiso, para lo cual, los Tenedores deberán acreditar su tenencia con la constancia correspondiente emitida por Indeval y, en su caso, el listado de Tenedores del intermediario financiero correspondiente;</span>
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<span style="font-family:Arial; font-size:10pt">j. Actuar con oportunidad ante eventos que pudieran perjudicar a los Tenedores, así como a rendir cuentas de su administración, cuando le sean solicitadas o al momento de concluir su encargo.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común en ningún momento estará obligado a erogar ningún tipo de gasto u honorario o cantidad alguna a cargo de su patrimonio para llevar a cabo todos los actos y funciones que le corresponden por virtud de su encargo.</span>
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<span style="font-family:Arial; font-size:10pt">Las obligaciones del Representante Común cesarán cuando las cantidades a que tuvieren derecho los Tenedores hayan sido pagadas en su totalidad.</span>
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<span style="font-family:Arial; font-size:10pt">Todos y cada uno de los actos que lleve a cabo el Representante Común, en nombre o por cuenta de los Tenedores, en los términos del Título o de las disposiciones aplicables, serán obligatorios para y se considerarán como aceptados por los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común no tendrá responsabilidad alguna por las decisiones que se adopten en el Comité Técnico o en la Asamblea de Tenedores ni estará obligado a erogar ningún tipo de gasto u honorario o cantidad alguna con cargo a su patrimonio para llevar a cabo todos los actos y funciones que le corresponden derivadas de su encargo.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común deberá verificar, a través de la información que le hubiere sido proporcionada para tales fines, el cumplimiento en tiempo y forma de las obligaciones establecidas en el Contrato de Fideicomiso, el Título, el Acta de Emisión y el Contrato de Administración (excepto de las obligaciones de índole contable, fiscal, laboral y administrativa de dichas partes derivadas de la Emisión), así como el estado que guarda el patrimonio del Fideicomiso. Para ello, el Representante Común, en términos del Contrato de Fideicomiso y conforme a las facultades previstas en el mismo y en los demás documentos de la Emisión, tendrá derecho de solicitar la información que considere necesaria al Fiduciario, al Fideicomitente, al Auditor Externo, al Administrador y demás partes en dichos documentos, o a aquellas personas que les presten servicios relacionados ya sea con los Certificados Bursátiles o con el Patrimonio del Fideicomiso, para verificar el cumplimiento de las obligaciones anteriormente señaladas.</span>
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<span style="font-family:Arial; font-size:10pt">Para efecto de cumplir con lo anterior, el Representante Común tendrá el derecho de solicitar al Fiduciario, al Fideicomitente, al Administrador, al Auditor Externo, asesores legales y/o a cualquier persona que preste servicios al Fiduciario en relación con los Certificados Bursátiles o el Patrimonio del Fideicomiso cualquier información y documentación que razonablemente considere conveniente o necesaria para revisar el cumplimento de las obligaciones a que se refiere el párrafo anterior. En ese sentido, el Fiduciario, el Fideicomitente, el Administrador y dichos prestadores de servicios tendrán la obligación de proporcionar y/o causar que le sea proporcionada al Representante Común dicha información y en los plazos que el Representante Común razonablemente les requiera, incluyendo, sin limitar, la situación financiera del Patrimonio del Fideicomiso, el estado que guardan las Inversiones, Reinversiones, Desinversiones, financiamientos y otras operaciones efectuadas con cargo al Patrimonio del Fideicomiso, corridas financieras, determinación de coberturas, así como cualquier otra información económica, contable, financiera, legal y administrativa que se precise, las cuales estarán sujetas a las obligaciones de confidencialidad establecidas en la Cláusula Vigésima del Fideicomiso, en el entendido, sin embargo, que el Representante Común podrá hacer dicha información del conocimiento de los Tenedores sin incurrir en un incumplimiento por tal motivo a dichas obligaciones de confidencialidad, quienes de igual manera se encuentran sujetos a la obligación de confidencialidad establecida en la Cláusula Vigésima del Fideicomiso. El Fiduciario tendrá la obligación de requerir al Auditor Externo, asesores legales o terceros que proporcionen al Representante Común la información y en los plazos señalados.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común podría realizar visitas o revisiones a las personas señaladas en el párrafo anterior, al menos una vez cada 6 (seis) meses, o cuando lo estime conveniente, mediando notificación entregada por escrito realizada con por lo menos 3 (tres) Días Hábiles de anticipación a la fecha en que se desee llevar a cabo la visita o revisión respectiva.</span>
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<span style="font-family:Arial; font-size:10pt">En caso de que el Representante Común no reciba la información solicitada en los tiempos señalados o que tenga conocimiento de cualquier incumplimiento de las obligaciones establecidas en los documentos base de la Emisión a cargo de las partes de los mismos, deberá solicitar inmediatamente al Fiduciario que se haga del conocimiento del público inversionista (pero sin revelar el contenido de la información solicitada sujeta a dichas obligaciones de confidencialidad), a través de la publicación de un evento relevante, dicho incumplimiento sin que tal revelación se considere que infringe obligación de confidencialidad alguna establecida en el Contrato de Fideicomiso y/o en los demás Documentos de la Emisión y sin perjuicio de la facultad del Representante Común de hacer del conocimiento del público inversionista en términos del Contrato de Fideicomiso y la Ley Aplicable, cualquier circunstancia que pueda afectar la capacidad del Fiduciario para cumplir con sus obligaciones al amparo de los Certificados Bursátiles así como cualesquier incumplimientos y/o retraso en el cumplimiento de las obligaciones tanto del Fiduciario como del Fideicomitente, del Administrador y demás personas que suscriban los documentos de la Emisión y presten servicios al Fiduciario en relación con los Certificados Bursátiles o el Patrimonio del Fideicomiso, que por cualquier medio se hagan del conocimiento del Representante Común; en el entendido, además, que dicha </span><span style="font-family:Arial; font-size:10pt">revelación no se considerará que infringe las obligaciones de confidencialidad establecidas en el Contrato de Fideicomiso y/o en los demás documentos de la Emisión.</span>
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<span style="font-family:Arial; font-size:10pt">En el entendido que si el Fiduciario omite divulgar el evento relevante de que se trate, el Representante Común tendrá la obligación de publicar dicho evento, dentro de los dos Días Hábiles siguientes a que tenga conocimiento de la omisión.</span>
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<span style="font-family:Arial; font-size:10pt">A efecto de estar en posibilidad de cumplir con lo anterior, el Representante Común tendrá el derecho, con la aprobación previa de la Asamblea de Tenedores, de contratar, con cargo al Patrimonio del Fideicomiso, a cualquier tercero especialista en la materia de que se trate, que considere conveniente y/o necesario para el cumplimiento de sus obligaciones de revisión referidas en los párrafos anteriores o establecidas en la ley aplicable, cuya contratación deberá ser razonable y en términos de mercado, en cuyo caso el Representante Común estará sujeto a las responsabilidades que establezca la propia Asamblea de Tenedores al respecto y, en consecuencia, el Representante Común podrá, confiar, actuar y/o abstenerse de actuar con base en las determinaciones que lleven a cabo dichos especialistas, según lo determine la Asamblea de Tenedores; en el entendido que, si dicha Asamblea de Tenedores no aprueba dicha contratación, el Representante Común no podrá llevarla a cabo y en tal supuesto el Representante Común no tendrá responsabilidad alguna respecto del cumplimiento de las obligaciones para las cuales haya solicitado a la Asamblea de Tenedores el auxilio de un tercero; en el entendido, además, que en caso de que la Asamblea de Tenedores no apruebe la subcontratación, el Representante Común solamente responderá de las actividades que le son directamente imputables en términos de las disposiciones vigentes aplicables. Asimismo, sin perjuicio de las demás obligaciones del Fiduciario referidas en los párrafos anteriores, éste deberá, previa autorización de la Asamblea de Tenedores, contratar con cargo al Patrimonio del Fideicomiso y/o proporcionar al Representante Común, con cargo al Patrimonio del Fideicomiso, los recursos necesarios para realizar las contrataciones de los terceros que asistan a dicho Representante Común en el cumplimiento de sus obligaciones, según le sea instruido por el Representante Común, en un plazo que no deberá exceder de 5 (cinco) Días Hábiles contados a partir de que le sea dada dicha instrucción; en el entendido que si la Asamblea de Tenedores autoriza la contratación de dichos terceros pero no existen los recursos suficientes para tales efectos, se estará a lo dispuesto por el artículo 281 del Código de Comercio así como a lo establecido en el artículo 2577 del Código Civil para el Distrito Federal y sus correlativos en relación con su carácter de mandatario en términos del artículo 217 de la LGTOC, en el entendido, además, que el Representante Común no estará obligado a anticipar las cantidades necesarias para la contratación de dichos terceros especialistas y no será responsable bajo ninguna circunstancia del retraso de su contratación y/o por falta de recursos en el Patrimonio del Fideicomiso de llevar a cabo dicha contratación y/o porque no le sean proporcionados, en su caso, por los Tenedores de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:10pt">Atendiendo a la naturaleza de los Certificados que no conllevan una obligación a cargo del Fiduciario de pagar una suma de dinero por concepto de principal y/o intereses, ni el Representante Común, ni cualquier funcionario, consejero, apoderado, empleado, filial o agente del Representante Común, serán responsables de las decisiones de inversión, del cumplimiento del plan de negocios, ni del resultado de las Inversiones y/o de las demás operaciones efectuadas con cargo al Patrimonio del Fideicomiso o de la adecuación de dicho resultado a los rendimientos esperados, ni deberá revisar ni vigilar la viabilidad jurídica, financiera y económica de las Inversiones y demás operaciones ni la obtención de autorizaciones y cumplimiento de requisitos legales y de otro tipo que conlleve cada Inversión u operación; en el entendido que estará facultado para solicitar al Administrador, al Fiduciario y a los demás participantes, información relacionada con estos temas.</span>
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<span style="font-family:Arial; font-size:10pt">De igual manera no será responsabilidad del Representante Común ni del Personal, vigilar o supervisar el cumplimiento de los servicios contratados del Valuador Independiente, del Auditor Externo o de cualquier tercero, ni el cumplimiento de las obligaciones pactadas en los contratos firmados con las contrapartes en las Inversiones, Desinversiones y demás operaciones, ni el </span><span style="font-family:Arial; font-size:10pt">cumplimiento de las obligaciones de las partes de los Vehículos de Inversión ni de sus términos y funcionamiento, ni la debida instalación o funcionamiento del Comité Técnico y las obligaciones de sus miembros, ni de cualquier otro órgano distinto a la Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común deberá rendir cuentas del desempeño de su cargo cuando le sean solicitadas por la Asamblea de Tenedores o al concluir su encargo.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común podrá ser removido o sustituido, conforme a la Cláusula Décima Novena inciso 19.3 del Contrato de Fideicomiso, por acuerdo de la Asamblea de Tenedores, para lo cual se requerirá del voto favorable de los Tenedores que representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en el entendido que dicha remoción sólo tendrá efectos a partir de la fecha en que un representante común sustituto haya sido designado, haya aceptado el cargo y haya tomado posesión del mismo.</span>
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<span style="font-family:Arial; font-size:10pt">Cualquier institución que se desempeñe como representante común conforme al Contrato de Fideicomiso, podrá renunciar a dicho nombramiento de conformidad con las disposiciones del Artículo 216 de la LGTOC. El Representante Común deberá entregar notificación por escrito al Fideicomitente y al Fiduciario de su intención de renuncia al menos 60 (sesenta) días naturales antes de dicha renuncia, y en todo caso dicha renuncia no será efectiva hasta que un representante común sucesor sea nombrado en una Asamblea de Tenedores, y dicho representante común sucesor haya aceptado su nombramiento, lo cual deberá ocurrir dentro de los 60 (sesenta) días naturales siguientes a la notificación de renuncia.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Asamblea de Tenedores</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> La Asamblea General de Tenedores de los Certificados Bursátiles representará al conjunto de éstos y se regirá, en todos los casos, por lo previsto en el presente apartado y por los artículos aplicables de la LMV y de la LGTOC, siendo válidas sus resoluciones respecto de todos los Tenedores, aún respecto de los ausentes y disidentes. Los Tenedores podrán reunirse en Asamblea de Tenedores conforme a lo descrito a continuación. Los Tenedores tendrán derecho a emitir un voto por cada Certificado del que sean propietarios.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Convocatorias</span><span style="font-family:Arial; font-size:10pt">. Los Tenedores se reunirán cada vez que sean convocados por el Representante Común. No obstante lo anterior, el Administrador y los Tenedores que en lo individual o en su conjunto tengan el 10% (diez por ciento) o más de los Certificados Bursátiles en circulación, podrán solicitar al Representante Común, en cualquier momento, que convoque a una Asamblea de Tenedores especificando en su petición los puntos que en dicha Asamblea de Tenedores deberán tratarse; en el entendido que, el Representante Común, previa publicación de la convocatoria en términos de lo previsto en el párrafo inmediato siguiente, deberá contar con la aprobación del Administrador, cuando este último haya solicitado la convocatoria correspondiente. El Representante Común deberá publicar la convocatoria respectiva dentro del Día Hábil siguiente a que, en su caso, reciba la aprobación del Administrador, y deberá emitir la convocatoria dentro del término de, por lo menos, 10 (diez) días naturales contados a partir de la fecha en que reciba la solicitud. Si el Representante Común no cumpliere con esta obligación, el juez de primera instancia del domicilio del Fiduciario, a petición de los Tenedores, deberá emitir la convocatoria.</span>
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<span style="font-family:Arial; font-size:10pt">La convocatoria para cada Asamblea de Tenedores, se publicará una sola vez, por lo menos, en alguno de los periódicos de mayor circulación nacional, y a través de EMISNET, con al menos 10 (diez) días naturales de anticipación a la fecha en que la Asamblea de Tenedores deba reunirse.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador podrá asistir a las Asambleas de Tenedores como observador (con voz pero sin voto).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Aplazamiento de decisiones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Los Tenedores que en lo individual o en su conjunto tengan el 10% (diez por ciento) o más de los Certificados Bursátiles en circulación, tendrán el derecho a solicitar que se aplace por una sola vez, hasta por 3 (tres) Días Hábiles y sin necesidad de nueva convocatoria, la votación de cualquier asunto respecto del cual no se consideren suficientemente </span><span style="font-family:Arial; font-size:10pt">informados; en el entendido que, una vez que se hubiere aplazado la votación de algún asunto en términos de lo anterior para una Asamblea de Tenedores en específico, no podrá aplazarse la votación del asunto de que se trate por ocasiones adicionales.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Asistencia, decisiones y actas</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Salvo que se disponga lo contrario en el Contrato de Fideicomiso, para que la Asamblea de Tenedores se considere legalmente instalada, en virtud de primera convocatoria, se requerirá que estén representados en ella, por lo menos, la mitad más uno de los Certificados Bursátiles en circulación, y sus decisiones serán válidas, salvo los casos previstos de manera distinta en el Contrato de Fideicomiso, cuando sean aprobadas por mayoría de votos de los presentes. Por regla general, en caso de que una Asamblea de Tenedores se reúna en virtud de segunda o ulterior convocatoria, se considerará instalada legalmente, cualquiera que sea el número de Certificados que estén en ella representadas, y sus decisiones serán válidas, salvo los casos previstos de manera distinta en el Contrato de Fideicomiso que requieren el voto favorable de un determinado porcentaje de los Certificados Bursátiles en circulación, cuando sean aprobadas por mayoría de votos de los presentes.</span>
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<span style="font-family:Arial; font-size:10pt">Para asistir a una Asamblea de Tenedores, los Tenedores entregarán al Representante Común, las constancias de depósito que expida el Indeval y el listado de Tenedores que a tal efecto expida la casa de bolsa o institución financiera correspondiente, respecto de los Certificados Bursátiles de los cuales dichos Tenedores sean titulares, en el lugar que se indique en la convocatoria correspondiente a más tardar el Día Hábil previo a la fecha en que la Asamblea de Tenedores deba celebrarse. Los Tenedores podrán hacerse representar en la Asamblea de Tenedores por un apoderado, acreditado con carta poder firmada ante dos testigos.</span>
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<span style="font-family:Arial; font-size:10pt">De cada Asamblea de Tenedores se levantará acta suscrita por quienes hayan fungido como Presidente y Secretario de la asamblea. A dicha acta se agregará la lista de asistencia, firmada por los Tenedores presentes en la Asamblea de Tenedores y por los escrutadores. Las actas y demás información en relación con las Asambleas de Tenedores, serán conservados por el Representante Común y podrán, de tiempo en tiempo, ser consultadas por los Tenedores, los cuales tendrán derecho a solicitarle al Representante Común, que les expida copias certificadas de dichos documentos a costa del Tenedor que lo solicite. El Fiduciario tendrá derecho a recibir del Representante Común una copia de todas las actas levantadas respecto de todas y cada una de las Asambleas de Tenedores. Asimismo, el Fiduciario tendrá la obligación de entregarle una copia de dicha documentación al Administrador.</span>
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<span style="font-family:Arial; font-size:10pt">Las Asambleas se celebrarán en el domicilio social del Representante Común o en el lugar que el Representante Común señale al efecto, en la convocatoria respectiva. La Asamblea de Tenedores será presidida por el Representante Común. Fungirá como Secretario de la Asamblea de Tenedores la Persona que sea designada para tales efectos por el Presidente o, en su defecto, por la persona que los Tenedores designen por mayoría en la Asamblea de Tenedores de que se trate.</span>
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<span style="font-family:Arial; font-size:10pt">No obstante lo estipulado en las disposiciones anteriores, las resoluciones tomadas fuera de Asamblea de Tenedores por unanimidad de los Tenedores que representen la totalidad de los Certificados Bursátiles en circulación tendrán la misma validez que si hubieren sido adoptadas reunidos en Asamblea de Tenedores, siempre que se confirmen por escrito.</span>
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<span style="font-family:Arial; font-size:10pt">La información y documentos relacionados con el orden del día de una Asamblea de Tenedores deberán estar disponibles, de forma gratuita, en las oficinas del Representante Común, para su revisión por parte de los Tenedores y el Administrador con por lo menos 10 (diez) días naturales de anticipación a dicha asamblea.</span>
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<span style="font-family:Arial; font-size:10pt">De conformidad con la Circular Única de Emisoras, los Tenedores podrán celebrar convenios para el ejercicio del voto en Asambleas Generales de Tenedores, que contengan las opciones de compra o venta entre Tenedores de los Certificados Bursátiles o cualesquiera otros convenios relacionados con el voto o derechos económicos respecto de los Certificados Bursátiles. En caso </span><span style="font-family:Arial; font-size:10pt">de que los Tenedores celebren convenios en términos de lo anterior, deberán notificar al Fiduciario, al Administrador y al Representante Común sobre dicha celebración y las características de dichos convenios, para lo cual contarán con 5 (cinco) Días Hábiles a partir de su concertación a fin de que el Fiduciario pueda revelarlo al público inversionista a través de la BMV, así como para que se difunda su existencia en el informe anual del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">No obstante otras facultades que se le otorgan en otras Cláusulas del Contrato</span><span style="font-family:Arial; font-size:10pt"> de Fideicomiso</span><span style="font-family:Arial; font-size:10pt">, la Asamblea de Tenedores tendrá las siguientes:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">A.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar la sustitución del Administrador conforme a lo previsto en el Fideicomiso, así como aprobar el Plan de Continuidad y, en su caso, el nombramiento y sustitución de Funcionarios Clave conforme a lo establecido en la Cláusula Novena</span><span style="font-family:Arial; font-size:10pt"> del Contrato de Fideicomiso</span><span style="font-family:Arial; font-size:10pt">; en el entendido que, en caso de Destitución del Administrador con Causa, así como para aprobar el Plan de Continuidad y el nombramiento y sustitución de Funcionarios Clave, se requerirá acuerdo de los Tenedores que sean titulares de al menos el 66.66% (sesenta y seis punto sesenta y seis por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria, y en el supuesto de Destitución del Administrador Sin Causa, el Administrador podrá ser removido con el voto favorable de los Tenedores que sean titulares de al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">B</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Declarar vencidos anticipadamente los Certificados Bursátiles cuando se presente un Evento de Sustitución del Administrador, y presentar a la CNBV la correspondiente solicitud de cancelación de los Certificados en el RNV, así como dar aviso a la BMV a través de EMISNET, y al Indeval por escrito o a través de los medios que esta última determine, con el voto favorable de los Tenedores que sean titulares de al menos el 95% (noventa y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">C</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Resolver sobre la terminación anticipada del Periodo de Inversión, para lo cual se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulteriores convocatorias; y en general, aprobar cualquier modificación (incluyendo prórrogas) al Periodo de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">D</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar cualquier operación, Inversión, Desinversión, adquisición, operaciones con productos derivados, enajenación u otorgamiento de financiamiento que represente 20% (veinte por ciento) o más del Monto Máximo de la Emisión con base en cifras correspondientes al cierre del trimestre inmediato anterior, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, con independencia de que dichas operaciones se ejecuten de manera simultánea o sucesiva en un periodo de 12 (doce) meses o más contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola; con el voto favorable de la mayoría de los Tenedores de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados;</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">E</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar cualquier Inversión o adquisición que pretenda realizarse cuando represente el 10% (diez por ciento) o más del Monto Máximo de la Emisión, con base en cifras correspondientes al cierre del trimestre inmediato anterior, con independencia de que dichas Inversiones o adquisiciones se ejecuten de manera simultánea o sucesiva en un periodo de 12 (doce) meses contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola, y dichas operaciones se pretendan realizar con personas que se ubiquen en al menos uno de los dos supuestos siguientes: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> aquellas relacionadas respecto las Empresas Promovidas sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador, o bien, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> que representen un conflicto de interés.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">F</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Instruir al Administrador para que éste inicie el proceso de Desinversión de cualquiera de las Empresas Promovidas, en términos de la Sección 8.2 del Fideicomiso; para lo cual se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera o ulterior</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">convocatoria</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">G</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Instruir al Administrador para que lleve a cabo una Desinversión </span><span style="font-family:Arial; font-size:10pt">de las Empresas Promovidas cuyo Porcentaje de Distribución sea menor al 1% (uno por ciento), </span><span style="font-family:Arial; font-size:10pt">en los términos y condiciones que determine la Asamblea de Tenedores, para lo cual se requerirá del voto favorable de </span><span style="font-family:Arial; font-size:10pt">los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera o ulterior</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">convocatoria</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">H</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar el Destino de los Recursos obtenidos con cada Llamada de Capital, cuando sean al menos iguales o mayores al 20% (veinte por ciento) del </span><span style="font-family:Arial; font-size:10pt">Monto Máximo de la Emisión</span><span style="font-family:Arial; font-size:10pt">, con el voto favorable de los Tenedores de la mayoría de Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">I</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Determinar las reglas para la contratación de cualquier crédito o préstamo con cargo al Patrimonio del Fideicomiso por parte del Fiduciario, </span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f"> </span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f">incluyendo la obligación de cumplir con un índice de cobertura de servicio de la deuda, al</span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f"> </span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f">momento de asumir cualquier crédito, préstamo o financiamiento con cargo</span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f"> </span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f">al</span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f"> </span><span style="font-family:Arial; font-size:10pt; color:#2f2f2f">Patrimonio del Fideicomiso;</span><span style="font-family:Arial; font-size:10pt"> con el voto favorable de los Tenedores de la mayoría de Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados; en el entendido que, la obtención de créditos o préstamos por parte del Fideicomiso será exclusivamente con la finalidad de financiar el pago de Gastos de Mantenimiento y Gastos de Inversión, en caso que no exista y el Administrador estime que no existirán recursos suficientes para hacer frente al pago de los Gastos de Mantenimiento y Gastos de Inversión exigibles dentro de los siguientes 360 (trescientos sesenta) días naturales; en el entendido, además, que el Fiduciario, en ningún caso, podrá contratar créditos o préstamos por un monto mayor al 5% (cinco por ciento) del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">J</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar cambios en el régimen de inversión del Patrimonio del Fideicomiso, incluyendo la determinación de un régimen de Inversiones </span><span style="font-family:Arial; font-size:10pt">Permitidas</span><span style="font-family:Arial; font-size:10pt"> diferente, tomando en cuenta las inversiones que el Fiduciario está facultado a efectuar en términos de la legislación aplicable, las características de las Cuentas y sus políticas internas; para lo cual se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados. La facultad prevista en el presente numeral incluirá aprobar cualquier dispensa y/o modificación a los Criterios de Elegibilidad.</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">K</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar cualquier modificación (incluyendo incrementos) en los esquemas de compensación y Comisión de Administración o cualquier otro concepto a favor del Administrador, miembros del Comité Técnico o cualquier tercero, así como el establecimiento de los montos, porcentajes o rangos dentro de los cuales será necesaria la aprobación de la Asamblea de Tenedores para modificar los esquemas de compensaciones y comisiones o cualquier otro concepto a favor de terceros, tomando siempre como base que las operaciones sean celebradas a precio de mercado; para lo cual se requerirá el acuerdo de los Tenedores que representen al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primera o ulterior convocatoria. Lo anterior en el entendido que, los Tenedores que tengan un interés opuesto al del Fideicomiso, o tengan conflicto de interés o relación con </span><span style="font-family:Arial; font-size:10pt">Personas Relacionadas, deberán manifestarlo a los demás Tenedores presentes y abstenerse de toda deliberación y resolución al respecto.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sin perjuicio de que no se podrán realizar ampliaciones al Monto Máximo de la Emisión mediante la emisión de certificados bursátiles adicionales una vez realizada la primera Llamada de Capital, es facultad de la Asamblea de Tenedores aprobar las mismas aun cuando se hayan realizado Llamadas de Capital, para lo cual se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, ya sea en primer o ulterior convocatoria.</span>
</p>
<p style="margin:0pt; text-indent:35.45pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">L</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar cualquier modificación al Contrato de Fideicomiso, al Acta de Emisión, al Título o cualquier otro documento de la Emisión, para lo cual se requerirá que estén representados, y se cuente con el voto favorable de los Tenedores que representen al menos 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la Asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas con el voto favorable de la mayoría de los Tenedores presentes en la Asamblea.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">M</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Designar un Miembro Independiente en el Comité Técnico, conforme a la propuesta de cualquier Tenedor de Certificados Bursátiles, así aprobar los emolumentos que deba recibir; lo anterior sin menoscabo del derecho de cada Tenedor para el nombramiento de Miembros Independientes derivado de su tenencia de Certificados Bursátiles conforme a lo establecido en el Contrato; en el entendido, que la Asamblea de Tenedores podrá designar a miembros del Comité Técnico conforme al presente numeral únicamente en la medida en la que el Administrador retenga el derecho y posibilidad de designar a la mayoría de los miembros del Comité Técnico conforme a la Sección 17.1 del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Fideicomiso. Para lo anterior se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">N</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Instruir al Fiduciario la contratación y sustitución del Auditor Externo y del Valuador Independiente de considerarlo conveniente, para lo cual se requerirá del voto favorable de los Tenedores que conjunta o individualmente representen el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas cualquiera que sea el número de Certificados Bursátiles representados.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">O</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Resolver respecto a cualquier situación que no se encuentre prevista en el Contrato de Fideicomiso, que previamente el Comité Técnico haya analizado y haya emitido una opinión favorable al respecto, la cual deberá ser emitida previo a ser presentada ante la Asamblea de Tenedores, conforme a lo establecido en el último párrafo de la Sección 17.7.2 del Contrato de Fideicomiso; en el entendido que, la resolución adoptada por la Asamblea de Tenedores será la definitiva.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">P</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Aprobar que se lleve a cabo una modificación en la estructura del capital social del Administrador o CMIC </span><span style="font-family:Arial; font-size:10pt">que derive en un cambio en el Control de dichas sociedades, </span><span style="font-family:Arial; font-size:10pt">para lo cual se requerirá del voto favorable de los Tenedores que representen al menos 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación en dicho momento, en primera convocatoria; si la asamblea se reúne en virtud de segunda convocatoria, se considerará legalmente instalada con cualquiera que sea el número de Certificados Bursátiles en circulación presentes y sus decisiones serán válidas cuando sean aprobadas por la mayoría de los Certificados Bursátiles</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt">representados en la Asamblea de Tenedores</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En adición a lo anterior, se requerirá que estén representados en la Asamblea de Tenedores, en primera convocatoria, cuando menos, aquellos Tenedores que en lo individual o conjuntamente posean al menos el 75% (setenta y cinco por ciento) de los Certificados Bursátiles en circulación, </span><span style="font-family:Arial; font-size:10pt">y que las decisiones sean aprobadas por lo menos por la mitad más uno de los votos computables en la Asamblea de Tenedores en los siguientes supuestos: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i) </span><span style="font-family:Arial; font-size:10pt">cuando se trate de revocar y sustituir la designación del Representante Común de los Tenedores; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii) </span><span style="font-family:Arial; font-size:10pt">cuando se trate de revocar y sustituir la designación del Fiduciario; y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> cuando se trate de consentir u otorgar prórrogas o esperas al Fiduciario. Ahora bien, si la asamblea se reúne en virtud de segunda convocatoria, sus decisiones serán válidas con el voto favorable de la mayoría de los Tenedores presentes en la Asamblea.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El quórum de instalación y votación previsto en el presente apartado para cada caso, se computará únicamente tomando en consideración aquellos Certificados Bursátiles con derecho a voto respecto del asunto de que se trate.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Derecho de Oposición</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Quienes asistan a cualquier Asamblea de Tenedores y en cualquiera asunto a ser tratado en dicha Asamblea de Tenedores tengan un interés opuesto al del Fideicomiso, deberán manifestarlo al Presidente y al Secretario de dicha asamblea y abstenerse de toda deliberación y voto al respecto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cualquier Tenedor o grupo de Tenedores que en su conjunto sean titulares del 20% (veinte por ciento) o más del número de Certificados Bursátiles en circulación, tendrán derecho a oponerse judicialmente a las resoluciones de las Asambleas Generales de Tenedores, siempre y cuando los reclamantes no hayan concurrido a la Asamblea de Tenedores o hayan dado su voto en contra de la resolución y se presente la demanda correspondiente dentro de los 15 (quince) días siguientes a la fecha de adopción de las resoluciones, señalando en dicha demanda la disposición contractual incumplida o el precepto legal infringido y los conceptos de violación. La ejecución de las resoluciones impugnadas podrá suspenderse por el juez, siempre que los demandantes otorguen fianza bastante para responder de los daños y perjuicios que pudieren causarse al resto de los Tenedores por la inejecución de dichas resoluciones, en caso de que la sentencia declare infundada o improcedente la oposición. La sentencia que se dicte con motivo de la oposición surtirá efectos respecto de todos los Tenedores. Todas las oposiciones en contra de una misma resolución, deberán decidirse en una sola sentencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Acción de responsabilidad</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Los Tenedores podrán ejercer acciones de responsabilidad en contra del Administrador por el incumplimiento a sus obligaciones establecidas en el Contrato de Fideicomiso, cuando en lo individual o en su conjunto representen el 15% (quince por ciento) o más del número de Certificados Bursátiles en circulación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las acciones que tengan por objeto exigir responsabilidad en términos de este apartado, prescribirán en 5 (cinco) años contados a partir de que se hubiere realizado el acto o hecho que haya causado el daño patrimonial correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Indemnización al Representante Común</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">El Fideicomiso (exclusivamente con activos que formen parte del Patrimonio del Fideicomiso y hasta donde este baste y alcance) indemnizará y sacará en paz y a salvo al Representante Común, así como a sus funcionarios, empleados, delegados fiduciarios y apoderados, de toda y cualquier responsabilidad, daño, obligación, demanda, sentencia, transacción, requerimiento, gastos y/o costas de cualquier naturaleza, incluyendo los honorarios de abogados, que directa o indirectamente se hagan valer con motivo o por consecuencia de actos realizados por el Representante Común o por cualquiera de las personas referidas en cumplimiento del Contrato de Fideicomiso y la defensa del Patrimonio del Fideicomiso (salvo que cualquiera de los anteriores sea consecuencia de dolo, negligencia o mala fe del Representante Común o de cualquiera de las personas señaladas, cuando así lo determine en sentencia firme la autoridad judicial competente o cuando el Representante Común y/o cualquiera de las personas señaladas lleve a cabo cualquier acto no autorizado por el Contrato de Fideicomiso o la legislación aplicable) o por cualesquiera reclamaciones, multas, penas y cualquier otro adeudo de cualquier naturaleza en relación con el Patrimonio del Fideicomiso o con el Contrato de Fideicomiso, ya sea ante autoridades administrativas, </span><span style="font-family:Arial; font-size:10pt">judiciales, tribunales arbitrales o cualquier otra autoridad, ya sea de carácter local o federal, de la República Mexicana o extranjeras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; text-align:justify; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">31. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Información de las Empresas Promovidas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Contratos de Inversión deberán prever el derecho del Fiduciario de contar cuando menos, con la información relativa a sus Empresas Promovidas que se indica a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:16pt">
<span style="font-family:Arial; font-size:10pt">a. Información financiera: </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:16pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:16pt">
<span style="font-family:Arial; font-size:10pt">Estados de situación financiera o balance general dictaminado por contador público independiente, acompañado de sus correlativos estados de resultados, estado de variaciones en el capital contable y estado de cambios en la situación financiera, con las notas complementarias y aclaratorias correspondientes, a más tardar dentro de los 90 (noventa) días naturales siguientes al cierre de cada ejercicio anual.</span>
</p>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.2pt; text-align:justify; padding-left:45.2pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:13pt">
<span style="font-family:Arial; font-size:10pt">b. Información jurídica:</span>
</p>
<p style="margin:0pt; text-indent:-28.35pt; text-align:justify; padding-left:59.35pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Testimonio notarial, primer original de la póliza o copia certificada del instrumento en que conste la participación del Fiduciario en el capital social de la Empresa Promovida, a más tardar dentro de los 45 (cuarenta y cinco) días naturales siguientes a la fecha de celebración del Contrato de Inversión respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Documentación en que consten las modificaciones a los estatutos sociales (o documento constitutivo) de la Empresa Promovida, a más tardar dentro de los 45 (cuarenta y cinco) días naturales siguientes a la fecha en que se formalicen los actos que las originen.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La información financiera y jurídica que se menciona en este apartado, deberá estar en todo momento a disposición de la CNBV y de la BMV, así como del Comité Técnico, del Valuador Independiente, del Proveedor de Precios, del Auditor Externo y del Representante Común en representación de los Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otro lado, los Tenedores tendrán el derecho a solicitar al Fiduciario y/o al Representante Común, la información periódica financiera y jurídica del Fideicomiso y, en su caso, de las Empresas Promovidas en las cuales la inversión represente un porcentaje igual o mayor al 10% (diez por ciento) del Patrimonio del Fideicomiso, acompañada de los estados financieros trimestrales y anuales del Fideicomiso, de conformidad y por los medios que se determinen en la Circular Única de Emisoras; siempre que acompañen a su solicitud la constancia que acredite la titularidad de los Certificados Bursátiles, expedida por Indeval; en el entendido que, los Tenedores deberán mantener confidencial la información que les sea proporcionada conforme a lo anterior; en el entendido que, las información que reciban los Tenedores, podrá ser compartida con sus funcionarios, empleados y asesores, estos últimos siempre y cuando celebren un convenio de confidencialidad con el Tenedor.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico, el Proveedor de Precios, el Valuador Independiente y el Representante Común, se obligan por virtud del Contrato de Fideicomiso a mantener y conservar en absoluta confidencialidad respecto a la información que por virtud del Contrato de Fideicomiso tengan conocimiento, ya sea que esta se encuentre contenida en el clausulado del Fideicomiso o en cualquier otro convenio o contrato relacionado con el mismo. La obligación de confidencialidad que aquí se menciona incluye, entre otras, la obligación de no revelar, transmitir, comunicar, usar, entregar y/o hacer accesible a cualquier tercero por medio impreso, manual, electrónico, conferencias, publicidad o cualquier otra forma o medio (incluso en una manera temporal o si se regresa), ya sea en parte o en su conjunto a terceras personas, la información de las Empresas Promovidas referida en este apartado; a menos que dicha revelación, transmisión, comunicación, uso o entrega deba realizarse de conformidad con la legislación aplicable, sea ordenada por una autoridad competente con fundamento en la legislación </span><span style="font-family:Arial; font-size:10pt">aplicable o para dar cumplimiento a las obligaciones a su cargo conforme al Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-indent:-18pt; padding-left:49pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">32. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Valuación de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las Inversiones deberán estar valuadas al menos de manera anual por un Valuador Independiente. El Fiduciario deberá contratar, por instrucciones de la Asamblea de Tenedores y a cargo del Patrimonio del Fideicomiso, al Valuador Independiente. La determinación del precio actualizado de valuación deberá llevarse a cabo cuando menos una vez al año, con cifras del último Día Hábil correspondiente al mes de diciembre de cada año, o bien, cuando se produzcan actos, hechos o acontecimientos que hagan variar significativamente la valuación de sus activos objeto de inversión, supuesto en el cual el Administrador deberá informar oportunamente al Representante Común y al Fiduciario.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> El Fiduciario estará obligado a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> informar a los Tenedores a través de EMISNET de tal circunstancia y al mercado en términos de la LMV y de la Circular Única de Emisoras dentro de los 40 (cuarenta) Días Hábiles siguientes a la conclusión del cuarto trimestre, en el entendido de que una vez transcurridos los plazos señalados y en el caso de que el Valuador Independiente no hubiere realizado el aviso correspondiente, el Administrador, a través del Fiduciario, publicará la información por los mismos medios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cuando se presenten hechos o acontecimientos que hagan variar significativamente la valuación de sus activos objeto de inversión el Administrador, a través del Fiduciario</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> deberá dar el aviso a que se refiere la Cláusula Décima del Fideicomiso, y el Valuador Independiente deberá basar su metodología en los Lineamientos Internacionales de Valuación de Capital Privado y de Riesgo, pudiendo utilizar al efecto, los reconocidos por la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">European Venture Capital Association</span><span style="font-family:Arial; font-size:10pt"> (“Asociación Europea de Capital de Riesgo” ó “EVCA”) o la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">FinancialAccountingStandardsBoard </span><span style="font-family:Arial; font-size:10pt">(“Consejo de Normas de Contabilidad Financiera” o “FASB”), que incluyen de manera enunciativa, mas no limitativa, los siguientes métodos: (i) valor contable, (ii) múltiplos de mercado, y (iii) flujos de efectivo descontados. Dichos Lineamientos pueden ser consultados por los inversionistas en </span><span style="font-family:Arial; font-size:10pt">el portal de Internet http://www.privateequityvaluation.com.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá, de manera anual o cuando se presenten hechos o acontecimientos que hagan variar significativamente la valuación de sus activos objeto de inversión o cuando exista alguna modificación en la estructura del Patrimonio del Fideicomiso, poner a disposición de los Proveedores de Precios y del Valuador Independiente, aquella información que el Fiduciario tenga en su poder y que los Proveedores de Precios y/o el Valuador Independiente requieran para efectuar la valuación de los Certificados, previo convenio de confidencialidad. Asimismo, los Proveedores de Precios tendrán acceso a la información financiera de las Empresas Promovidas referida en la sección 20.3 del Fideicomiso, para comprobar el Valor de las Inversiones determinado por el Valuador Independiente.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">33. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cuestiones Fiscales</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Las Partes acuerdan que el cumplimiento de las obligaciones fiscales establecidas en el presente apartado a cargo del Fiduciario, serán por cuenta y a través del Administrador, de conformidad con lo dispuesto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">Para todos los efectos fiscales a que haya lugar, incluyendo, en su caso, el alta ante el Servicio de Administración Tributaria de la Secretaría de Hacienda y Crédito Público conforme a las reglas que resulten aplicables, el Fideicomiso se denominará como </span><span style="font-family:Arial; font-size:10pt; font-style:italic">"FFLATAM-15-3".</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Impuesto sobre la Renta</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">El Fideicomiso no será considerado como un fideicomiso empresarial en la medida en la que se cumpla con los requisitos establecidos en la fracción I de la regla 3.1.15. de la Resolución Miscelánea Fiscal vigente, por lo tanto, el Fideicomiso calificará como un fideicomiso que no realiza actividades empresariales, estando exento de obligaciones de carácter fiscal que sean aplicables a un fideicomiso de este tipo a que se refiere el Artículo 13 de la LISR.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En consecuencia, el Contrato de Fideicomiso se dará de alta ante el Servicio de Administración Tributaria de la Secretaría de Hacienda y Crédito Público conforme a las reglas que resulten aplicables, recabando el Registro Federal de Contribuyentes correspondiente con la denominación del Fideicomiso conforme al Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">De acuerdo con la regla.3.1.15. de la Resolución Miscelánea Fiscal vigente, por los ingresos generados a través del Fideicomiso, provenientes del Contrato de Inversión, serán los propios Fideicomisarios quienes, en su caso, causarán el impuesto en los términos de dicha ley conforme a lo previsto en el Título que les corresponda.</span>
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<span style="font-family:Arial; font-size:10pt">Para efectos de cumplir con lo anterior, se deberá observar lo siguiente:</span>
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<span style="font-family:Arial; font-size:10pt">Se consideran ingresos pasivos: los ingresos por intereses, incluso la ganancia cambiaria y la ganancia proveniente de operaciones financieras derivadas de deuda; ganancia por la enajenación de certificados de participación o bursátiles fiduciarios emitidos al amparo de un fideicomiso de inversión en bienes raíces, o de los certificados a que se refiere la regla 3.1.12. Resolución Miscelánea Fiscal vigente; dividendos; ganancia por la enajenación de acciones; ganancia proveniente de operaciones financieras derivadas de capital; ajuste anual por inflación acumulable, e ingresos provenientes del arrendamiento o subarrendamiento y en general por otorgar a título oneroso el uso o goce temporal de bienes inmuebles, en cualquier otra forma.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Cabe señalar que, en este caso, al final del ejercicio deberá revisarse el porcentaje del 90% (noventa por ciento) de ingresos pasivos a efecto de determinar si de manera anual y en los siguientes ejercicios es posible continuar aplicando lo previsto por la fracción I de la regla 3.1.15. de la Resolución Miscelánea Fiscal vigente. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Para determinar los ingresos y los por cientos a que se refieren los incisos anteriores, se deberá considerar que los ingresos se obtienen en las fechas que se señalan en el Título II de la LISR y se deberán incluir el total de los ingresos que se obtengan a través del Fideicomiso por la totalidad de los Fideicomisarios o, en su defecto, del Fideicomitente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los Fideicomisarios, o en su defecto, los Fideicomitentes deberán tributar en los términos de los títulos de la LISR que les corresponda, respecto de todos los ingresos que obtengan a través del Fideicomiso. Para estos efectos, en el caso de ingresos por venta de acciones, se deberá estar a lo dispuesto en los artículos 18, 22, 23, 28, fracción XVII, 79, 81, 119, 120, 121, 122, 126, 152 y 161 de la LISR y 206 de su Reglamento y demás aplicables, según corresponda, y para ingresos por intereses, a lo dispuesto por los artículos 54, 79, 81, 135, 148, 153 y 166 de la LISR y demás aplicables. En el caso de ingresos por dividendos, se deberá observar lo previsto en los artículos 10, 77, 79, 81, 140 y 164 de la LISR, según corresponda</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Administrador entregará al Fiduciario y éste a su vez deberá proporcionar a los Fideicomisarios, o en su defecto, a los Fideicomitentes, la información necesaria para que puedan determinar los efectos fiscales correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En términos del segundo párrafo del artículo 153 de la LISR, cuando los Fideicomisarios sean Personas residentes en el extranjero, el Indeval, como depositario de los Certificados Bursátiles, únicamente en la medida que lo requiera la legislación aplicable, deberá retenerles el impuesto que proceda por el tipo de ingreso que les entregue en los términos del Título V de la LISR, o en su caso, conforme a lo dispuesto en los convenios para evitar la doble imposición fiscal celebrados por México con los países en que residan las Personas residentes para efectos fiscales en el extranjero que reciban los ingresos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario deberá entregar a los Fideicomisarios en Primer Lugar y al Fideicomitente y Fideicomisario en Segundo Lugar, la información necesaria para reconocer y determinar los impuestos correspondientes por los ingresos generados a través del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que el régimen de retención vigente sufra modificaciones en el futuro, por instrucciones del Administrador, el Fiduciario y/o el Indeval como depositario de los valores, que de conformidad con la legislación aplicable tenga la obligación de retener el impuesto sobre la renta por los ingresos generados por los Tenedores a través del Fideicomiso, conforme al régimen fiscal que en su momento resulte aplicable, aplicarán las disposiciones fiscales vigentes según el momento que corresponda.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En el caso y en la medida que el Fideicomiso realice distribuciones a los Tenedores, todos los cálculos de cualesquier retenciones serán calculados por el Administrador, quien tendrá la obligación de proporcionar los datos suficientes a los intermediarios financieros u obligados a efectuar cualesquier retenciones y/o emisión de constancias que correspondan.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Fideicomisarios en Primer Lugar, los Fideicomisarios en Segundo Lugar y el Fideicomitente, según corresponda, deberán consultar con sus asesores fiscales, las consecuencias fiscales resultantes de la compra, la tenencia o la venta de los Certificados, incluyendo la aplicación de reglas específicas aplicables a su situación particular.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los recursos que percibirá el Fiduciario podrán corresponder al pago de dividendos, al pago de principal e intereses, así como a los ingresos por enajenación de acciones de las Empresas Promovidas, por lo que para efectos fiscales los ingresos que percibirán los Tenedores de los Certificados corresponderán al tipo de ingreso que obtenga el Fideicomiso conforme a lo antes señalado, aun cuando para efectos del Contrato de Fideicomiso el flujo de que se trate tenga un concepto de pago diverso, ello, conforme a la prelación que se establece en términos de la sección 12.2 del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los Tenedores deberán reconocer y acumular los ingresos en el momento en que se generen con independencia de que el Fideicomiso ya los hubiera distribuido a los Tenedores, o inclusive, con independencia de que el Fideicomiso ya los hubiera recibido.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las Partes acuerdan expresamente que, en términos de la regla 3.1.15. de la Resolución Miscelánea Fiscal vigente, cada una de ellas será individualmente responsable del cumplimiento de sus respectivas obligaciones fiscales, así como del entero y pago de los impuestos y demás contribuciones causadas por virtud del Fideicomiso, en los términos de las leyes aplicables. Por lo tanto, ninguna de las Partes será considerada como obligada solidaria respecto de la otra parte en lo que se refiere a dichas obligaciones de carácter fiscal, salvo por el Indeval como intermediario financiero depositario de los Certificados Bursátiles, en relación con la retención y entero de las cantidades que correspondan por ingresos generados por residentes en el extranjero.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que algún Fideicomisario y/o Fideicomitente pretenda aplicar alguna opción, beneficio, tratado internacional, regla, criterio, etc., con objeto de que se le aplique una retención menor o incluso para que no se le efectúe retención, será completa responsabilidad de dicho Fideicomisario y/o Fideicomitente el cumplimiento de los requisitos correspondientes, para lo cual, deberá informar tal situación a la Fiduciaria y proporcionarle toda la información que resulte necesaria con respecto a las opciones aplicadas.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Administrador y el Fideicomitente se comprometen a vigilar que el Fideicomiso mantenga las características fiscales requeridas en términos de la legislación fiscal aplicable para que sea considerado como un fideicomiso no empresarial. En el caso de que el Fideicomiso no cumpla con los requisitos aplicables establecidos en la regla miscelánea 3.1.15. y deba considerarse como un fideicomiso de actividades empresariales, el Fiduciario por instrucciones del Administrador deberá solicitar el cambio de obligaciones fiscales ante el Servicio de Administración Tributaria y demás gestiones de carácter obligatorio ante las autoridades fiscales. Asimismo, en caso de que el Fideicomiso fuera considerado como empresarial, el Fiduciario de conformidad con las instrucciones previas y por escrito del Administrador otorgará los poderes </span><span style="font-family:Arial; font-size:10pt">necesarios al Administrador a fin de que, a nombre del Fideicomiso, prepare (o contrate a un contador con cargo al Patrimonio del Fideicomiso como Gasto de Mantenimiento para que prepare) las declaraciones correspondientes y realice el entero y pago de impuestos correspondientes conforme a la LISR, su reglamento, y cualquier otra disposición aplicable y vigente en ese momento.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Impuesto al Valor Agregado</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Conforme a lo previsto en el Contrato de Fideicomiso, las partes reconocen que en los términos de la LIVA, las actividades del Fideicomiso no se considerarán actividades por las que se deba pagar el Impuesto al Valor Agregado, a excepción de las aquellas actividades señaladas en el inciso J de la Cláusula Sexta del Contrato de Fideicomiso; es decir, los casos en que el propio Fideicomiso preste a cualquier Empresa Promovida, aquellos servicios necesarios para la operación y funcionamiento de los mismos (incluyendo servicios de asesoría). En este último caso, el Fideicomiso deberá emitir los comprobantes respectivos, trasladando en forma expresa y por separado el impuesto respectivo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que los pagos que realice el Fiduciario con cargo al Patrimonio del Fideicomiso en términos de la legislación aplicable estén sujetos al pago de impuesto al valor agregado, a dichos pagos se les adicionará la cantidad correspondiente al impuesto al valor agregado que le sea trasladado al Fideicomiso, conforme a lo señalado en los artículos 1, 9, 14 y 15 de la LIVA.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que por las operaciones que realice el Fideicomiso y a solicitud del Administrador al Fiduciario se realice la inscripción del Fideicomiso en el Registro Federal de Contribuyentes para efectos de impuesto al valor agregado, el Fiduciario presentará el aviso correspondiente en donde deberá manifestar su voluntad ante las autoridades fiscales correspondientes, de asumir responsabilidad solidaria únicamente hasta por el monto del Patrimonio del Fideicomiso por el impuesto que se deba pagar con motivo de las actividades realizadas a través del Fideicomiso y que sean gravadas por el impuesto al valor agregado de conformidad con el Artículo 74 del Reglamento de la LIVA, así como para que el Fideicomiso pueda emitir los comprobantes fiscales correspondientes por las actividades realizadas a través del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Obligaciones de los Tenedores en materia de información</span><span style="font-family:Arial; font-size:10pt">. Los Tenedores por la mera adquisición de los Certificados, se obligan a proporcionar al intermediario financiero a través del cual mantengan la custodia o administración de los Certificados Bursátiles y autorizan e irrevocablemente instruyen al intermediario financiero a proporcionar al Fiduciario y al Administrador, con copia a Indeval y al Representante Común, dentro de los 5 (cinco) Días Hábiles siguientes a la fecha de adquisición de Certificados, la siguiente información y documentación: (i) su nombre, denominación ó razón social, (ii) su domicilio fiscal, (iii) el número de Certificados adquiridos, (iv) la fecha de adquisición de los mismos, (v) la especificación de si es (1) una Persona moral no contribuyente residente para efectos fiscales en México, (2) una Persona moral contribuyente residente para efectos fiscales en México, (3) una Persona física residente para efectos fiscales en México, o (4) una Persona residente para efectos fiscales en el extranjero, (vi) copia de la cédula de identificación fiscal o copia de la constancia de residencia fiscal en el extranjero, según sea aplicable, (vii) copia de la cédula de la Clave Única de Registro de Población (CURP) en el caso de Personas físicas residentes para efectos fiscales en México, y en su caso, (viii) manifestación de que desean ejercer la opción a que se refiere el Artículo 74 del Reglamento de la LIVA, a fin de que el Fiduciario pueda expedir por su cuenta los comprobantes respectivos, trasladando en forma expresa y por separado el impuesto, por la realización de actividades por las que se deba pagar el impuesto al valor agregado a través del Fideicomiso. Dicha información y documentación deberá proporcionarse por medio del formulario que solicite el Fiduciario.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Tenedores, al momento de la enajenación de los Certificados se obligan a proporcionar al intermediario financiero a través del cual mantengan la custodia o administración de los Certificados Bursátiles, dentro de los 5 (cinco) Días Hábiles siguientes a la fecha de enajenación de Certificados, y autorizan e irrevocablemente instruyen a dicho intermediario financiero a proporcionar al Fiduciario, con copia a Indeval y al Representante Común, la siguiente </span><span style="font-family:Arial; font-size:10pt">información, a fin de que el Fiduciario pueda entregar al intermediario financiero a través del cual mantengan la custodia o administración de los Certificados Bursátiles y, éste a su vez a los Tenedores, la información necesaria para que éstos determinen los efectos fiscales que se derivan por la enajenación de los Certificados, (i) su nombre, denominación o razón social, (ii) el número total de Certificados propiedad del Tenedor, (iii) el número total de Certificados que se enajenan, (iv) la fecha de enajenación de los Certificados, y (v) el número de Certificados que enajenan para cada fecha de adquisición de los mismos, indicando el número de Certificados enajenados y fecha de adquisición. Dicha información deberá proporcionarse por medio del formulario que, en su caso y de forma oportuna, solicite el Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El intermediario financiero que tenga en custodia o administración los Certificados Bursátiles pondrá a disposición de los Fideicomisarios la integración que le corresponda a cada uno de ellos de los ingresos totales obtenidos por el Fideicomiso por cada tipo de ingreso y, en su caso, del impuesto retenido, misma que le será proporcionada directamente por el Fiduciario en términos de la Cláusula 23.1. del Contrato de Fideicomiso. Dicha información será entregada por el intermediario financiero que tenga en custodia o administración los Certificados Bursátiles a la Persona que corresponda de manera mensual.</span>
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<span style="font-family:Arial; font-size:10pt">Será responsabilidad de cada Tenedor que la información a que hace referencia el presente apartado sea debidamente entregada al intermediario financiero que tenga en custodia o administración los Certificados Bursátiles dentro de los plazos señalados, por lo que los Tenedores, por la mera adquisición de los Certificados liberan a dicho intermediario financiero, al Indeval, al Fiduciario, al Administrador y sus Afiliadas y a cualesquiera otras Personas obligadas en términos de la legislación aplicable a realizar retenciones, de cualquier responsabilidad que se derive de la falta de entrega de dicha información en términos de lo anterior.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, cada Tenedor, por la mera adquisición de los Certificados Bursátiles acepta que estará obligado a suscribir y/o entregar cualquier documento, incluyendo sin limitación, documentos de soporte, que sean requeridos razonablemente por el Fiduciario o el Administrador respecto de cualquier Distribución a los Tenedores recibida por dicho Tenedor (ya sea que se entienda recibida del Fideicomiso, o de las Empresas Promovidas), de conformidad con la legislación aplicable.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario no será responsable por el incumplimiento de sus obligaciones al amparo de la Cláusula Vigésima Tercera del Contrato de Fideicomiso en la medida que dicho incumplimiento derive de la falta de recepción de la información necesaria para dar cumplimiento a las mismas (ya sea por el incumplimiento del Administrador o los Tenedores de sus obligaciones o por cualquier otra razón).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Otras Consideraciones</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">En el caso de que por cualquier motivo las autoridades fiscales requieran el pago de cualquier contribución al Fiduciario, éste lo informará al Fideicomitente dentro de los 3 (tres) Días Hábiles siguientes para que, en cumplimiento de esta responsabilidad, lleve a cabo los trámites y pagos necesarios. En el caso de que el Fideicomitente no cumpla con su responsabilidad y el Fiduciario sea requerido de hacer el pago de cualquier contribución, el Fiduciario lo cubrirá con cargo al Patrimonio del Fideicomiso y dará aviso por escrito al Fideicomitente a efecto de que este último efectúe el reembolso correspondiente dentro de los 10 (diez) Días Hábiles siguientes.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario tendrá en todo momento el derecho de hacerse representar, con cargo a la Reserva para Gastos, por sus propios abogados, consejeros y fiscalistas con relación a cualesquiera obligaciones fiscales que resultaren a su cargo. De acuerdo con lo anterior, el Fideicomitente se obliga a sacar en paz y a salvo al Fiduciario de cualesquiera responsabilidades y daños relacionados con el pago de impuestos (incluyendo honorarios de asesores fiscales y de abogados, debidamente documentados y en precios de mercado) que deriven de la celebración o cumplimiento del Fideicomiso, siempre que dicha responsabilidad no derive de la culpa o negligencia del Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt">El régimen fiscal antes señalado, atiende a lo establecido en las disposiciones fiscales vigentes a la fecha de la Emisión y Colocación, mismas que podrán modificarse a lo largo de la vigencia de la misma. Los posibles adquirentes de los Certificados Bursátiles deberán consultar con sus asesores las consecuencias fiscales resultantes de la compra, el mantenimiento o la venta de los Certificados Bursátiles, incluyendo la aplicación de reglas específicas respecto de su situación particular.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Cumplimiento de Obligaciones fiscales a través del Administrador</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Las Partes acuerdan que el cumplimiento de todas las obligaciones señaladas en el presente apartado, serán cumplidas por Fiduciario a través del Administrador.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador preparará y entregará toda la información correspondiente a la contabilidad y cuestiones fiscales que le sean solicitadas por cualquiera de las partes del Fideicomiso, así como de las autoridades correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario de conformidad con las instrucciones previas y por escrito del Administrador, otorgará los poderes necesarios al Administrador a fin de que, a nombre del Fideicomiso, contrate a un contador con cargo al Patrimonio del Fideicomiso a efecto de que lleve a cabo la preparación y presentación de las declaraciones anuales y provisionales correspondientes y realice el entero y pago de los impuestos correspondientes conforme a la LISR, su reglamento, y cualquier otra disposición aplicable y vigente a la materia en ese momento. Los gastos erogados para la contratación del contador serán considerados como Gastos de Mantenimiento.</span>
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<span style="font-family:Arial; font-size:10pt">En caso de ser aplicables, las obligaciones que deriven del </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Foreign Account Tax Compliance Act</span><span style="font-family:Arial; font-size:10pt"> (FATCA) en relación con el Contrato de Fideicomiso, serán exclusivamente a cargo del Fideicomiso. El Fiduciario, el(los) Fideicomitente(s) y/o el (los) fideicomisario(s), se obligan a proporcionar toda la documentación y/o información con la que cuenten, que les sea solicitada para dar cumplimiento con las obligaciones para efectos del FATCA.</span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario, por instrucciones del Comité Técnico, contratará los servicios de los asesores externos que considere pertinentes, con el fin de dar cumplimiento con la regulación del FATCA, por lo que las Partes liberan de toda responsabilidad al Fiduciario por el incumplimiento de toda y cada una de las obligaciones conforme a FATCA.</span>
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<span style="font-family:Arial; font-size:10pt">Las Partes acuerdan que todos los gastos, derechos, impuestos, comisiones, honorarios notariales y cualesquiera otras erogaciones, que en su caso se generen con relación a el presente apartado, serán cubiertos con cargo al Patrimonio del Fideicomiso, a falta de éste se liquidaran directamente por el (los) Fideicomitente(s) o por el (los) Fideicomisario(s) según corresponda.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">34. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Vigencia del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El plazo máximo del Fideicomiso para cumplir con los Fines del Fideicomiso establecidos en la Cláusula Sexta del Contrato de Fideicomiso, será de 14 (catorce) años. No obstante lo anterior, el Fideicomiso no podrá darse por terminado mientras existan obligaciones pendientes de pago a cargo del propio Fideicomiso, salvo que se agote el Patrimonio del Fideicomiso; en el entendido que, en caso de prórrogas, se deberá realizar el canje del título en Indeval, con al menos 3 (tres) Días Hábiles de anticipación a la Fecha de Vencimiento.</span>
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<span style="font-family:Arial; font-size:10pt">No obstante lo anterior, el término del Contrato de Fideicomiso en ningún caso podrá exceder del término establecido en la fracción III del Artículo 394 de la LGTOC.</span>
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<span style="font-family:Arial; font-size:10pt">La Asamblea de Tenedores, podrá determinar mediante resolución celebrada de conformidad con lo establecido en la LMV y en la LGTOC, aumentar el plazo de la vigencia del Contrato de Fideicomiso, con el objeto de cumplir con los Fines del Contrato de Fideicomiso; en el entendido </span><span style="font-family:Arial; font-size:10pt">que las prórrogas podrán ser aprobadas por periodos de 1 (un) año y hasta un máximo de 3 (tres) prórrogas, y serán aplicables igualmente a los títulos que amparen los Certificados Bursátiles y demás documentos relativos a la Emisión y Colocación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RESUMEN DEL CONTRATO DE PRESTACIÓN DE SERVICIOS COMO VALUADOR INDEPENDIENTE DE 414 CAPITAL, INC.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">PARTES.</span><span style="font-family:Arial; font-size:10pt"> El Fiduciario y 414 Capital, Inc.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">SERVICIOS.</span><span style="font-family:Arial; font-size:10pt"> 414 Capital, Inc., se obliga a fungir como valuador independiente de los Certificados Bursátiles, en función de los activos que posea el patrimonio del Fideicomiso, consistente en reflejar una opinión sobre el valor justo, conforme a una metodología internacionalmente aceptada de valuación y su propia experiencia y criterio, con base en la sensibilidad y confidencialidad de la información contenida en el reporte, el Valuador Independiente determina si debe preparar una versión resumida que contenga los datos clave de la valuación para proporcionar a los proveedores de precio, Valuación Operativa y Referencias de Mercado (Valmer) y Proveedor Integral de Precios (PIP) (los "</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Servicios</span><span style="font-family:Arial; font-size:10pt">"), en los términos y condiciones acordados para tal efecto en el Contrato de Prestación de Servicios, en el entendido que los servicios se prestarán trimestralmente, iniciando en el primer trimestre del periodo que comprende del día primero de enero del año 2016 al día 31 de marzo del mismo año, por escrito entregándolo al Fiduciario y al Representante Común, en términos del Fideicomiso y, en su caso, cuando ocurra alguna modificación en la estructura del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">DURACIÓN</span><span style="font-family:Arial; font-size:10pt">. Las Partes acuerdan que el Fiduciario contrata los Servicios de 414 Capital, Inc., hasta el día 24 de diciembre de 2029. Dicho plazo podrá ser cancelado por el Fiduciario previa notificación por escrito con 90 Días Hábiles de anticipación a la fecha deseada de cancelación.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RELACIÓN ENTRE LAS PARTES</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Para la prestación de los Servicios objeto del contrato de prestación de servicios, las partes aceptan que cada una de ellas actúa por cuenta y nombre propio y a través de sus elementos materiales y humanos. En consecuencia, las partes en ningún momento tendrán la facultad de comprometer a la otra parte en contrato alguno, ni contratar empleados en nombre o representación de aquella. Ambas partes entre sí, se obligan a sacar en paz y a salvo a la otra de cualquier controversia o reclamación que pudiere surgir como consecuencia de la realización de alguno de los Servicios, quedando de igual manera obligadas las partes a reembolsar inmediatamente y sin demora a la otra parte, cualesquier gastos que tuviere que erogar por dichos motivos en el entendido que, las partes asumen y asumirán en la fecha de cualquier valuación en relación con los Servicios que los documentos y cualesquier otros materiales que le sean proveídos por cualesquier partes del Fideicomiso, para efectos de cada valuación, serán siempre copias fieles de sus respectivos originales y que dichos originales son auténticos y que han sido debidamente suscritos por la parte que los emita.</span>
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<span style="font-family:Arial; font-size:10pt">En ningún momento se podrá atribuir a los empleados o agentes de 414 Capital, Inc., encargados de prestar los servicios, el cargo de agentes o empleados del Fiduciario, y en consecuencia 414 Capital, Inc., reconoce expresamente que su personal que presente el servicio en términos del contrato de prestación de servicios y el Fiduciario no existe relación laboral alguna.</span>
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<span style="font-family:Arial; font-size:10pt">Conforme a lo anterior, 414 Capital, Inc., se obliga a defender y sacar en paz y a salvo al Fiduciario por cualquier reclamación, demanda o acción que en relación con el párrafo que antecede, pudiera interponer en contra del Fiduciario uno o varios empleados de 414 Capital, Inc.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CONFIDENCIALIDAD</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> Toda la información contenida en el contrato de prestación de servicios y en cualesquier documentos relacionados con dicho documento, así como cualquier información revelada por cada una de las partes a la otra parte respecto o en relación a los términos </span><span style="font-family:Arial; font-size:10pt">contenidos en dichos documentos, se considerará como información privilegiada y/o confidencial, por lo que no podrán revelar dicha información a persona alguna (excepto a sus empleados, funcionarios o asesores legales o fiscales, siempre y cuando estos acepten utilizar dicha información en forma confidencial, en dicho supuesto cada parte será responsable de que su personal guarde la confidencialidad), sin el consentimiento previo y por escrito de la otra parte, salvo en el supuesto de que dicha información sea requerida por alguna autoridad administrativa o judicial, en el ejercicio de sus facultades, en el entendido de que en ningún caso podrán divulgar información en relación con el contrato de prestación de servicios a cualquier persona, con fines distintos de aquellos necesarios para cumplir con las funciones legales y contables derivadas de dichos documentos. Ambas partes reconocen que el divulgar cualquier información privilegiada o confidencial, podrá causar daños y perjuicios en sus operaciones o relaciones con terceros y por lo tanto se obligan a indemnizar y a sacar en paz y a salvo a la otra parte de cualquier reclamación, pérdida, daño, responsabilidad, menoscabo o gasto que se derive por cualquier divulgación hecha, sin perjuicio de los derechos de la contraparte inocente que le deriven por el incumplimiento a estas obligaciones conforme a lo previsto en el contrato de prestación de servicios. se considerará como información privilegiada y/o confidencial, todo tipo de información verbal, escrita, impresa, contenida en medios magnéticos o electrónicos o que de cualquier otra forma pueda divulgarse a terceros.</span>
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<span style="font-family:Arial; font-size:10pt">No obstante lo anterior, 414 Capital, Inc., reconoce y está consciente de que el Fiduciario comparece única y exclusivamente como fiduciario del Fideicomiso, por lo que con la firma del contrato de prestación de servicios acepta y otorga su consentimiento para que el Fiduciario comparta la información que derive de la relación contractual que por medio de este instrumento tiene origen con las demás partes del Fideicomiso, con el objeto de que el Fiduciario en su carácter de fiduciario pueda dar cumplimiento con las obligaciones que le son inherentes a su cargo en el Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">PROPIEDAD DE LOS SERVICIOS PRESTADOS</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span><span style="font-family:Arial; font-size:10pt"> 414 Capital, Inc., está de acuerdo y acepta que todos los estudios, gráficas y reportes de valuación que se preparen en virtud de la prestación de los servicios, objeto del contrato de prestación de servicios, serán propiedad exclusiva del Fiduciario, sin que este último este obligado a pagar una cantidad adicional por estos conceptos, con excepción de que la metodología, desarrollo de procesos y modelos matemáticos, ya sean en formatos electrónicos o de cualquier otro tipo, y procesos y modelos en relación con cualesquier valuaciones relativas a los servicios de 414 Capital, Inc., los cuales se considerarán información propietaria y exclusiva de 414 Capital, Inc., quien reserva su propiedad exclusiva. Las partes se obligan recíprocamente a no usar, directa o indirectamente, la marca, logotipo, nombres comerciales, derechos de autor o cualquier otro derecho de propiedad industrial o intelectual propiedad de la otra parte.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">NATURALEZA DEL CONTRATO</span><span style="font-family:Arial; font-size:10pt">. El contrato de prestación de servicios es de naturaleza civil, en virtud de que tanto el Fiduciario como 414 Capital, Inc., lo hacen en su carácter de sociedades independientes, no existiendo vínculo diferente entre ellos, y menos aún de naturaleza laboral.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CESIÓN Y TERMINACIÓN</span><span style="font-family:Arial; font-size:10pt">. Ninguna de las partes podrá ceder sus derechos y obligaciones conforme al contrato de prestación de servicios, en todo o en parte, sin la autorización previa por escrito de la otra parte.</span>
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<span style="font-family:Arial; font-size:10pt">Ambas partes acuerdan que, posterior al primer aniversario de haberse celebrado el contrato de prestación de servicios, el Fiduciario y 414 Capital, Inc., tendrán la facultad de terminar unilateralmente el contrato de prestación de servicios, sin expresión de causa y sin incurrir en responsabilidad alguna, dando aviso por escrito con una anticipación de noventa (90) días naturales a la fecha de terminación deseada, debiendo únicamente pagar las cantidades debidas al tiempo efectivo de prestación de los servicios.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">MODIFICACIONES</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Cualquier modificación a los términos y condiciones del contrato de prestación de servicios o de sus anexos, deberá ser acordada por las partes y deberá constar por escrito.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LEYES APLICABLES Y JURISDICCIÓN</span><span style="font-family:Arial; font-size:10pt">. El contrato de prestación de servicios se regirá por las leyes de México. Para todo lo relacionado con la interpretación y cumplimiento del contrato de prestación de servicios, las partes se someten de manera expresa e irrevocable a la jurisdicción de los tribunales competentes de México, Distrito Federal y, expresamente renuncian a cualquier otra jurisdicción que pudiera corresponderles por razón de su domicilio presente o futuro o por otra causa.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RESUMEN DEL CONTRATO PRESTACIÓN DE SERVICIOS CON VALUACIÓN OPERATIVA Y REFERENCIAS DE MERCADO, S.A. DE C.V. COMO PROVEEDOR DE PRECIOS.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">PARTES</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">El Fiduciario y Valuación Operativa y Referencias de Mercado, S.A. de C.V. ("Valmer").</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">SERVICIOS</span><span style="font-family:Arial; font-size:10pt">. Valmer se obliga a realizar la valuación diaria del CKD que consiste en que Valmer tomará toda la información oficial pública disponible y con el método de participación determinará el precio diario del CKD, este método consiste en restar al activo el pasivo y el resultado dividirlo entre el número de títulos en circulación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El activo está dividido en tres grandes apartados:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Apartado No. 1. Inversiones en instrumentos y efectivo, este cambia diario ya que se aplica el precio del vector para los instrumentos y al efectivo se le aplica la tasa de fondeo bancario.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Apartado No. 2. Inversiones en proyectos o empresas promovidas, este valor se toma directamente de los estados financieros que puede estar a costo o determinado por el valuador independiente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Apartado No. 3. Se genera un activo diferido al momento de la emisión del CKD que se amortiza en los primeros tres años de vida, este activo es la diferencia entre los recursos que se obtuvieron del mercado y los recursos que entraron al fideicomiso, es decir los gastos asociados a la colocación del mismo, este se hace con la finalidad de que el precio no baje inmediatamente por reflejar dichos gastos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al pasivo se va provisionando diario los gastos asociados al mantenimiento de la estructura y el administrador.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Lo establecido</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en los apartados anteriores, se debe de entender de manera enunciativa más no limitativa ya que podrá haber casos particulares que tendrán un tratamiento diferente buscando siempre que refleje las mejores condiciones de valor del CKD.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Valmer otorgará 3 (tres) claves de acceso restringido a la página web </span><a style="color:#000000" href="http://www.valmer.com.mx/"><span style="font-family:Arial; font-size:10pt; text-decoration:underline">www.valmer.com.mx</span></a><span style="font-family:Arial; font-size:10pt"> para que el Fiduciario pueda consultar el precio del CKD todos los Días Hábiles a partir de las 17:30 hrs.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">DURACIÓN</span><span style="font-family:Arial; font-size:10pt">. - Las partes acuerdan que el Fiduciario los servicios de Valmer en forma indefinida. Dicho plazo podrá ser cancelado por el Fiduciario previa notificación por escrito con 60 Días Hábiles de anticipación a la fecha deseada de cancelación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Independientemente de la fecha de firma del contrato de prestación de servicios las partes reconocen que la prestación de los servicios comenzó a partir del día 22 de diciembre de 2015.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RELACIÓN ENTRE LAS PARTES</span><span style="font-family:Arial; font-size:10pt">. Queda entendido entre las partes, que la relación motivo del contrato de prestación de servicios no implicará en momento alguno, subordinación o relación de carácter laboral entre las mismas toda vez que en el mismo no concurren los elementos que pudieran configurarla. Por lo anterior, las partes manifiestan que cuentan con elementos propios suficientes para el cumplimiento de las obligaciones que adquieren con la celebración del contrato de prestación de servicios, y asumen expresamente todas las obligaciones y derechos que se deriven de la relación de trabajo con sus empleados y trabajadores, así como las derivadas de la Ley Federal del Trabajo, Ley del Seguro Social, Ley de los Sistemas de Ahorro para el Retiro, Ley del Instituto del Fondo Nacional de la Vivienda para los Trabajadores y de contratos individuales o colectivos de trabajo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">USO DE LOS SERVICIOS</span><span style="font-family:Arial; font-size:10pt">. La información que suministre Valmer al Fiduciario a través de los medios de entrega, se proporciona única y exclusivamente para su uso interno, Valmer se desliga de cualquier responsabilidad por todas aquellas acciones u omisiones que el Fiduciario , llegase a realizar por cuenta propia o de sus clientes, así como por cualquier otro uso que le dé a la misma, asumiendo el Fiduciario las obligaciones que deriven de cualesquiera actos u omisiones que llevasen a cabo y obligándose en consecuencia a sacar en paz y a salvo a Valmer de cualquier reclamación, demanda o litigio que en su contra sea interpuesta por cualquier tercero, relacionado con tales actos u omisiones. Y no podrá ser distribuida ni comercializada por él mismo con o sin fines de lucro, por ningún medio.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CONFIDENCIALIDAD.</span><span style="font-family:Arial; font-size:10pt"> Toda la información confidencial de la parte divulgadora será en todo momento propiedad de la parte divulgadora.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Cada una de partes mantendrá en estricto secreto la información confidencial, de la otra y no podrá divulgarla, usarla y/o transmitirla sin el consentimiento previo y por escrito de la parte divulgadora, a menos que se trate de los empleados, consultores y/o auditores designados por alguna de las partes. Sin perjuicio de lo anterior, las partes deberán tomar las providencias necesarias para asegurarse de que aquellos empleados, consultores y/o auditores que tuviesen acceso a la informacional confidencial, la mantengan en estricto secreto.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">LEYES APLICABLES Y JURISDICCIÓN</span><span style="font-family:Arial; font-size:10pt">. Para todo lo relacionado con la interpretación, cumplimiento y ejecución del contrato de prestación de servicios las partes, se someten a las disposiciones aplicables para el Distrito Federal y a los tribunales competentes con jurisdicción en México, Distrito Federal, renunciando al fuero que pudiera corresponderles en virtud de cualquier otro domicilio presente o futuro.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">RESUMEN DEL CONTRATO PRESTACIÓN DE SERVICIOS CON PROVEEDOR INTEGRAL DE PRECIOS, S.A. DE C.V. COMO PROVEEDOR DE PRECIOS.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">PARTES.</span><span style="font-family:Arial; font-size:10pt"> El Fiduciario y Proveedor Integral de Precios, S.A. de C.V. ("PIP")</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">SERVICIOS</span><span style="font-family:Arial; font-size:10pt">. PIP se obliga mediante la celebración del contrato de prestación de servicios, a prestar los siguientes servicios:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">i. Incorporación y validación de los modelos de valuación que sean desarrollados respecto de los Certificados Bursátiles que emita, en los sistemas y procedimientos de valuación que utiliza el PIP para la realización de sus actividades como empresa proveedora de precios;</span>
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<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">ii. Dar mantenimiento, soporte técnico y administrativo a los modelos de valuación;</span>
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<p style="margin:0pt; text-indent:-7.1pt; text-align:justify; padding-left:38.1pt">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">iii. Proporcionar al Fiduciario un medio de impugnación respecto del Certificados Bursátiles que emita; y</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">iv. Proporcionar diariamente un precio de los Certificados Bursátiles que emita el Fideicomiso a partir de su fecha de emisión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">DURACIÓN</span><span style="font-family:Arial; font-size:10pt">. Las partes convienen que el contrato de prestación de servicios estará vigente por el tiempo que los Certificados Bursátiles estén vigentes en el mercado.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Sin perjuicio de lo anterior, cualquiera de las partes cuando sea directamente afectada podrá rescindir el contrato de prestación de servicios, aún sin necesidad de declaración judicial en este sentido, en caso de que:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">- PIP incumpla total o parcialmente, suspenda sin causa justificada, o de cualquier forma deje de prestar los servicios objeto del contrato de prestación de servicios, o incumpla cualquier otra obligación a su cargo derivada del mismo. Incorporación y validación de los modelos de valuación que sean desarrollados respecto de los Certificados Bursátiles que emita, en los sistemas y procedimientos de valuación que utiliza el PIP para la realización de sus actividades como empresa proveedora de precios;</span>
</p>
<p style="margin:0pt 0pt 0pt 0pt; text-indent:-14.7pt; text-align:justify; padding-left:45.7pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">- El Fideicomiso deje de pagar cualquiera de las contraprestaciones convenidas, en la forma y plazos previstos en el contrato de prestación de servicios, o incumpla cualquier otra obligación a su cargo derivada del mismo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de rescisión del contrato de prestación de servicios, la parte afectada podrá exigir de la otra parte el pago de los daños o perjuicios sufridos con motivo del incumplimiento que haya dado origen a la rescisión, sin que dichos daños o perjuicios puedan exceder el importe de una mensualidad de las contraprestaciones convenidas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En la fecha de terminación del contrato de prestación de servicios, el monto de la contraprestación que se hubiere devengado hasta la fecha que surta efectos la terminación deberá haber sido cubierto en su totalidad.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">OBLIGACIONES DEL FIDUCIARIO</span><span style="font-family:Arial; font-size:10pt">. Para la debida prestación de los Servicios objeto del contrato de prestación de servicios, el Fiduciario deberá proporcionar a PIP la información contable y financiera incluida en los anexos del contrato de prestación de servicios, relativa al Fideicomiso en la medida que dicha información se encuentre disponible.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La frecuencia con la que el PIP recibirá del Fiduciario dichos Anexos serán los viernes de cada semana y si éste cae en día inhábil, se entregará al siguiente Día Hábil.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En caso de que el Fideicomiso no proporcione a PIP la información y/o documentación antes señalada en los términos convenidos, PIP no será responsable de la calidad ni precisión del precio emitido, por lo que no asume responsabilidad alguna por la integridad y veracidad de la información y/o documentación que le sea proporcionada por el Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CONTRATACIÓN DEL SEGURO DE RESPONSABILIDAD PROFESIONAL.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico del Fideicomiso contaron con una cobertura de responsabilidad profesional contratada con AIG Seguros México, S.A. de C.V. hasta el 21 de noviembre de 2017, para cubrir los eventuales daños o perjuicios causados a terceros en el ejercicio de los servicios prestados por parte de dichas entidades. Sin embargo, a partir de esa misma fecha se llevó a cabo la sustitución de la póliza de seguro contratada con AIG Seguros México, S.A. de C.V., mediante la contratación del Seguro de Responsabilidad Profesional con ACE Seguros, S.A. (“ACE”); en el entendido que dicha póliza tenía una vigencia inicial de 1 (un) año y había sido renovada de manera automática bajo la denominación de Chubb Seguros México, S.A.,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por periodos de 1 (un) año hasta lo que ocurriera primero entre (i) el vencimiento de la Emisión, y (ii) que el Comité Técnico, por así considerarlo conveniente, instruyera al </span><span style="font-family:Arial; font-size:10pt">Fiduciario la contratación y sustitución de una nueva póliza de seguro. Dicha sustitución fue ratificada mediante Resoluciones Unánimes de los Miembros del Comité Técnico adoptadas fuera de sesión con fecha 19 de enero de 2018. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A partir del 21 de noviembre de 2020, ante un aumento considerable en el monto de las primas de seguro, el Comité Técnico consideró conveniente llevar a cabo la sustitución de la póliza de seguro contrada con Chubb Seguros México, S.A. mediante la contratación del Seguro de Responsabilidad Profesional con AIG Seguros México, S.A. de C.V. como aseguradora líder y Grupo Mexicano de Seguros, S.A. de C.V., en el entendido que dicha póliza tenía una vigencia inicial de 1 (un) año y sería renovada de manera automática, por periodos de 1 (un) año hasta lo que ocurriera primero entre (i) el vencimiento de la Emisión, y (ii) que el Comité Técnico, por así considerarlo conveniente, instruyera al Fiduciario la contratación y sustitución de una nueva póliza de seguro. Dicha sustitución fue ratificada mediante las Resoluciones Unánimes de los Miembros del Comité Técnico del Fideicomiso adoptadas fuera de sesión el 28 de diciembre de 2020.</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:Arial; font-size:10pt">Así mismo, a partir del 21 de noviembre de 2021, nuevamente ante un aumento considerable en el monto de las primas el Comité Técnico consideró conveniente llevar a cabo la sustitución de la póliza de seguro contrada con AIG Seguros México, S.A. de C.V. como aseguradora líder y Grupo Mexicano de Seguros, S.A. de C.V. mediante la contratación del Seguro de Responsabilidad Profesional con AIG Seguros México, S.A. de C.V. como aseguradora líder y Seguros Afirme, S.A. de C.V., Afirme Grupo Financiero, en el entendido que dicha póliza tenía una vigencia inicial de 1 (un) año y sería renovada de manera automática,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por periodos de 1 (un) año hasta lo que ocurriera primero entre (i) el vencimiento de la Emisión, y (ii) que el Comité Técnico, por así considerarlo conveniente, instruyera al Fiduciario la contratación y sustitución de una nueva póliza de seguro. Dicha sustitución fue ratificada mediante las resoluciones unánimes de los miembros del Comité Técnico del Fideicomiso adoptadas fuera de sesión el 21 de diciembre de 2021.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">A partir del 21 de noviembre de 2022, en línea con las recomendaciones del gobierno corporativo del Administrador en materia de contratación de Seguros de Responsabilidad Profesional, el Comité Técnico consideró conveniente, llevar a cabo la sustitución de la póliza de seguro contrada con AIG Seguros México, S.A. de C.V. como aseguradora líder y Seguros Afirme, S.A. de C.V., Afirme Grupo Financiero, mediante la contratación del Seguro de Responsabilidad Profesional con AIG Seguros México, S.A. de C.V. como aseguradora líder y Zurich Aseguradora Mexicana, S.A. de C.V., en el entendido que dicha póliza tiene una vigencia inicial de 1 (un) año y será renovada de manera automática, por periodos de 1 (un) año hasta lo que ocurra primero entre (i) el vencimiento de la Emisión, y (ii) que el Comité Técnico, por así considerarlo conveniente, instruya al Fiduciario la contratación y sustitución de una nueva póliza de seguro. Dicha sustitución fue ratificada mediante las resoluciones unánimes de los miembros del Comité Técnico del Fideicomiso adoptadas fuera de sesión el 20 de diciembre de 2022</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">CONTRATACIÓN DE ASESOR EXTERNO PARA LA DIVULGACIÓN DE LA INFORMACIÓN INTERNACIONAL EN MATERIA DE SOSTENIBILIDAD.</span>
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<span style="font-family:Arial; font-size:10pt">Derivado de la publicación de las Normas Internacionales de Información Financiera relacionadas con la divulgación de asuntos de sostenibilidad</span><span style="font-family:Arial; font-size:10pt">:</span><span style="font-family:Arial; font-size:10pt"> la NIIF S1 y la NIIF S2, las entidades deberán divulgar información financiera sobre sostenibilidad como parte de sus informes financieros de propósito general, así como los objetivos climáticos cualitativos y cuantitativos establecidos para monitorear el progreso hacia el cumplimiento de metas estratégicas, integrándolos a sus estados financieros, para lo cual cuentan con un periodo de transición de un año, tomando en consideración que las NIIF sobre sostenibilidad entran en vigor formalmente el 1° de enero de 2024; y que también se deberán divulgar información comparativa sobre sus métricas y objetivos con respecto al periodo anterior, sí fuera de utilidad, sin omitir </span><span style="font-family:Arial; font-size:10pt">información comparativa entre dos periodos tratándose del primer año de aplicación de dichas NIIF.</span>
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<span style="font-family:Arial; font-size:10pt">Derivado de lo anterior, el 19 de diciembre de 2023 los miembros del Comité Técnico del Fideicomiso aprobaron la</span><span style="font-family:Arial; font-size:10pt"> contratación del despacho Mancera S.C., integrante de Ernst & Young Global Limited como asesor externo para la implementación de las nuevas normas internacionales de divulgación en materia de sostenibilidad y clima por el ejercicio 2023.</span>
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<span style="font-family:Arial; font-size:10pt">De igual forma, el 28 de noviembre de 2025</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">los miembros del Comité Técnico del Fideicomiso aprobaron la contratación del despacho Mancera S.C., integrante de Ernst & Young Global Limited como asesor externo para la determinación e informe de los riesgos climáticos, así como la contratación de Apalache Estructuración Financiera S. de R.L. de C.V., para la elaboración del informe integrado relacionado con la NIIF S1 y la NIIF S2 por el ejercicio 2025.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado se han realizado 3 (tres) Inversiones y 1 (una) Desinversión </span><span style="font-family:Arial; font-size:10pt">total, la primera Inversión, misma que ha sido desinvertida en su totalidad, </span><span style="font-family:Arial; font-size:10pt">se realizó en una empresa que participa en el sector energético en México por un monto de US$14,965,977.00 (catorce millones novecientos sesenta y cinco mil novecientos setenta y siete Dólares 00/100 USD) y $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.), en el entendido de que, con fecha 22 de julio de 2019 el Fideicomiso realizó la disposición de éste último importe para efectuar el pago de ciertos intereses y, por tal motivo, el monto efectivamente invertido se redujo en dicha cantidad; la segunda Inversión se llevó a cabo en un Vehículo de Inversión enfocado en invertir en fondos de Capital Emprendedor y etapa de crecimiento que realicen inversiones en México hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.); y la tercera Inversión se realizó en una empresa cuya actividad principal consiste en el alojamiento y hospitalidad para viajeros denominados “millenials-nómadas digitales” por un monto de US$20,000,000.00 (veinte millones de Dólares 00/100 USD).</span>
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<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización. </span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social</span><span style="font-family:Arial; font-size:10pt"> del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt">; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones </span><span style="font-family:Arial; font-size:10pt">del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt"> por acciones de la compañía holding que inició a </span><span style="font-family:Arial; font-size:10pt">cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El </span><span style="font-family:Arial; font-size:10pt">27 de abril de 2023 finalizó el </span><span style="font-family:Arial; font-size:10pt">periodo de bloqueo </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso para la</span><span style="font-family:Arial; font-size:10pt"> venta de las acciones</span><span style="font-family:Arial; font-size:10pt">, correspondiente a</span><span style="font-family:Arial; font-size:10pt"> 6 (seis) meses a partir del inicio de cotización</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso ha entregado distribuciones a los Tenedores por un monto total al 31 de diciembre de 2025 de $558,512,304.51 (quinientos cincuenta y ocho millones quinientos doce mil trescientos cuatro Pesos 51/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt">Conforme a lo previsto en los Documentos de la Emisión, no existe ni existió un calendario real o aproximado de los tiempos en los que el Fideicomiso llevó a cabo Inversiones y llevará a cabo sus respectivas Desinversiones.</span>
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<span style="font-family:Arial; font-size:10pt">Las Inversiones son valuadas trimestralmente por el Valuador Independiente, 414 Capital, Inc, contratado por instrucciones del Comité Técnico y la Asamblea de Tenedores, y con cargo al Patrimonio del Fideicomiso, quien ha valuado las Inversiones del Fideicomiso de manera ininterrumpida desde 2015.</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso no tiene alguna política de rotación en la contratación de los servicios de valuación; no obstante, de conformidad con lo establecido en el inciso (L) del apartado “Fines del Fideicomiso” de la sección “Contratos y acuerdos” del presente Reporte Anual, la Asamblea de Tenedores deberá instruir al Fiduciario la contratación y sustitución del Valuador Independiente de considerarlo conveniente.</span>
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<span style="font-family:Arial; font-size:10pt">Se adjunta, con el consentimiento del Valuador Independiente, en la sección 432000,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el dictamen de la valuación de los Certificados Bursátiles emitido por 414 Capital, Inc., en su carácter de Valuador Independiente al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, en el cual se comunica lo siguiente:</span>
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<span style="font-family:Arial; font-size:10pt">Con base en el análisis y la metodología aplicada, 414 Capital, Inc., en su carácter de Valuador Independiente considera que el valor justo, no mercadeable del precio del Certificado Bursátil emitido por el Fideicomiso </span><span style="font-family:Arial; font-size:10pt">es </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">$1,8</span><span style="font-family:Arial; font-size:10pt">01.71</span><span style="font-family:Arial; font-size:10pt"> (mil ochocientos </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> Pesos 7</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt">La denominación social de la firma responsable de la valuación independiente es 414 Capital Inc.</span>
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<span style="font-family:Arial; font-size:10pt">La firma cuenta con experiencia en valuación independiente de certificados bursátiles fiduciarios de desarrollo superior a diez años. 414 Capital ha prestado sus servicios de manera ininterrumpida al Fideicomiso desde el año 2015.</span>
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<span style="font-family:Arial; font-size:10pt">414 Capital forma parte de un selecto grupo de miembros corporativos del Consejo de Estándares Internacionales de Valuación (“IVSC”).</span>
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<span style="font-family:Arial; font-size:10pt">Todos los miembros del equipo de valuación de 414 Capital cuentan con la certificación </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Financial Modeling & Valuation Analyst</span><span style="font-family:Arial; font-size:10pt"> (“FMVA”) otorgada por el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Corporate Finance Institute</span><span style="font-family:Arial; font-size:10pt"> (“CFI”). </span><span style="font-family:Arial; font-size:10pt">Algunos de los miembros cuentan con certificaciones adicionales, además de participar en el programa de capacitación continua de la firma.</span>
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<span style="font-family:Arial; font-size:10pt">414 Capital cuenta con una política de rotación para el líder de valuación de cada uno de los instrumentos que valúa, que combina criterios de plazo y escenarios de apelaciones por parte del Administrador.</span>
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<span style="font-family:Arial; font-size:10pt">Las metodologías utilizadas por 414 Capital se apegan a los lineamientos y estándares de mayor prestigio internacional tales como la Norma Internacional de Información Financiera 13 – Medición del Valor Razonable, los Estándares Internacionales de Valuación (“IVS”), y los </span><span style="font-family:Arial; font-size:10pt; font-style:italic">International Private Equity and Venture Capital</span><span style="font-family:Arial; font-size:10pt"> (“IPEV”) </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Valuation Guidelines</span><span style="font-family:Arial; font-size:10pt">. Todos los reportes de la firma pasan por un proceso riguroso de revisión interna con el fin de cumplir con estándares internos de calidad y el apego constante a las mejores prácticas de la industria y a los lineamientos antes mencionados.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, </span><span style="font-family:Arial; font-size:10pt">en dicho reporte </span><span style="font-family:Arial; font-size:10pt">se informa </span><span style="font-family:Arial; font-size:10pt">sobre la confirmación de la experiencia del Valuador Independiente, de acuerdo con lo siguiente</span><span style="font-family:Arial; font-size:10pt">:</span>
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<span style="font-family:Arial; font-size:10pt">414 Capital, Inc</span><span style="font-family:Arial; font-size:10pt">, f</span><span style="font-family:Arial; font-size:10pt">ue fundada en 2009 y desde entonces se ha posicionado como un proveedor integral de servicios de valuación y asesoría financiera corporativa. La </span><span style="font-family:Arial; font-size:10pt">f</span><span style="font-family:Arial; font-size:10pt">irma ofrece servicios de Valuación de Portafolios para </span><span style="font-family:Arial; font-size:10pt">150</span><span style="font-family:Arial; font-size:10pt"> fondos con activos en doce países. A través de las diferentes entidades del grupo, 414 Capital tiene más de </span><span style="font-family:Arial; font-size:10pt">45</span><span style="font-family:Arial; font-size:10pt"> profesionales financieros en su equipo que están ubicados en Estados Unidos, </span><span style="font-family:Arial; font-size:10pt">España, </span><span style="font-family:Arial; font-size:10pt">México y Colombia.</span>
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<span style="font-family:Arial; font-size:10pt">En</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">su</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">práctica</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Portafolios,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> f</span><span style="font-family:Arial; font-size:10pt">irma</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valúa</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">más</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">8</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">0</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">activos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">manera</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">recurrente</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(semestral,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">trimestral</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">mensual),</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">abarcando</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">una</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">amplia</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">gama</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sectores</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">incluyendo:</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">capital</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">privado,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">capital</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">riesgo,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">infraestructura,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">energía,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">bienes</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">raíces</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">deuda,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">entre</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">otros</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Todas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">políticas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">metodologías</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">se</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">presentan</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ante</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Comité</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">interno,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">integrado</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tres</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">los</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">más</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">experimentados</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">equipo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">que</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">son</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">American</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Society</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">of</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Appraisers</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Todas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuaciones</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">son</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">autorizadas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">responsable</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">global</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">práctica,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">quien</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cuenta</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">designación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Accredited</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Senior</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Appraiser</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(“ASA”)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Chartered</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Member</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Royal</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Institution</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">of</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Chartered</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Surveyors</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt">(“MRICS”)</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Adicion</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt">l a </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">certificación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">FMVA</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">otorgada</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">CFI,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">algunos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">equipo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">también</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tienen</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">designación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ASA</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">American</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Society</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">of</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Appraisers</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> l</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">acreditación</span><span style="font-family:Arial; font-size:10pt"> M</span><span style="font-family:Arial; font-size:10pt">RICS</span><span style="font-family:Arial; font-size:10pt"> del </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Royal</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Institution</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">of</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Chartered</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Surveyors</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt">(“RICS”)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">certificación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Chartered</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Alternative</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Investment</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Analyst</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(“CAIA”)</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Al</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ser</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembro</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">corporativo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">IVSC,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">414</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Capital</span><span style="font-family:Arial; font-size:10pt">, Inc, </span><span style="font-family:Arial; font-size:10pt">subraya</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">su</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">compromiso</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">para</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">avanzar</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">estandarización</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">mejores</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">prácticas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">dentro</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">industria</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Los</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ejercicios</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cuestión</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">son</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">revisados</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">por</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">terceros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">como</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">parte</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sistema</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">auditorías</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">contrapesos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sistema.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Dichos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">terceros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">suelen</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">incluir</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">al</span><span style="font-family:Arial; font-size:10pt"> A</span><span style="font-family:Arial; font-size:10pt">dministrador,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembros</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Comité</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Técnico,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">al</span><span style="font-family:Arial; font-size:10pt"> a</span><span style="font-family:Arial; font-size:10pt">uditor</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">contable</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">independiente</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">También, se incluye la manifestación de la independencia informando que:</span>
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<span style="font-family:Arial; font-size:10pt">El</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">personal</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">414</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Capital</span><span style="font-family:Arial; font-size:10pt">, Inc, es </span><span style="font-family:Arial; font-size:10pt">responsable</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">realización,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">revisión,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">autorización</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">publicación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> reporte de valuación, </span><span style="font-family:Arial; font-size:10pt">confirman</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tener</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">mantener</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">plena</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">total</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">independencia</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">relación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">los</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">activos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sujetos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">así</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">como</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">respecto</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">siguientes</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">entidades</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">vehículo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sujeto</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">reporte</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">valuación:</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">i)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> A</span><span style="font-family:Arial; font-size:10pt">dministrador,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> F</span><span style="font-family:Arial; font-size:10pt">ideicomiso,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">iii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> F</span><span style="font-family:Arial; font-size:10pt">ideicomitente,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">iv)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> F</span><span style="font-family:Arial; font-size:10pt">iduciario,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">v)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Comité</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Técnico,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">vi)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Representante</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Común</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Ningún</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembro</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">o</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">representante</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">414</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Capital</span><span style="font-family:Arial; font-size:10pt">, Inc, </span><span style="font-family:Arial; font-size:10pt">participa</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">gestión;</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">o</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">es</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">miembro</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">consejo,</span><span style="font-family:Arial; font-size:10pt"> directivo o </span><span style="font-family:Arial; font-size:10pt">funcionario,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">entidades</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">previamente</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">mencionadas</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">independencia</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ausencia</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">conflictos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">intereses</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">se</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">controlan</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">través</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">conjunto</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">protocolos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">prácticas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">transparencia</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">que</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">son</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">monitoreados</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">mediante</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">herramientas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tecnológicas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sujetos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">al</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">escrutinio</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">oficial</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cumplimiento</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">externo</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La</span><span style="font-family:Arial; font-size:10pt"> f</span><span style="font-family:Arial; font-size:10pt">irma</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cuenta</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">manuales,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">políticas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">protocolos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sobre:</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">i)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cumplimiento:</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ética</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">conducta,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">confidencialidad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">propiedad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">material,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">seguridad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">información,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">manejo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">conflictos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">interés,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">medios</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">eventos,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">trading</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">restringido,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">regalos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">e</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">invitaciones,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">anti-corrupción,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">auditorías</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">control</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">interno,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">prevención</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">lavado</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">dinero,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">integración</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">criterios</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ESG;</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ii)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Tecnología:</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">seguridad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">información,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">continuidad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">negocios,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">respuesta</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">incidentes</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">recuperación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">desastres</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha pagado al Administrador los siguientes importes por concepto de Comisión de Administración, mismos que no incluyen IVA y cuyos cálculos se realizaron con base en el apartado “Administración” de la sección “Contratos y acuerdos” del presente Reporte Anual</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Sin embargo, a partir del cuarto trimestre de 2024 y de conformidad con lo establecido en el apartado “Administración” de la sección “Contratos y acuerdos” del presente Reporte Anual, el Administrador notificó al Fiduciario que derivado de la Inversión en el proyecto Selina, dejaría de recibir la Comisión de Administración hasta que se notifique lo contrario. </span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:397pt">
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
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<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Periodo</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">10-may-2018</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$412,863.69 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2018</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-ago-2018</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$426,780.45 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2018</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">01-nov-2018</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$426,780.45 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2018</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-mar-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$417,502.61 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2019</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-may-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$422,141.53 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2019</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">02-ago-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,120,042.92</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2019</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-nov-2019</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$996,187.72</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2019</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">25-feb-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$985,359.61 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2020</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-abr-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$985,359.61 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2020</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">16-jul-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$722,760.55 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2020</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">08-oct-2020</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$547,946.46</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2020</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">14-ene-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$571,114.34 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2021</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-abr-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$577,460.06 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2021</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">05-jul-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$583,805.76 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2021</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">07-oct-2021</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$583,805.76 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2021</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">14-ene-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$571,114.34 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">21-abr-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">577,460.06</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">15-jul-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">583,805.76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-oct-2022</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">583,805.76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2022</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">12-ene-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">571,114.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">20-abr-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$577,460.06 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">13-jul-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$583,805.76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">19-oct-2023</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$583,805.76 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cuarto trimestre de 2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-ene-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$577,460.06 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Primer trimestre de 2024</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">18-abr-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$577,460.06 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Segundo trimestre de 2024</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">11-jul-2024</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:99.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$583,805.76 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:201.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Tercer trimestre de 2024</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">$16,151,009.24</span>
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<span style="font-family:Arial; font-size:10pt">Salvo por dicha Comisión de Administración, no existe otra comisión, costo o gasto que el Fideicomiso haya pagado al Administrador por ningún otro concepto.</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se presentan los eventos relevantes que en términos de lo dispuesto por el artículo 50, fracciones VII a X, y antepenúltimo párrafo de las Disposiciones de Carácter General aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores, han sido transmitidos a la BMV, para su difusión al público inversionista, durante el ejercicio que se reporta y hasta la fecha de presentación del presente Reporte Anual.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El </span><span style="font-family:Arial; font-size:10pt">13 de junio de 2025</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">e</span><span style="font-family:Arial; font-size:10pt">l Fiduciario transmiti</span><span style="font-family:Arial; font-size:10pt">ó</span><span style="font-family:Arial; font-size:10pt"> un evento relevante, el cual fue publicado conforme a lo siguiente:</span>
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<span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, en su carácter de fiduciario en el Fideicomiso Irrevocable Número </span><span style="font-family:Arial; font-size:10pt">F/</span><span style="font-family:Arial; font-size:10pt">2627</span><span style="font-family:Arial; font-size:10pt">, denominado "FFLATAM-15-</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">" (el "</span><span style="font-family:Arial; font-size:10pt">F</span><span style="font-family:Arial; font-size:10pt">ideicomiso"), bajo el cual se emitieron los certificados bursátiles fiduciarios identificados con clave de pizarra FFLA</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">CK 15, a petición de PMIC LATAM, S.A.P.I. </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> C.V., fideicomitente y administrador del </span><span style="font-family:Arial; font-size:10pt">F</span><span style="font-family:Arial; font-size:10pt">ideicomiso, hace del conocimiento del público inversionista </span><span style="font-family:Arial; font-size:10pt">el aviso con fines informativos en referencia del </span><span style="font-family:Arial; font-size:10pt">segundo</span><span style="font-family:Arial; font-size:10pt"> convenio modificatorio al Contrato de Fideicomiso, con motivo de l</span><span style="font-family:Arial; font-size:10pt">os acuerdos adoptados en las </span><span style="font-family:Arial; font-size:10pt">Asamblea</span><span style="font-family:Arial; font-size:10pt">s</span><span style="font-family:Arial; font-size:10pt"> de Tenedores </span><span style="font-family:Arial; font-size:10pt">con fechas de 30 de agosto de 2022, 17 de abril de 2023, 25 de septiembre de 2024 y 6 de diciembre de 2024.</span>
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<span style="font-family:Arial; font-size:10pt">El </span><span style="font-family:Arial; font-size:10pt">4 de diciembre de 2025</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">PMIC Latam en su carácter de Administrador instruyó al Fiduciario a transmitir un evento</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">relevant</span><span style="font-family:Arial; font-size:10pt">e, el cual fue publicado conforme a lo siguiente:</span>
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<span style="font-family:Arial; font-size:10pt">Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero, en su carácter de fiduciario en el Fideicomiso Irrevocable Número </span><span style="font-family:Arial; font-size:10pt">F/2627</span><span style="font-family:Arial; font-size:10pt">, denominado "FFLATAM-15-</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">" (el "</span><span style="font-family:Arial; font-size:10pt">F</span><span style="font-family:Arial; font-size:10pt">ideicomiso"), bajo el cual se emitieron los certificados bursátiles fiduciarios identificados con clave de pizarra FFLA</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">CK 15, a petición de PMIC LATAM, S.A.P.I. </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> C.V., fideicomitente y administrador del </span><span style="font-family:Arial; font-size:10pt">F</span><span style="font-family:Arial; font-size:10pt">ideicomiso, </span><span style="font-family:Arial; font-size:10pt">hace del conocimiento del público inversionista</span><span style="font-family:Arial; font-size:10pt"> que </span><span style="font-family:Arial; font-size:10pt">el </span><span style="font-family:Arial; font-size:10pt">día </span><span style="font-family:Arial; font-size:10pt">3 de </span><span style="font-family:Arial; font-size:10pt">diciembre </span><span style="font-family:Arial; font-size:10pt">de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> uno de los Funcionarios Clave previstos en el Fideicomiso concluyó su participación en la estructura organizacional del Administrador </span><span style="font-family:Arial; font-size:10pt">el objetivo de dar paso a un nuevo liderazgo para la implementación del plan de negocios de Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Por lo anterior, el Administrador presentar</span><span style="font-family:Arial; font-size:10pt">á</span><span style="font-family:Arial; font-size:10pt"> el Plan de Continuidad a la Asamblea de Tenedores conforme con lo previsto en el Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador expres</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> un especial agradecimiento al Funcionario Clave por haber asumido con total profesionalismo dicho cargo y aportado su invaluable experiencia durante el tiempo de su desempeño.</span>
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<span style="font-family:Arial; font-size:10pt">Se hace constar que durante el periodo reportado, salvo por remociones y nuevas designaciones en el Consejo de Administración del Administrador</span><span style="font-family:Arial; font-size:10pt">, así como cambios en la estructura accionaria del Administrador, misma que no representa un cambio de Control y que fue aprobada por l</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> Asamblea de Tenedores, y reformas a sus estatus sociales;</span><span style="font-family:Arial; font-size:10pt"> no existieron cambios relevantes en información reportada con anterioridad, relativa a (i) factores que pueden afectar significativamente el desempeño de los bienes, derechos o activos; (ii) términos y condiciones del contrato de fideicomiso o cualquier otro contrato relevante para la operación; (iii) incumplimiento alguno con el contrato de fideicomiso o cualquier otro contrato relevante para la operación; (iv) procedimientos legales pendientes en contra del Administrador, Fiduciario, o cualquier otro tercero relevante para los Tenedores, o procedimientos que puedan ser ejecutados por autoridades gubernamentales; (v) procesos legales que hubieren terminado durante el periodo cubierto por el presente reporte; (vi) deudores relevantes; (vii) nombre, forma de organización, experiencia del Administrador; y (viii) términos y condiciones de las obligaciones de otros terceros obligados con el Fideicomiso o los Tenedores tales como avales, garantes, contrapartes en operaciones financieras derivadas o de cobertura, apoyos crediticios, entre otros.</span>
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<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> no existen otros terceros obligados respecto con el Fideicomiso o con los Tenedores de los Certificados Bursátiles, tales como avales, garantes, contrapartes en operaciones financieras derivadas o de cobertura ni de apoyos crediticios.</span>
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<span style="font-family:Arial; font-size:10pt">Lo anterior en el entendido de que ninguna de las partes del Contrato de Fideicomiso asume obligaciones de pago en términos del mismo, salvo el Fiduciario.</span>
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<span style="font-family:Arial; font-size:10pt">No hay garantía alguna de que los Tenedores de los Certificados Bursátiles recibirán cualesquiera pagos al amparo de los Certificados Bursátiles, en caso de que el Patrimonio del Fideicomiso sea insuficiente para realizar los pagos debidos al amparo de los Certificados Bursátiles y del Contrato de Fideicomiso, no existe, ni existirá, obligación alguna por parte del Fiduciario, el Fideicomitente, el Administrador, el Representante Común, el Intermediario Colocador, ni de cualesquiera de sus afiliadas o subsidiarias de realizar pagos al amparo de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado no se llevaron a cabo Asambleas Generales de Tenedores. No obstante, se celebraron las siguientes Resoluciones Unánimes adoptadas por los Tenedores fuera de Asamblea de Tenedores. </span><span style="font-family:Arial; font-size:10pt">A continuación, se presentan los acuerdos que fueron adoptados</span><span style="font-family:Arial; font-size:10pt">:</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Fecha de celebración: </span><span style="font-family:Arial; font-size:10pt">29 de agosto de 2025.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Tipo: </span><span style="font-family:Arial; font-size:10pt">Resoluciones unánimes de Tenedores adoptadas fuera de Asamblea de Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">PRIMERA</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Se resuelve, de conformidad con la información presentada por el Administrador, se aprueba llevar a cabo la contratación de Galaz, Yamazaki, Ruiz Urquiza, S.C., Afiliada a una firma miembro de Deloitte como Auditor Externo para llevar a cabo la auditoría de los estados financieros del Fideicomiso por el ejercicio 2025, en términos del documento que se anexa a las Resoluciones como “Anexo A”, de conformidad con la Cláusula Décima Novena, Sección 19.3.3, </span><span style="font-family:Arial; font-size:10pt">letra O y demás cláusulas que resulten aplicables del Fideicomiso, y derivado de lo anterior, se instruye al Administrador y al Fiduciario a realizar todos aquellos actos necesarios y/o convenientes a fin de que el Fiduciario lleve a cabo la contratación del Auditor Externo y dar cumplimiento a lo establecido en el inciso K. de la Cláusula Sexta del Contrato de Fideicomiso, así como a los requerimientos de la legislación correspondiente</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">SEGU</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">N</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">DA</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">S</span><span style="font-family:Arial; font-size:10pt">e resuelve, tomar conocimiento del informe presentado por el Administrador en los términos que los mismos fueron circulados de conformidad con el antecedente 11 d</span><span style="font-family:Arial; font-size:10pt">el</span><span style="font-family:Arial; font-size:10pt"> acta, respecto de su gestión, del estado que guarda el Patrimonio de Fideicomiso y de las Inversiones, de conformidad con lo establecido en el inciso (a) de la Sección 19.3.3 de la Cláusula Décima Novena del Fideicomiso, lo anterior, en seguimiento a la información presentada por el Administrador y que se anexa a las Resoluciones como “Anexo B</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">TERCERA</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">. </span><span style="font-family:Arial; font-size:10pt">Se resuelve, designar como delegados especiales de las Resoluciones a los señores Mauricio Basila Lago, José Miguel López Tapia, Eric Gabriel Ojeda Pérez, José Gerardo Casillas Dagdug, Jimena Aguilar Guzmán, Natalia Orozco Erosa, Monserrat Pérez Núñez, Claudia Beatriz Zermeño Inclán, Alejandra Tapia Jiménez, José Luis Urrea Sauceda, José Daniel Hernández Torres, Erick Alberto Contreras Castillo, Gabriel Omar Gonzalez Andrade, María Magdalena Valdez Vargas, Sebastian de la Cruz Mancilla o cualquier apoderado del Representante Común, para que de manera conjunta o separada, realicen los actos y/o trámites que sean necesarios o convenientes para dar cabal cumplimiento a los acuerdos adoptados en </span><span style="font-family:Arial; font-size:10pt">el </span><span style="font-family:Arial; font-size:10pt">acta de Resoluciones, incluyendo, sin limitar, acudir ante el fedatario público de su elección para protocolizar </span><span style="font-family:Arial; font-size:10pt">el </span><span style="font-family:Arial; font-size:10pt">acta en su totalidad o en lo conducente, de requerirse, presentar los avisos y notificaciones correspondientes, así como, realizar los trámites que se requieran ante la CNBV, la Bolsa de Valores, Indeval y/o cualquier autoridad o tercero</span>
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<span style="font-family:Arial; font-size:10pt">Con fecha 17 de febrero de 2016, mediante Resoluciones Unánimes de los Miembros del Comité Técnico del Fideicomiso, adoptadas fuera de sesión, se aprobó la contratación de PricewaterhouseCoopers, S.C., como auditor externo del Fideicomiso, quien auditó los estados financieros del Fideicomiso para los ejercicios de 2015 y 2016.</span>
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<span style="font-family:Arial; font-size:10pt">Con fecha</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">13 de septiembre de 2017,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la Asamblea de Tenedores acordó contratar como auditor externo los servicios profesionales de la empresa Mancera, S.C., para llevar a cabo la auditoría de los estados financieros del Fideicomiso correspondientes al ejercicio 2017, en sustitución de PricewaterhouseCoopers, S.C. El 24 de octubre de 2017 se firmó la propuesta de servicios de Mancera, S.C. integrante de Ernst & Young Global Limited,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">para llevar a cabo la auditoria de los estados financieros del Fideicomiso correspondientes al ejercicio 2017.</span>
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<span style="font-family:Arial; font-size:10pt">En cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), con fecha 26 de noviembre de 2018 y 3 de diciembre de 2018, la Asamblea General de Tenedores y el Comité Técnico del Fideicomiso, respectivamente, resolvieron ratificar los servicios profesionales de la empresa Mancera, S.C. Integrante de Ernst & Young Global Limited para llevar a cabo la auditoría de los estados financieros del Fideicomiso correspondiente al ejercicio 2018. El 4 de diciembre de 2018 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">De igual forma, en cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), con fecha 30 de octubre de 2019 y 4 de noviembre de 2019, la Asamblea General de Tenedores y el Comité Técnico del Fideicomiso, respectivamente, resolvieron ratificar los servicios profesionales </span><span style="font-family:Arial; font-size:10pt">de la empresa Mancera, S.C. Integrante de Ernst & Young Global Limited para llevar a cabo la auditoría de los estados financieros del Fideicomiso correspondiente al ejercicio 2019. El 4 de noviembre de 2019 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, en cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), el 12 de octubre de 2020, la Asamblea General de Tenedores, y el 13 de octubre de 2020, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, ratificaron la contratación de Mancera, S.C., integrante de Ernst & Young Global Limited, como Auditor Externo del Fideicomiso para llevar a cabo la auditoría de los estados financieros del Fideicomiso por el ejercicio 2020. El 15 de octubre de 2020 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">De igual forma, en cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), el 25 de octubre de 2021, la Asamblea General de Tenedores, y el 27 de octubre de 2021, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, ratificaron la contratación de Mancera, S.C., integrante de Ernst & Young Global Limited, como Auditor Externo del Fideicomiso para llevar a cabo la auditoría de los estados financieros del Fideicomiso por el ejercicio 2021. El 10 de noviembre de 2021 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">En cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), con fecha 9 de noviembre de 2022, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, así como Resoluciones Unánimes de Tenedores adoptadas fuera de Asamblea General de Tenedores, se resolvió aprobar la contratación de los servicios profesionales de la empresa Galaz, Yamazaki, Ruiz Urquiza, S.C., </span><span style="font-family:Arial; font-size:10pt">miembro de Deloitte Touche Tohmatsu Limited,</span><span style="font-family:Arial; font-size:10pt"> para llevar a cabo la auditoría de los estados financieros del Fideicomiso correspondiente al ejercicio 2022, en sustitución de Mancera, S.C. Integrante de Ernst & Young Global Limited, quien auditó los estados financieros del Fideicomiso para los ejercicios de 2017 a 2021. El 17 de noviembre de 2022 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, en cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), el 9 de agosto de 2023, mediante </span><span style="font-family:Arial; font-size:10pt">Resoluciones Unánimes de Tenedores adoptadas fuera </span><span style="font-family:Arial; font-size:10pt">la Asamblea General de Tenedores, y en esa misma fecha, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, ratificaron la contratación de los servicios profesionales de la empresa Galaz, Yamazaki, Ruiz Urquiza, S.C., </span><span style="font-family:Arial; font-size:10pt">miembro de Deloitte Touche Tohmatsu Limited</span><span style="font-family:Arial; font-size:10pt">, como Auditor Externo del Fideicomiso para llevar a cabo la auditoría de los estados financieros del Fideicomiso por el ejercicio 2023. El 14 de agosto de 2023 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">E</span><span style="font-family:Arial; font-size:10pt">n cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), el 22 de agosto de 2024, mediante </span><span style="font-family:Arial; font-size:10pt">Resoluciones Unánimes de Tenedores adoptadas fuera </span><span style="font-family:Arial; font-size:10pt">de Asamblea General de Tenedores; y el 26 de agosto de 2024, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, se ratificó la contratación de los servicios profesionales de la empresa Galaz, Yamazaki, Ruiz Urquiza, S.C., </span><span style="font-family:Arial; font-size:10pt">miembro de Deloitte Touche Tohmatsu Limited</span><span style="font-family:Arial; font-size:10pt">, como Auditor Externo del Fideicomiso para llevar a cabo la auditoría de los </span><span style="font-family:Arial; font-size:10pt">estados financieros del Fideicomiso por el ejercicio 2024. El 28 de agosto de 2024 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">Finalmente, en cumplimiento de las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos (CUAE), el 29 de agosto de 2025, mediante </span><span style="font-family:Arial; font-size:10pt">Resoluciones Unánimes de Tenedores adoptadas fuera </span><span style="font-family:Arial; font-size:10pt">de Asamblea General de Tenedores; y el 1 de septiembre de 2025, mediante Resoluciones Unánimes de los Miembros de Comité Técnico del Fideicomiso adoptadas fuera de sesión, se ratificó la contratación de los servicios profesionales de la empresa Galaz, Yamazaki, Ruiz Urquiza, S.C., Afiliada a una firma </span><span style="font-family:Arial; font-size:10pt">miembro de Deloitte Touche Tohmatsu Limited</span><span style="font-family:Arial; font-size:10pt">, como Auditor Externo del Fideicomiso para llevar a cabo la auditoría de los estados financieros del Fideicomiso por el ejercicio 2025. El 1 de septiembre de 2025 se firmó la propuesta de prestación de servicios con el Auditor Externo.</span>
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<span style="font-family:Arial; font-size:10pt">Se hace constar que durante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> no existe otra opinión de un experto independiente que haya sido emitida para cumplir con los requisitos y características de la operación.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado en el presente Reporte Anual, no se ha llevado ninguna transacción o crédito relevante entre el Fiduciario, Fideicomitente, el Administrador y/o cualquier otro tercero que sea relevante para los Tenedores de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:10pt">De igual forma, durante el periodo reportado en el presente Reporte Anual, no existe ninguna relación de negocios, acuerdos o convenios relevantes entre las personas mencionadas en el párrafo anterior, ni entre éstas y cualquier otra persona indirectamente relacionada con los valores emitidos por el Fideicomiso y la estructura de la transacción.</span>
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<span style="font-family:Arial; font-size:10pt">En términos de las Normas Internacionales de Información Financiera “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">International Financial Reporting Standards</span><span style="font-family:Arial; font-size:10pt">” que emite el Consejo de Normas Internacionales de Contabilidad “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">International Accounting Standards Board</span><span style="font-family:Arial; font-size:10pt">”, no existe transacción que sea considerada como operación con partes relacionadas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Denominación social.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V., es una sociedad anónima promotora de inversión de capital variable, constituida y existente de conformidad con la legislación mexicana.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fecha y lugar de constitución.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V., fideicomitente, fideicomisario en segundo lugar y administrador del Fideicomiso, se constituyó mediante escritura pública número 55,451 de fecha 17 de abril de 2012, otorgada ante la fe del Lic. Javier</span><span style="font-family:Arial; font-size:10pt"> E.</span><span style="font-family:Arial; font-size:10pt"> del Valle </span><span style="font-family:Arial; font-size:10pt">y </span><span style="font-family:Arial; font-size:10pt">Palazuelos, Notario Público No. 61 de la Ciudad de México, inscrita en el Registro Público de la Propiedad y de Comercio de la Ciudad de México con fecha 25 de abril de 2012 bajo el folio mercantil electrónico número 471992-1.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Dirección y teléfono.</span>
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<span style="font-family:Arial; font-size:10pt">Las oficinas de </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">están ubicadas en Insurgentes Sur 863, Piso 4, Colonia Nápoles, C.P. 03810, Ciudad de México Tel. (55) 4433-4500 y Fax. (55) 4433-4530.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Con objeto de que las instituciones financieras de fomento act</span><span style="font-family:Arial; font-size:10pt">uaran</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">como detonadores de la inversión privada nacional y extranjera bajo estrategias propias de desarrollo, se instrumentó la creación de CMIC, con la participación inicial de N</span><span style="font-family:Arial; font-size:10pt">AFIN</span><span style="font-family:Arial; font-size:10pt">, FOCIR, Bancomext y Banobras. Estas instituciones financieras de desarrollo continúan a la fecha siendo los únicos accionistas de la CMIC. </span>
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<span style="font-family:Arial; font-size:10pt">La CMIC se constituyó el 2 de febrero de 2006, mediante escritura pública No. 37,564, otorgada ante el Lic. José Ángel Fernández Uría, Notario Público No. 217, de la Ciudad de México, Distrito Federal, inscrita en el Registro Público de la Propiedad y del Comercio, bajo el folio mercantil número 349,063 el día </span><span style="font-family:Arial; font-size:10pt">10</span><span style="font-family:Arial; font-size:10pt"> de mayo de 2006.</span>
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<span style="font-family:Arial; font-size:10pt">En su constitución se le asignó el mandato de administrar, invertir y reinvertir los recursos financieros de sus accionistas bajo un estricto criterio de rendimiento ajustado a riesgo. Asimismo, se le encomendó administrar</span><span style="font-family:Arial; font-size:10pt"> programas de capital de riesgo de terceros basados en recursos públicos y privados.</span>
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<span style="font-family:Arial; font-size:10pt">Con la finalidad de separar ciertas funciones administrativas, fue creada ACMIC, cuyo principal objetivo es prestar servicios de consultoría financiera, administrativa y contable en materia de inversiones de capital de riesgo a la CMIC. ACMIC es el administrador del portafolio de CMIC</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">de Fondo de Fondos México I, AenP. (cuyas inversiones directas fueron traspasadas a CMIC a finales de diciembre 2020), Fondo de Fondos México II, Aen</span><span style="font-family:Arial; font-size:10pt">P,</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> Fondo de Fondos México Energía AenP</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">entre otros Vehículos de Inversión enfocados en Venture Capital, conforme se describe más adelante</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">La </span><span style="font-family:Arial; font-size:10pt">C</span><span style="font-family:Arial; font-size:10pt">MIC cuenta con empresas subsidiarias para segmentar las actividades de inversión por tipo de activo y Vehículos de Inversión:</span>
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<span style="font-family:Arial; font-size:10pt">1.</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I., de C.V.: Es el Administrador del Fideicomiso. Se beneficia de la experiencia del equipo, manuales y del gobierno corporativo de la CMIC, con una responsabilidad legal limitada a su operación como administradora.</span>
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<span style="font-family:Arial; font-size:10pt">2.</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:10pt">Administradora PEVC, S.C. (“</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">APEVC</span><span style="font-family:Arial; font-size:10pt">”): Es una empresa que, al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, no mantiene operación alguna.</span>
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<span style="font-family:Arial; font-size:10pt">La ACMIC cuenta con empresas subsidiarias para segmentar las actividades de inversión por tipo de activo y Vehículos de Inversión:</span>
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<span style="font-family:Arial; font-size:10pt">1.</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:10pt">Mexico Ventures GP, LLC: Es el Administrador de la cartera de Capital Emprendedor, con presencia en México y Estados Unidos. Mexico Ventures es co-administrado por Sun Mountain Capital. </span>
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<span style="font-family:Arial; font-size:10pt">CMIC es propietario de </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">y le proporciona los recursos materiales, así como sistemas y procedimientos, incorporando las mejores prácticas de la industria a nivel mundial</span><span style="font-family:Arial; font-size:10pt"> durante toda la vigencia del Fideicomiso. </span><span style="font-family:Arial; font-size:10pt">A</span><span style="font-family:Arial; font-size:10pt">CMIC es el administrador del portafolio de Fondo de Fondos México I, AenP. (cuyas inversiones directas fueron traspasadas a CMIC a finales de diciembre 2020), Fondo de Fondos México II, AenP.</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Fondo de Fondos México Energía AenP</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">entre otros Vehículos de Inversión enfocados en Venture Capital, conforme se describe más adelante.</span>
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<span style="font-family:Arial; font-size:10pt">A la fecha del presente Reporte Anual no han habido cambios en la estrategia del negocio de </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">con respecto a lo publicado en los documentos de la emisión</span><span style="font-family:Arial; font-size:10pt">. </span><span style="font-family:Arial; font-size:10pt">Por otra parte, al leal saber y entender de la Fideicomitente no existen efectos de leyes y disposiciones gubernamentales sobre el desarrollo del negocio.</span>
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<span style="font-family:Arial; font-size:10pt">La Fideicomitente ha realizado inversiones en su carácter de tenedor de los certificados bursátiles identificados con clave de pizarra FFLA</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">CK 15, de acuerdo con las llamadas de capital realizadas en dicha emisión.</span>
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<span style="font-family:Arial; font-size:10pt">A la fecha del presente Reporte Anual, no existe oferta pública para tomar el control de </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">o bien, realizada por PMIC </span><span style="font-family:Arial; font-size:10pt">Latam </span><span style="font-family:Arial; font-size:10pt">para tomar el control de otras compañías.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">De acuerdo con cierto contrato de compraventa de acciones, de fecha 20 de abril de 2023, </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">vendió 1 (una) acción </span><span style="font-family:Arial; font-size:10pt">Serie “A” representativa de la parte fija del capital social de</span><span style="font-family:Arial; font-size:10pt"> Bargaf, S.A. de C.V., SOFOM, ENR</span><span style="font-family:Arial; font-size:10pt">, libre de todo gravamen y limitación de dominio</span><span style="font-family:Arial; font-size:10pt">, por un precio de </span><span style="font-family:Arial; font-size:10pt">$2,192.20 (dos mil ciento noventa y dos Pesos 20/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, no ha realizado (i) fusiones, adquisiciones o ventas de</span><span style="font-family:Arial; font-size:10pt"> algún otro</span><span style="font-family:Arial; font-size:10pt"> activo</span><span style="font-family:Arial; font-size:10pt">; </span><span style="font-family:Arial; font-size:10pt">(ii) cambios en la forma de administrar el negocio; (iii) cambios en los servicios ofrecidos; y (iv) cambios en la denominación social.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el ejercicio reportado, PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no se ha declarado en concurso mercantil o quiebra, ni ha tenido procedimientos judiciales, administrativos o arbitrales con efectos significativos sobre la situación financiera, o eventos de naturaleza similar</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tiene como objeto principal la operación de Vehículos de Inversión en México o en el extranjero creados mediante contratos de asociación (limitada o en participación) o fideicomisos, enfocándose principalmente en la administración de las inversiones que éstos realicen, así como también atender los demás asuntos propios de dichos Vehículos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt">Por lo anterior, no existe un comportamiento cíclico o estacional, ni variación en el curso ordinario en lo que a capital de trabajo o del negocio se refiere; y tampoco enfrenta riesgos o efectos relacionados con el cambio climático ni consecuencias indirectas sobre tendencias de mercado derivadas del mismo.</span>
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<span style="font-family:Arial; font-size:10pt">De acuerdo con su objeto social, </span><span style="font-family:Arial; font-size:10pt">PMIC Latam </span><span style="font-family:Arial; font-size:10pt">no cuenta con canales de distribución y comercialización, y/o con algún método especial de ventas.</span>
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<span style="font-family:Arial; font-size:10pt">No aplica en virtud que PMIC </span><span style="font-family:Arial; font-size:10pt">Latam </span><span style="font-family:Arial; font-size:10pt">no cuenta con patentes, licencias, marcas, franquicias, contratos industriales o comerciales o de servicios financieros, o cualquier otro derecho de propiedad industrial registrado. Asimismo, PMIC</span><span style="font-family:Arial; font-size:10pt"> Latam </span><span style="font-family:Arial; font-size:10pt">no ha celebrado contratos relevantes diferentes a aquellos que tienen que ver con el giro normal del negocio.</span>
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<span style="font-family:Arial; font-size:10pt">Debido a su objeto social, PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no tiene dependencia en relación con alguna sociedad que pueda ser considerada como cliente.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam </span><span style="font-family:Arial; font-size:10pt">es una sociedad mexicana constituida conforme a las leyes de los Estados Unidos Mexicanos, bajo la figura de una Sociedad Anónima Promotora de Inversión (S.A.P.I.) de Capital Variable (C.V.), por lo que sus estatutos sociales son y serán regidos e interpretados conforme a la legislación mexicana aplicable, incluyendo el Código de Comercio, la Ley General de Sociedades Mercantiles, la Ley del Mercado de Valores (artículos 12 al 18), la LGTOC, la Ley de Inversión Extranjera, la LISR, así como cualquier otra ley, reglamento o disposición vigente que resulte aplicable; y se encuentra al corriente en el cumplimiento de sus obligaciones fiscales y tributarias.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no tiene identificado ningún impacto relevante, actual o potencial, de cualquier ley o disposición gubernamental relacionada con el cambio climático que pudiera afectar su operación.</span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cuenta con </span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">empleados contratados</span><span style="font-family:Arial; font-size:10pt"> y no </span><span style="font-family:Arial; font-size:10pt">hubo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">variación </span><span style="font-family:Arial; font-size:10pt">de la plantilla </span><span style="font-family:Arial; font-size:10pt">con respecto al ejercicio pasado</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> L</span><span style="font-family:Arial; font-size:10pt">a sociedad no cuenta con un sindicato ni empleados inscritos a sindicato alguno, por lo que todo el personal es considerado empleado de confianza.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no cuenta con empleados temporales contratados al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">PMIC Latam, en su carácter de Administrador no ha desarrollado una política específica en materia ambiental; sin embargo, el grupo de empresas de Fondo de Fondos cuenta con una Política de Inversión Responsable que incorpora los factores ambientales, sociales y de gobernanza (ASG) considerados dentro del proceso de inversión. Dicha política establece los lineamientos generales para la gestión de estos factores, así como los indicadores ambientales susceptibles de medición y monitoreo por las empresas promovidas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Asimismo, el Cuestionario de Debida Diligencia Ambiental, Social y de Gobernanza (DDASG) del grupo de empresas de Fondo de Fondos permite identificar, entre otros aspectos: i) los impactos ambientales de las posibles inversiones; ii) el cálculo de las emisiones de gases de efecto invernadero (GEI); iii) el nivel de adopción de los factores ASG; iv) las estrategias de reducción de emisiones de GEI; v) el manejo de residuos; y vi) el seguimiento al consumo de agua y energía.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Adicionalmente, Fondo de Fondos desarrolló en 2025 una herramienta de gestión ambiental que permite identificar los riesgos físicos y de transición asociados al cambio climático, considerando la ubicación geográfica y el sector económico de las empresas promovidas. Este sistema facilita la realización del análisis de riesgo climático, la evaluación de su posible materialización y la estimación de su impacto económico. La herramienta se encuentra alineada con estándares nacionales e internacionales, tales como las Normas de Información de Sostenibilidad (NIS), el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Sustainability Accounting Standards Board</span><span style="font-family:Arial; font-size:10pt"> (SASB) y las recomendaciones de la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Task Force on Climate-related Financial Disclosures</span><span style="font-family:Arial; font-size:10pt"> (TCFD).</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Esta herramienta permitió que, al cierre de 2025, PMIC Latam elaborara el informe de riesgos climáticos de los activos bajo su administración y generara la información ASG conforme a los lineamientos SASB y TCFD, con el propósito de dar cumplimiento a la normativa aplicable a instrumentos públicos a partir de 2026. </span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">Por otra parte, dada la naturaleza de las operaciones de PMIC Latam, no resulta exigible el cumplimiento de certificaciones o la implementación de proyectos ambientales específicos orientados a la protección, defensa o restauración del medio ambiente y los recursos naturales. No obstante, PMIC Latam, a través de su accionista mayoritario (CMIC), es signatario de los Principios de Inversión Responsable (PRI) de las Naciones Unidas, forma parte de la red del Pacto Global, certifica a su personal bajo el marco de la </span><span style="font-family:Arial; font-size:10pt; font-style:italic">International Association for Sustainable Economy</span><span style="font-family:Arial; font-size:10pt"> (IASE) y ha definido, dentro de su programa anual de sostenibilidad, diversas acciones, entre las que destacan: la medición de emisiones de GEI del grupo de empresas de Fondo de Fondos, actividades de reforestación, iniciativas para contribuir al mantenimiento de la biodiversidad y la participación en programas de destrucción y reciclaje de electrónicos, en colaboración con la Secretaría del Medio Ambiente de la Ciudad de México. </span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El compromiso de PMIC Latam es promover la inversión responsable bajo criterios ASG dentro de la industria de capital de riesgo en México. Con base en la naturaleza de sus actividades, se considera que estas no representan riesgos ambientales significativos, ni se han identificado impactos relevantes, actuales o potenciales, derivados del cambio climático.</span></p>
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<span style="font-family:Arial; font-size:10pt">Debido al objeto social de PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt">, éste no pertenece a un sector de la industria en particular ni tiene participación de mercado en tanto que no comercializa productos ni servicios.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">es una sociedad anónima promotora de inversión </span><span style="font-family:Arial; font-size:10pt">perteneciente a </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> C</span><span style="font-family:Arial; font-size:10pt">orporación </span><span style="font-family:Arial; font-size:10pt">M</span><span style="font-family:Arial; font-size:10pt">exicana de </span><span style="font-family:Arial; font-size:10pt">I</span><span style="font-family:Arial; font-size:10pt">nversiones de </span><span style="font-family:Arial; font-size:10pt">C</span><span style="font-family:Arial; font-size:10pt">apital</span><span style="font-family:Arial; font-size:10pt">, S.A. de C.V., la cual es titular del 99.99% del capital social.</span>
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<span style="font-family:Arial; font-size:10pt">La CMIC tiene como únicos accionistas a los cuatro bancos de desarrollo en México: N</span><span style="font-family:Arial; font-size:10pt">AFIN</span><span style="font-family:Arial; font-size:10pt">, FOCIR, Bancomext y Banobras. </span>
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<span style="font-family:Arial; font-size:10pt">Toda vez que PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">es una sociedad cuya</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">actual actividad</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">consiste en actuar como fideicomitente y administrador</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Fideicomiso, así como de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">otros Vehículos de Inversión, no cuenta con activos fijos, por lo que tampoco ha otorgado algún activo como garantía para la obtención de algún crédito.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el ejercicio 2019, y derivado de la implementación de la NOM-035</span><span style="font-family:Arial; font-size:10pt">, el Fideicomitente realizó ciertas mejoras en sus instalaciones con la finalidad de garantizar la confortabilidad </span><span style="font-family:Arial; font-size:10pt">y seguridad del personal en el desempeño de sus actividades. Entre dichas mejor</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt">s se encontraron la medición de la iluminación en los espacios de trabajo para asegurar un ambiente confortable, se le </span><span style="font-family:Arial; font-size:10pt">dio mantenimiento mayor al sistema de ventilación, se cambió todo el sistema de detección de incendios, entre otros.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, como parte de mejores prácticas en seguridad e higiene, el Fideicomitente durante el ejercicio 2020 realizó un proyecto de mantenimiento mayor general a sus instalaciones, esto debido a que en dicho año las oficinas cumplen 5 años de operación y es necesario realizar trabajos de repintado, cambio de algunos pisos en mal estado, mantenimiento a la red eléctrica, etc.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, s</span><span style="font-family:Arial; font-size:10pt">e brindó mantenimiento a las instalaciones de aire acondicionado y ductos para cuidar el estado de limpieza del aire al interior de las instalaciones.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el ejercicio 2022, </span><span style="font-family:Arial; font-size:10pt">se continuó con el mantenimiento preventivo y correctivo del piso 4, se realizó una separación en el área de archivo, creando así un espacio destinado para ser bodega.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">También s</span><span style="font-family:Arial; font-size:10pt">e repararon las grietas provocadas por el sismo del 19 de septiembre de 2022, el cual protección civil determinó que </span><span style="font-family:Arial; font-size:10pt">los</span><span style="font-family:Arial; font-size:10pt"> daño</span><span style="font-family:Arial; font-size:10pt">s </span><span style="font-family:Arial; font-size:10pt">fue</span><span style="font-family:Arial; font-size:10pt">ron únicamente</span><span style="font-family:Arial; font-size:10pt"> superficial</span><span style="font-family:Arial; font-size:10pt">es</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Además de lo anterior</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">se repararon 9 oficinas </span><span style="font-family:Arial; font-size:10pt">que</span><span style="font-family:Arial; font-size:10pt"> fueron dañadas parcialmente en el techo, debido a una fuga </span><span style="font-family:Arial; font-size:10pt">de agua de</span><span style="font-family:Arial; font-size:10pt">l piso superior</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">En lo que se refiere al </span><span style="font-family:Arial; font-size:10pt">ejercicio</span><span style="font-family:Arial; font-size:10pt"> 2023</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> se realizó una adecuación </span><span style="font-family:Arial; font-size:10pt">en el interior</span><span style="font-family:Arial; font-size:10pt"> fusionando 2 oficinas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">para formar un área común para 4 colaboradores.</span>
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<span style="font-family:Arial; font-size:10pt">D</span><span style="font-family:Arial; font-size:10pt">urante el ejercicio 2024 </span><span style="font-family:Arial; font-size:10pt">s</span><span style="font-family:Arial; font-size:10pt">e </span><span style="font-family:Arial; font-size:10pt">realizó el </span><span style="font-family:Arial; font-size:10pt">mantenimiento al sistema de detección de incendios y de aire aco</span><span style="font-family:Arial; font-size:10pt">n</span><span style="font-family:Arial; font-size:10pt">dicionado</span><span style="font-family:Arial; font-size:10pt">, así como </span><span style="font-family:Arial; font-size:10pt">el retiro de ciertos equipos </span><span style="font-family:Arial; font-size:10pt">ubicados en algunas oficinas para reducir el consumo energético</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Finalmente</span><span style="font-family:Arial; font-size:10pt">, d</span><span style="font-family:Arial; font-size:10pt">urante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">se</span><span style="font-family:Arial; font-size:10pt"> continuó con las acciones de mantenimiento preventivo y mejora de sus instalaciones, con el objetivo de garantizar espacios de trabajo seguros, funcionales y eficientes para el personal. Entre las principales acciones realizadas se encuentran la revisión y mantenimiento de los sistemas de aire acondicionado y ventilación, así como del sistema de detección de incendios, con la finalidad de asegurar su correcto funcionamiento. Asimismo, se realizarán ajustes en algunas áreas de trabajo para optimizar el uso de los espacios y mejorar la distribución del personal</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">A la fecha de este Reporte Anual, no se tiene conocimiento de que existan procedimientos judiciales, administrativos o arbitrales ante algún órgano jurisdiccional, o de alguna naturaleza similar, en el que el Fideicomitente ni personas relacionadas con éste, sean parte o puedan encontrarse involucradas, y tampoco existe alta probabilidad de que pudiera existir en un futuro alguno de los supuestos anteriormente mencionados.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, se hace constar que a la fecha de presente Reporte Anual, PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no se encuentra en alguno de los supuestos establecidos en los artículos 9 y 10 de la Ley de Concursos Mercantiles, ni prevé declararse o ha sido declarado en concurso mercantil.</span>
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<span style="font-family:Arial; font-size:10pt">El capital social de PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">es variable. El capital social fijo de PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">sin derecho a retiro, será en todo momento por la cantidad de $10,000.00, dicho capital social mínimo podrá aumentarse o disminuirse de conformidad con lo dispuesto en los Estatutos Sociales, pero nunca podrá ser inferior a dicha cantidad. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El capital social de PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">estará representado por acciones nominativas, sin expresión de valor nominal, las cuales conferirán a sus tenedores los derechos establecidos en los Estatutos Sociales.</span>
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<span style="font-family:Arial; font-size:10pt">Las acciones representativas del capital social de PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">se dividirán en acciones de la serie “A” y serie “B”. Las acciones de la Serie “A” representan el capital fijo de PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y no tendrá divisiones ni clases. Las acciones de la serie “B” representan el capital variable de PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">y se dividirá en distintas clases de acciones. Cada Serie de acciones otorgará los mismos derechos y obligaciones a sus tenedores, conforme a lo establecido en los Estatutos Sociales para cada Serie. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Las acciones tendrán el mismo valor con independencia de la serie a la que pertenezcan y los derechos corporativos y económicos serán iguales para todas las series de acciones. </span>
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<span style="font-family:Arial; font-size:10pt">El siguiente cuadro muestra la composición accionaria de PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt">:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Composición accionaria</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Clase</span>
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<span style="font-family:Arial; font-size:10pt">Serie A</span>
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<span style="font-family:Arial; font-size:10pt">Serie B</span>
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<span style="font-family:Arial; font-size:10pt">Número de acciones</span>
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<span style="font-family:Arial; font-size:10pt">1,000</span>
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<span style="font-family:Arial; font-size:10pt">1,1</span><span style="font-family:Arial; font-size:10pt">50,000</span>
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<span style="font-family:Arial; font-size:10pt">Importe</span>
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<span style="font-family:Arial; font-size:10pt">$10,000.00</span>
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<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">11</span><span style="font-family:Arial; font-size:10pt">,500,000.00</span>
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<span style="font-family:Arial; font-size:10pt">A la fecha del presente Reporte Anual, PMIC </span><span style="font-family:Arial; font-size:10pt">L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">no ha decretado el pago de dividendo alguno.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, se hace constar que el Fideicomitente no tiene ninguna restricción que limite el pago de dividendos o que pueda limitar su capacidad de pago futura.</span>
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<span style="font-family:Arial; font-size:10pt">Debido a que el Fideicomitente no se encuentra listado en ninguna bolsa, no aplica la notificación del decreto de dividendos o procedimiento que deberán seguir los tenedores no residentes para el cobro de los mismos.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el ejercicio 2025</span><span style="font-family:Arial; font-size:10pt">, PMIC Latam no </span><span style="font-family:Arial; font-size:10pt">ha tenido reestructuración societaria, ni se encuentra pendiente de alguna reestructuración societaria.</span>
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<span style="font-family:Arial; font-size:10pt">El plan estratégico aprobado por el </span><span style="font-family:Arial; font-size:10pt">Consejo de Administración </span><span style="font-family:Arial; font-size:10pt">de Fondo de Fondos, tiene el objetivo de alcanzar la auto-suficiencia financiera, así como la incorporación de nuevos inversionistas nacionales y extranjeros. La estructura actual de Fondo de Fondos se resume en el siguiente esquema:</span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos se conforma de varias entidades con sus propios gobiernos corporativos: CMIC y ACMIC. CMIC es inversionista en los distintos Vehículos de Inversión mientras que ACMIC funge como administrador de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">estos</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> El administrador del Fideicomiso (PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt">) es una subsidiaria de CMIC, con lo cual </span><span style="font-family:Arial; font-size:10pt">se beneficia del gobierno corporativo de Fondo de Fondos, con una responsabilidad legal limitada a su operación como administradora del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">CMIC es propietario de PMIC </span><span style="font-family:Arial; font-size:10pt">Latam </span><span style="font-family:Arial; font-size:10pt">y le proporciona los recursos materiales, así</span><span style="font-family:Arial; font-size:10pt"> como sistemas y procedimientos, incorporando las mejores prácticas de la industria a nivel mundial durante toda la vigencia del Fideicomiso</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ACMIC es el administrador del portafolio de Fondo de Fondos México I, AenP. (cuyas inversiones directas fueron traspasadas a CMIC a finales de diciembre 2020), Fondo de Fondos México II, AenP.</span><span style="font-family:Arial; font-size:10pt">, y </span><span style="font-family:Arial; font-size:10pt">Fondo de Fondos México Energía AenP</span><span style="font-family:Arial; font-size:10pt">, entre otros Vehículos de Inversión</span><span style="font-family:Arial; font-size:10pt"> enfocados en Venture Capital, conforme se describe más adelante</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">CMIC gracias a sus fundadores y accionistas (NAFIN, FOCIR, Bancomext y Banobras) ha sido el único inversionista institucional mexicano que ha operado como fondo de fondos invirtiendo en los Sectores Objetivo tanto en México como en América Lat</span><span style="font-family:Arial; font-size:10pt">ina. Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, Fondo de Fondos y sus accionistas han comprometido </span><span style="font-family:Arial; font-size:10pt">1,225 millones de Dólares en 126 Vehículos de Inversión y 44 coinversiones</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Constitución, denominación y duración.</span>
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<span style="font-family:Arial; font-size:10pt">El Gobierno Federal, con objeto de que los recursos públicos y las instituciones financieras de fomento </span><span style="font-family:Arial; font-size:10pt">actuaran</span><span style="font-family:Arial; font-size:10pt"> como detonadores de la inversión privada nacional y extranjera bajo estrategias propias de desarrollo, instrumentó la creación de la CMIC, con la participación inicial de NAFIN, FOCIR, Bancomext y Banobras. Estos bancos de desarrollo continúan a la fecha siendo los únicos accionistas de la CMIC. CMIC no cuenta con activos fijos y encomienda las labores de administración a ACMIC, cuyos accionistas son los mismos.</span>
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<span style="font-family:Arial; font-size:10pt">CMIC se constituyó el 2 de febrero de 2006, mediante escritura pública No. 37,564, otorgada ante el Lic. José Ángel Fernández Uría, Notario Público No. 217, de la Ciudad de México, Distrito Federal, inscrita en el Registro Público de la Propiedad y del Comercio, bajo el folio mercantil número 349,063 el día </span><span style="font-family:Arial; font-size:10pt">10 </span><span style="font-family:Arial; font-size:10pt">de mayo de 2006.</span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos se conforma de varias entidades con sus propios gobiernos corporativos: CMIC y ACMIC. </span><span style="font-family:Arial; font-size:10pt">CMIC es inversionista en los distintos Vehículos de Inversión mientras que ACMIC funge </span><span style="font-family:Arial; font-size:10pt">como administrador de los mismos. El</span><span style="font-family:Arial; font-size:10pt"> Administrador es una subsidiaria de CMIC, con lo cual se beneficia de la experiencia del equipo, manuales y del gobierno corporativo de Fondo de Fondos, con una responsabilidad legal limitada a su operación como administradora del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En su constitución se le asignó el mandato de administrar, invertir y reinvertir los recursos financieros de sus accionistas bajo un estricto criterio de rendimiento ajustado a riesgo. Asimismo, se le encomendó administrar recursos de terceros que estuvieran interesados en invertir en Vehículos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fondo de Fondos ha acumulado experiencia operativa en los Sectores Objetivo en México y América Latina, razón por la cual su equipo cuenta con una creciente cartera de inversiones en los Sectores Objetivo, con solicitudes de parte de los Vehículos de Inversión más importantes de América Latina. Para poder cumplir con su mandato de maximizar el rendimiento ajustado por riesgo de sus inversiones, Fondo de Fondos ha invertido en Vehículos de Inversión Regionales de clase mundial que destinan parte de su capital a México. </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En México, Fondo de Fondos adquirió a través de su larga experiencia de inversión, un conocimiento de la mayoría de los jugadores de los Sectores Objetivo en el país. Como consecuencia de esta experiencia, la participación de Fondo de Fondos como inversionista en Vehículos de Inversión que aspiren a invertir en México, se ha convertido en un referente obligado, ya que los inversionistas institucionales, principalmente extranjeros, toman como un indicador de confianza la participación de Fondo de Fondos en los Vehículos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Domicilio y teléfono.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fondo de Fondos tiene su domicilio en Av. Insurgentes Sur 863, Piso 4, Col. Nápoles, Ciudad de México, C.P. 0</span><span style="font-family:Arial; font-size:10pt">3810</span><span style="font-family:Arial; font-size:10pt">. Tel: (+52 55) 4433 4500. </span><a style="color:#0563c1" href="http://www.fdf.mx"><span style="font-family:Arial; font-size:10pt; text-decoration:underline; color:#0563c1">www.fdf.mx</span></a><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">ii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Antecedentes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fondo de Fondos es </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> vehículo </span><span style="font-family:Arial; font-size:10pt">constituido por </span><span style="font-family:Arial; font-size:10pt">la Banca de Desarrollo </span><span style="font-family:Arial; font-size:10pt">p</span><span style="font-family:Arial; font-size:10pt">ara impulsar la industria de Capital Privado y Capital Emprendedor en México, a través de Vehículos de Inversión especializados.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Su misión es fomentar, modernizar y consolidar la industria del Capital Privado en México, invirtiendo recursos financieros de largo plazo con mejores prácticas de gobierno corporativo y técnicas administrativas que incrementen la productividad, rentabilidad y sustentabilidad de las empresas.</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:0.2pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Su visión es ser el administrador institucional de activos alternativos más rentable, y promotor de mejores prácticas en México y América Latina.</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:0.2pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Su principal objetivo es generar rendimientos atractivos ajustados por riesgo y fomentar la industria de Capital Privado y Capital Emprendedor en México.</span>
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<p style="margin:0pt 0pt 0pt 18.65pt; text-indent:-21.25pt; text-align:justify; padding-left:52.25pt">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El mandato asignado a Fondo de Fondos agrupa</span><span style="font-family:Arial; font-size:10pt">, entre otros,</span><span style="font-family:Arial; font-size:10pt"> los siguientes objetivos:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Desarrollar la industria del Capital Privado, que impulse el crecimiento económico, a través de inversiones basadas en el rendimiento ajustado al riesgo esperado; </span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Proporcionar capital para proyectos y/o empresas viables a través de Vehículos de Inversión de Capital Privado;</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Fomentar la cultura del Capital Privado en el país;</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Promover esquemas jurídicos que faciliten el desarrollo de esta industria;</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Diseñar e innovar mecanismos de capital de riesgo que la fortalezcan; y </span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Administrar programas de capital de riesgos de terceros.</span>
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</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Se definió la rentabilidad como criterio fundamental para cumplir este mandato.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Antes de la constitución de Fondo de Fondos, cada uno de sus fundadores y accionistas habían apoyado el desarrollo de la industria del Capital Privado</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en México. A partir de 2006, sus esfuerzos individuales se concentraron en un solo vehículo mediante la incorporación de Fondo de Fondos, a la cual le fueron aportados sus portafolios de inversión, compuestos por inversiones en 14 Vehículos de Inversión, 8 Sociedades de Inversión de Capitales, así como diversas inversiones directas, todo ello con una valuación de aproximadamente 140 millones de Dólares.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fondo de Fondos cuenta al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> con un capital contable (excluyendo la parte no </span><span style="font-family:Arial; font-size:10pt">controladora) de </span><span style="font-family:Arial; font-size:10pt">524</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares</span><span style="font-family:Arial; font-size:10pt">, resultado de las aportaciones de los accionistas y de las distribuciones recibidas de las inversiones. Todos estos recursos se han utilizado para efectuar compromisos de inversión adicionales en Vehículos de Inversión para alcanzar compromisos (incluyendo Vehículos de Inversión en proceso de formalización) por un monto de 1,</span><span style="font-family:Arial; font-size:10pt">225 </span><span style="font-family:Arial; font-size:10pt">millones de Dólares. Desde la fecha de su incorporación, Fondo de Fondos no ha efectuado pagos de dividendos a sus accionistas, ni han existido retiros de capital, sino que ha</span><span style="font-family:Arial; font-size:10pt"> reinvertido todos sus recursos en los Sectores Objetivo con el fin de desarrollar la industria.</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:Arial; font-size:10pt">Desde su constitución</span><span style="font-family:Arial; font-size:10pt">, Fondo de Fondos ha acumulado:</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Experiencia en la industria de Capital Privado en México:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Cuenta con personal capacitado y experto en procesos de análisis y selección de Vehículos de Inversión exitosos, así como con controles y métodos de seguimiento del desempeño de los Vehículos de Inversión, durante la vida de las inversiones. </span>
</li>
<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Acceso a Vehículos de Inversión premium:</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt">Amplio conocimiento del mercado y buenas relaciones con los Vehículos de Inversión exitosos</span><span style="font-family:Arial; font-size:10pt">.</span>
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<li style="margin:0pt 0pt 0pt 37.95pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:2.05pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Diversificación del portafolio: </span><span style="font-family:Arial; font-size:10pt">Históricamente se ha observado un amplio coeficiente de variación en el retorno que proporcionan los Vehículos de Inversión, lo que hace necesario reducir el riesgo de invertir en dichos instrumentos. Los fondos de fondos reducen de manera considerable su riesgo al diversificar la inversión en un gran número de Vehículos de Inversión.</span>
</li>
</ul>
<p style="margin:10pt 0pt 0pt 18.65pt; text-indent:-35.4pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; widows:0; orphans:0; padding-left:66.4pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">iii.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Gobierno Corporativo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El órgano supremo de la sociedad es la asamblea general de accionistas.</span>
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<p style="margin:0pt 0pt 0pt 18pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La administración de Fondo de Fondos está encomendada a un consejo de administración, formado por cuatro miembros </span><span style="font-family:Arial; font-size:10pt">institucionales</span><span style="font-family:Arial; font-size:10pt"> y cuatro miembros independientes. El consejo de administración sesiona trimestralmente y toma conocimiento de la marcha de Fondo de Fondos, de los acuerdos tomados por los diferentes comités, analiza los estados financieros del periodo, el reporte de inversiones, las estimaciones de flujo de efectivo</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> los proyectos en proces</span><span style="font-family:Arial; font-size:10pt">o</span><span style="font-family:Arial; font-size:10pt">. Adicionalmente, el consejo de administración autoriza la toma de nuevos compromisos de capital en Vehículos de Inversión, </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> base a una cuidadosa ponderación de los riesgos, retornos esperados, tesis de inversión, experiencia y capacidades de los administradores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos cuenta con los siguientes comités:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Comité de Inversi</span><span style="font-family:Arial; font-size:10pt">ones</span><span style="font-family:Arial; font-size:10pt"> formado por tres miembros </span><span style="font-family:Arial; font-size:10pt">institucionales</span><span style="font-family:Arial; font-size:10pt"> y dos miembros independientes</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
</li>
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<span style="font-family:Arial; font-size:10pt">Comité de Prácticas Societarias formado por </span><span style="font-family:Arial; font-size:10pt">cuatro</span><span style="font-family:Arial; font-size:10pt"> miembros </span><span style="font-family:Arial; font-size:10pt">institucion</span><span style="font-family:Arial; font-size:10pt">ales y dos miembros independientes.</span>
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<span style="font-family:Arial; font-size:10pt">Comité de Auditoría formado por dos miembros </span><span style="font-family:Arial; font-size:10pt">institucionales</span><span style="font-family:Arial; font-size:10pt"> y dos miembros </span><span style="font-family:Arial; font-size:10pt">independientes.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los mencionados comités son presididos por consejeros independientes.</span>
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<p style="margin:10pt 0pt 0pt 18.65pt; text-indent:-43.2pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; widows:0; orphans:0; padding-left:74.2pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">iv.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Estructura</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El plan estratégico aprobado por el consejo de administración de Fondo de Fondos, tiene el objetivo de alcanzar la auto-suficiencia financiera, así como la incorporación de nuevos inversionistas nacionales y extranjeros. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Fondo de Fondos se conforma de varias entidades con sus propios gobiernos corporativos: CMIC y ACMIC</span><span style="font-family:Arial; font-size:10pt">. CMIC es inversionista en los distintos Vehículos de Inversión mientras que ACMIC funge como administrador de los mismos</span><span style="font-family:Arial; font-size:10pt">. El Administrador es una subsidiaria de CMIC, con lo cual se beneficia de la experiencia del equipo, manuales y del gobierno corporativo de Fondo de Fondos, con una responsabilidad legal limitada a su operación como administradora del Fideicomiso.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con esta estructura corporativa se espera: </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">i. Incorporar las mejores prácticas internacionales al contar con vehículos reconocidos a nivel internacional;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">ii. Posibilitar el levantamiento de recursos adicionales a los que han invertido los accionistas de CMIC;</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">iii. Cerrar el vacío que existe en el desarrollo de los Sectores Objetivo en México; y</span>
</p>
<p style="margin:0pt; text-align:justify; padding-left:31pt">
<span style="font-family:Arial; font-size:10pt">iv. Detonar la industria de Capital Privado en México para impulsar el crecimiento y la competitividad de la pequeña y mediana empresa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Fondo de Fondos México I (FdeF México I).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:10pt">Con fecha del 29 de junio de 2010, se constituyó legalmente el Fondo de Fondos México I, L.P. (ahora AenP) en Quebec, Canadá, con un capital objetivo por 250 millones de Dólares. El 29 de diciembre de 2020 dicho vehículo transformó su naturaleza jurídica ciñéndose a la legislación mercantil y fiscal mexicana a través de una Asociación en Participación siendo Fondo de Fondos el asociante en dicho contrato. </span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos México I, AenP. contaba con una cartera de 20 Vehículos de Inversión sumando un capital comprometido total de </span><span style="font-family:Arial; font-size:10pt">aproximadamente 242 millones de Dólares. En la inversión en un Vehículo de Inversión dedicado a la minería, FdeF México I, AenP. tiene como coinversionista al Fideicomiso de Fomento Minero (FIFOMI) con el 33% del capital comprometido en dicho Vehículo de Inversión enfocado en minería, es decir, 10 millones de Dólares, representado por unidades especiales dirigidas a vehículos de minería.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La tesis de inversión está dirigida a fondos que apoyen a empresas medianas y grandes en crecimiento. Este vehículo no asume más compromisos.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Mexico Ventures I, L.P.</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> (MVI).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos ha comprometido 6</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares, para respaldar la inversión en </span><span style="font-family:Arial; font-size:10pt">MVI</span><span style="font-family:Arial; font-size:10pt">. </span><span style="font-family:Arial; font-size:10pt">De los cuales</span><span style="font-family:Arial; font-size:10pt">, cuenta con compromisos en firme de la Secretaría de Economía por 30 millones de Dólares y de la Corporación Andina de Fomento por 10 millones de Dólares, para ser invertidos a través de dicho fondo de fondos. </span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos hizo una asociación estratégica con las empresas estadounidenses Sun Mountain y GreenSpring para coadministrar </span><span style="font-family:Arial; font-size:10pt">MVI</span><span style="font-family:Arial; font-size:10pt">. En conjunto, ACMIC, Sun Mountain y GreenSpring actúan como administrador del </span><span style="font-family:Arial; font-size:10pt">MVI </span><span style="font-family:Arial; font-size:10pt">para seleccionar e invertir en Vehículos de Inversión especializados en Capital Emprendedor y levantar capital en el mercado global.</span>
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<span style="font-family:Arial; font-size:10pt">El fondo se encontraba un </span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt">7.5</span><span style="font-family:Arial; font-size:10pt">% comprometido al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> en </span><span style="font-family:Arial; font-size:10pt">once</span><span style="font-family:Arial; font-size:10pt"> fondos de Capital Emprendedor a través de diversas estrategias y sectores, así como en siete coinversiones directas. El balance de estas inversiones se inclina a fondos que invierten en compañías de etapas tempranas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Fondo de Fondos México II (FdeFII-AenP).</span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos México II, L.P (</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt">hora AenP).</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> </span><span style="font-family:Arial; font-size:10pt">se constituyó legalmente con fecha 29 de diciembre de 2011 en Quebec, Canadá. El 29 de diciembre de 2020 dicho vehículo transformó su naturaleza jurídica ciñéndose a la legislación mercantil y fiscal mexicana a través de una Asociación en Participación siendo Fondo de Fondos el asociante en dicho contrato. Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> tiene firmados compromisos con 17 Vehículos de Inversión y una Coinversión del Portafolio </span><span style="font-family:Arial; font-size:10pt">por </span><span style="font-family:Arial; font-size:10pt">un total de 268 </span><span style="font-family:Arial; font-size:10pt">millones de Dólares. El FdeFII-AenP es uno de los vehículos con el que coinvierte el fideicomiso FFLATAM 15-1.</span>
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<span style="font-family:Arial; font-size:10pt">Se definió, junto con un grupo de consultores legales, fiscales y agentes colocadores, el esquema para el lanzamiento del FdeF México II, siendo la alternativa más viable financiera y económica, la siguiente:</span>
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<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Estructura del FdeF México II.</span>
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++RbSCuXr2Ko8ePYfjIMQKA7BZnF3kvLFgwHxf9LmHspIkCfbbhAN269cTs2bORkZGJpKQkLFu2FN2690AvydOzVz+sXr0Oh08cx8h+/XH0l6+h4v++j6sf/QDbxv0Ayxb+L5Yv+BG2TvpvhHX8d1T99z/izr9/G9n/+y+Y174dDp/1Qm5OHvwu+mPP7r24cMEf165fx6GjxzFcgLdDpy5wd3dHTm4uQkJCsG7deuzatRsJCQkICAjAjE9mobsAZW+BU3pZVwh4nvP2xrDho9C9Vx/T/p69+2Lc+EkIDQ2V476G48dP4MiRI/D19cU8AeJecp7oWe1lZuUPUTBVqVQtVk/vMW0aj2k3R/h6ViZl8nWhv5h2GHFZpWaMaciVIszYcRkTtoZgurQjMCkfsRmlmL4zDOO2B2HKzlCM9gzAv47ea7rxWcZX+2xDzxU++HhXMMZvDcbErUE4EZGOuluNSM0tR+/VPvhcR0lL0HbVjuaY4/E/6FzwfL1njTHVrvyXQeUNDfBMTcH/7duJP1knQLp6FV5Zu9Zuq/Cq2Hd27cDbp07gN0cPo7+XF9qfOIF/2LIZ7504inM3stBwR+G0ObK68k3XeK++6NOnD6Kjo1FVXYXde/eh34DBmDJtBuITElFaVgb3DZvRvWcf9O5Lj2M/HD58GFVVVdi4easAaXfTTd+1aw/jZa2srEB9fT2Sk5Mxc+ZMdJJwdo9v3rRZYDbAjCUdIWUErFuIc/6r8OHJd/Dr46/j96d+i98f/y267/o1PEf/Nwr+75+Q/t/fwexOHXAxLEzqqxbY3IuBg4Zg4uSPkZKajOLiEgHSDfiofXts37XLvGo1IMAfQ4aMxMCBwwQuj6GiogLnzp03+TiUYOCgQfD28UZZeTmWLF+Grt26GdjsKefh4MFDuHnzJk6fPo1+/fpJOUOxZYuHQPYKOcYB6Mcxt6Yrf5i9K1/BVKVStTw9ozGmdm+gBWLcOnoIHQHNimP3urMX0TFfUxw/S5zA4uc+2oD+a30RmVGM8tpbKKysN++a5wSi2vpG1AuxcpZ7vsBecVU9rhZX4f3F5/DK71bilbdX47tDdsM7LhfFNcxXhwJJy6WiruVXYoJHEL5Kj2d7Ln/lok0Paq9zu619V2GO+T6wzcpXMG39Ik7uSk3F9z098NlliwRK5XoTEH1lzUp8dt1q/M3WTfjq5g148/hx9PHxwTA/P8SWlCC8sAiv79+Hz69cit8fPYiwwjxbgQ8QJ+gRSG5kZyM7MxPl8plht2/fRmlpKQoLCw3c0Ph+dIYxjumstNxeu3YNmZK/trYWN2uqkZGebsrjPl9TyXIKiwpNeu7b3slegJqaGrNNl/QZGRkoLS41+4Qh1pmfn48caZuxnBxTR3V1tb31z05WVz7BtFevfmbMJV+xyXOzzn0T3n3/I7Tr0BnnvXxN2+hB5djObgJ2kyZNRmxsrGlvREQkhgwdbsL5ZqRly5YhPj4eiYmJBlyjIiMxdORItO/YGRs2bsR5gbm+fQdh8vIZ8M8KRXh1PGaEz8Qbh3+KN4++jl+f/DVeO/0mOhx+G97Df47MH38P8wQ6vQKCzHl3c1uPD9p9hPfbfwQfuQ5qam5iz569aN++Azw8PVFXVycQeg7du/fAO++8jyVLFpvvMD4+EWPHjEXnLl0xQ2CZnmB+rxcu+Bqo7iLpufWXevgdnjx1Cv0HDECHjp3kHHF5qCGwxtPyXLEr38v7gnpMVSpVi9Sz6cp3hC4agczaWoDmGG+FOeez4pq2TGMP5zvyO7njy5024aOFZ3EyPBMl1Q+HuuKaBvRecwF/9f5afK3jerw+6RDis0rssQLXArfBKQUCu374q64b8eqHAtlmWIK9Tsc2uWqv8/E5H6djmPNWu/JfGl2pLMeP9u7AX7utwne3eeJvt27Ft7d54Ie7dwmMHsHUiHCMCQnG6OAgDPa/hN4XvREo4HdIAPFHe3fjv/Ztx/tnTmCypMkV+HuQbglM7d65E1PGT8ScT2aaMYR5eXkGHFcsX45Ppk1DVlYWiouLsWjBIqwQ0CoSWDy8bx8OiKVeuYJ1q9dh3NhxWLhwIfwEkPfu2YOPJ0zAlI8/xsmTJw2YzZ07FzOmz0BWZpYB0Hnz5mHO7Nnw9fLGIsk3c8YMrFq1CpcuXsLKFStNvuDgYMyfPx+bBODmzpqFCSxzyhRT3rNWU1e+wGbv3nfBlBB84uRp0/W9ceNmORc3bJ7PWbPRQ+CTYzA3S/jlsHCkpWWgpKQUy5evRFcph3C3fNly0/W9dOkyREbGCNTW4tTp02Ym++q1a3HmvBfGjhiLbb6eCCoLQHx5HM5nnsVg375479hv8N7h3+Cj4+9gSuwsnDk4Falv/wQLP/gQXv5Bpm2nTpzCzJmz4bZ+PW7cuIGEhETjlW3fviM8BUwJ0Vz4fujw4RgxcgS8vLwMIHOYwrBhQ82kqZ0CsuEREQb8+SDwySez0blrd/To3Qfbtu00Dw8lArMBQYFyfbibcbOdu3Yzk7msBfYHcoF9bx9dLkqlUrVIPZ3H1CwX9YCu73sA0yHMMlf7junvCxPrItbeHX/ygRv+38AdGLj+Ek5GZeJKbjVKBULZJc8Z9rfpRboDNNy+jUABT88LKdh16SpOXM5CVulNpBdW42xstgHr/xy1F3/yvgCplGurz6ley1ztW2GOW0dzjuOWxvP13nr7AvsvCEx5Thpu4bbA+B1O9rotN6WGSuBmEVCbD9QVA40CRXdaxmQceutoLV2ltxowLTwE7508jo1JCdicnIThgX7wTElBcGEBEsvKUCgAcEOgY0NqPGZFhWOSpO/p62Ug9h93eGB4kB98BTBXxcfBOzfbXLuuVFtXhz4CUD/6z//CR+3a4cc/+jGCA0Jx4cJFvP6zn+E/vv99bBUoTr+ehjffeAPf+Zd/wXYBngmcANO5M0YOHYoP3n4XawWy9u7ag0+mTsVv3/g1FsydZyDy3XffNdsf/+//4Nvf/DZ27diJQ3v34N+/+1383w//B/PmzsZrP/kJenbtaibwREVFYbZA31u//z3efettjBwxHD7e3hgtYPX9733PTN4hgD1rpQtUjnLoyu/Vu7eA6WXU1dUjIiIKewS2AwMDTTd4YEAgxo4bj049e2Lk6NHwFtjjGM2169wMxAUEBGHQ4BFo157HtMrAOicczZgxC1euXEdFZaWUtw+bN2/FmRNnMGL8SJyOP46LBT7wu+ENr1xv7EzxxNzLMzDebziWRszB7rQ9OBq4AmHdf435776H836BxhsaGR5hPKQXL140wBngH4DRo8fgow6djMeU8OofEIC98hCRItfP9Wtppnt+wsTJZoWBSfLw4Cvt4wPATnlAYftPnzptuum7yLkYOHAEdu/ejdTUFLuXvBKhoZflQWO+maXP2f0c9jBg4DBdYF+lUrVYPZ3HtGmB/U33ghk/0zPouGW4o9fQinMMd5XGVVgn2X6wHp993w3f7r8N78w5iQnbgrDufCJORGYiKLnALAMVkV6E6LQShF4tNl34O/zSMGPfZbRbfBb/b/AO/Bnfjc935BNKrYlLjnU51+u4z60V5rhl+IPiuKURTI3HlAvsP+dZ+QLnDXKDLk9MRp5fKErkBl6fFgakncSdiBVA2EIgUrYJnnLH9wbK02zQ2kyxS5Q3VN5oueXNkp95I3YES3YJM75MQI03TXqH2B3pLIaxDHoB6fmrFDBgXsc4hrEsK79jGxhHILHyPG9dk7rmRlwWAC1BoYDRjuvXsTA2WoAlF6ezM1FUa3vwaJRz4SPQeT7nBtalJOIbG93xZ8uX4Yd7dmNhdDTSq2uQV1+H+Ao5N3I8rsSxj/0ELH7x05+id88eeOu3v4XfJT9Mm/wx3n37bbz33rvo/FFHBAeGoruA6O/ffBNdOnRAp3Yd8ME7b+P/fvwjfDJ9ujn/JcUl+HjiJLz1u9/j6pWriI+Jl/S/MeW89ZaApkBqn149MaR/f7wvcPXO797BnDkz8cbrr2Fg7z5Yt2aN8dhdunAB//XDH+LvvvG3OHzgsGnjzu3b8VupOyI8/Lk8XJh1TDkrv2cvgdJ+BrroMeX3zklDgwcPxYgRI3FKoI3HeezYSXSWtKulzfFx8Vi+dIUBa15fHIqwZMlyfPRRByxbtgr+/v4YOXI02htQXYHCwmKTLjExCb7nfdFjWE/MOCWAmHcep9KP4ZjY7pTtWB8jsBuzHPuv7cKejP04enEx4rq8iQXvf4hz/kGoqqwS0N+F/gK9gwXcT58+i9LSMhw7egxdBTo9PDxQI9fwufNe2CnHwN9JdEwMRowciY5duqJL1+4CnXslLFa+h3lwc9sg13yNGVYxfcZMA+nde4n16I3x48ebyVQcAkCvaGhoGEaN4ux820SxQYOHw9uHXfnqMVWpVC1Pz8BjKmDnDGTW58exB+V7WHntpe731+KPBPK+0GE9vt7LA98dvgv/N/kQXptyBK9POYxfTzuK1z4+jB+M3o9v9duJP5d8n2WX/Yfr8ArB1BrD6lz249g9+Zt5/B/awPR5jjG9JZBWGBaG2JUrEfbJTFzbshYVpxeh8fQw3DnSCbd9RwMx64GUfWI7gdS9wI0LwM0soUAC1aOhgkDImcDHjx/H5cuXceXKFdOtyy5c68ZHYOS4PWv8HtMRANjtTKi0xPFx9BQxjmUy3QUBn7i4OAOajI+Rm/WxY8cQERFhIIhiG8LkOBnOLWcy05tH+H2e4tlJFRgKErhpEAALle2oAD/08D6DXl7n0On8abN2KdPRauVY8+QYVsjx/PLQQbx34gRm8Rjz8lAix5J1sxq7rl1DioCjKxH2+/bsiV/+/OcYMXQIfvPGrzB75iz8/te/Rc/u3TFAIPK/fvADzJs3H7169MTalSswqHdv/MO3voVeEt+lY2f0Fgi64OVrZn9/MnUafvvr3+Dgvn3w3LIFb//udxgg4PIHgdV5c+bi9Z+/ZgBz/tz5aPfeh5g6ZSpe/6nUPWAwPDdtFciLw+JFi/D2W2/hl7/4BcaOHmvGp+7etQu/euMNREZG2lv+bJVmB9MeZoxp/yYwLSsrFyDbhI5ynO+9186AJeGPXtShw7hEkjdCw8KxectWuG9wN95EjvPk5KIecl7Zhe8XEIjRo8ehS5fu6Natt8DkHpRJGbz+Ai8FGu9su5XvYlnMXBzNOIDdV3bCLXo1ZoZMxcd+YzAuYARWJq1AsOckpLzxQ8yX83beP9g8DKx3Wy/A20mg/30sWrRcHqKqzDkiLG7evMV8v6dPnxOoHm1+Q5y4tcXTw6xLOnDgUJOWHt0NmzYZD25CQrK59vfsP4heXNO0H1cd6ItOnTrjww/bY87cRU3wOnXKNPTs1Rtcw3WggLvOylepVC1Vzw9MubU8hRwnarb2OE4kssKstI6fm8Kc4pryESjtZTOMHs/33fDKO2vx6gfr8BmBvs+8tRJ/9IfVAq3cX2cbP8qlowizfFc93xplyhVzbCfLY12O7TLp7Gkc22blM22zp2F5po32dFb6e7Zi0t7n9uYngaQKAZwYAdITb/0Bp+QmddVjCWrPTsadwx/gzu5f4s7BD4GkPUKNAqH1hUBFLJBzVu76B4B0sVxvCUsk3ZryHiTCISdycKkdQiEna3CZG4IjwZA3dMafOnXKgCg9QdnZ2Th06JDcXDebMYz0qrGcoKAgbNiwwXR15ubmmvGTvBETeukJJcSyy5ZjHgmtlseUAEwYnTp1qpmdHRoaIpBh62p+nqq93Ygj6ddxJC0N1XKcO1NT0f/8OfQ8fwrtTh5H+zPHcVaOmcNLiAC5AqWHrl7DeGnr8Eu+mBQSiACB2Vo5Dp6DwMICzBTAipNz6Eo8zqWLlpplkiaNH4cpkyZh4fyFGD1yFM6fPWeAfuyYMWZ85zSBTsLN2TNn8MEHH8DdzQ0+57wwcex4jBo6EnNnz8PeXbsx65NZGDZ4MIYOHIiVy5cbD96EMeNMl/e0adMwd84c+ArETBew2SLwNHzwEEwcMxarl6/CwYMHMXnCJBzYu8/YgD4D5MEhChd9fTFO2pEq5+N5KI3vymdXfs+7s/L5XfMBiF5FTvahx/To8VMoK6/AiRPHBQQXmTQLFi7G8BGjBFSHYs6c+WaJKY6lnT5tBhYuXoygsMsYM2a8WX6pew/bW5JOnDjV9ADWV8I6ju2Azrvfx/jgEZgWMRlDffuh09kP8N6pN/HGqV9i/J5OyOr9e6T/13cxmxOdQkJN23YJsA8cKOdazj+9uQzjZKeuXXti69Yd5vr29b1glq7iGOCyslKkXkk141BXrVojYBqB6dOnY9jwMWbm/nIJ43jSxKRkTJw0RdLNgqfnNmn/WCmDHmI3VEm7g4NDMELycCwubeAAAVPtylepVC1UT9eVvy0Uf/qhgBwBjcBFs2CN40E7uONVAdfPfOhmlnsyUCjpXxUoe/U9gURCrYQx/jPtBB47yj7HrIq9KrBp8nGfM+Xbyb58/ozAJctkvlc/YFlr8UcS9w+Dd+P7ow7gj6Xuz3XZjB+O3o//HXsAnyOEtpO0rIP1GjiVNkoehr36wVpbu9rJ5/cFYsVsYbIvbTJQ24HtkuPksAXW65TPgDDBmGWauiQPx60ynzkX1jmRrfVZ8rw+7egz78q/LTebkohwnJeb3fZ/+mecFijN9z+HW2lbcce3F3CqA+6c/Ei2HYGLI4GgWbgTtRq4uh+44QPkXwSyDgPJa4D4lQKp8rnq2gO79wmH9OQsF6jhbGECJrs+CaCMoweUN1nCKvcJYNwSSBnOmzUBltC6YMEC7Nu3z3TJMh2NXfcEWcs7SthZs2aV8cw6il7VTz75xLTh6lXezGeYiSzPU/XSvosFebiYn4+C2hrsvJKCycGBGObvg27nT+PDEyfwSVgoYuV4YsTmxESj45nT+N3RQ3j71BF8cPwojgvYEkw5Ljqnrh4BhUUokq0r8Xyw+zwuPt4cb76AO+Gds995fvgQwEkx9ErTS0bwoReO54z5GuobzHnmuMvwsHAUF9m6si/LAwW73flQwXOfdv26ycs89IDyO8jKypbvtRTXrqQhOioacbFxuC7pOAyguso2hIMTjUpKSuQhosJ8v6z7ecjqymfXtbWOKb2hufYHmV179uCEmciVYMKnCKTv2LENR44eNuMxu9nfsNSrdx8cO3Yc2Zk3sHnDZsyduwAnT53FmNGj0bt3b/TvPxjdevQyHlSO4yVE9pO6+goMd57QGe+v+wPe2/9bvH3k1/j94V/i7UO/xrse72HEmHYIf+1/kPnf/4q5nT7CgdNnkMdhD5f8sWv3bhw9ehIJ8h35ygPYNAHNTp26ygPZRnOdH5UHg969+5u1Uznxit/toUOHzXAEDw9PA5xde/QxXtQBgweZHoU0eTBasWKFeZAI8AuQh5Tz5vgTEpPNb5OT2bhMFNc75bkaPHiEnBftylepVC1Tz8ZjajyZAlsWnBqv4AZ8odtG/MfofXhzxnH8ZPIRfK2PB/6+/3b8dMIhsYP4u37c34qfTT6EX04/in8evgvfHLgd35Q03x2xx4DbjyYdwt/2lXSDPPHLqUfw5vTj+Jehu/FVvut+1F784uMj+M9RezBxewhWn03AlwQWfzh6D45HZmKzbwp+LPV8s+82fH/sfvzqk+P46cQj+EvJ+82BO/DzyUfxEyn/7/ptw9+L/WLqYfzmk2P4V4Hcr/USuB23H29IG/597F78rbTr7wfuxD8P2omfSRk//fgQvil5vjVgu23IgOT7O0nzT0N24WeTDuNH4w7gL3t7yHmwnQvrnDSZgOlrU9iV/+w8po21dUg/dQZHf/tbuP3ZF7HrX76D2OUrkR/ghZxDK5CzZwEKDi9FyclFqDi7GHUX5+C270TcPj0Yd070Bc6PAiIFSG9cAspigewzQJKbQOp6oMDf5j11EiGTy+8QMunpZJcqJ5/wJss4gibH8xF0HEWQ4nqSc+bMEpgplpv2JePpe9QsbgIpJ+9wySNHEXzpMeWi4jt27DBbgtbzVm5tNdbHRmG4/0V8dPYUXj90AL87dgTdzp02a5V2P3cGsyMvY1NKMvpe8sVvTh5Be6+z6OZ1Hv3EZgYHY7UAa6TAfKGcE06eShKof5AIE7X28bkWvDsb4wiFTOuYznx2kY+euhc1JvdZiF35tuWieqB/Py6BNMB4CadOm4FPZs40b07ihJ8pH08TEBMQ7dkbkyZOxpARI9CNMCtwRkDlG5WGDBsm+T7BmLHjMXjoMIweM868HapPv37mjUq9evYzMDh06AiMlTRc4L4Pl6jq1h+9+vdC53Gd0WFaB3Se3hFdJnVFn6F9pdz+mN6pM47+4Q3M6tABQ8dNwLQZM/HJ7DmYbW/b1KnTjfeUS0Nxkf/hw0cYb+gYqZ/DEzp16yPgOUxgc7oJ//jjqdIevgWKIM4u+/7o0ac/RglEMw2PnzBNj/mK5SuwabMHVq5eg5GjRglcS5vlmPoOGIxeffqaBfa9vLQrX6VStUw9ncf0QW9+ks+fFWD97ayT8PS7goWHorD94lXMPhyFuYejsScwDacisrDiRBxWnIrF6tPxWHAoGvOOx2D5qQSsO5eEbf6pmLs/Cu7nk7D0RCzWnI2H29lELD8Wg43eyZi06zJ2XLqKA+GZ2BuchjMxN3AwNB1fEeD73YxjiMwoxSafZPNOfQ+/VHhI2kWHY7Az8DrG776M6XsjsS84Aydjs7HsdCxWHI/FJq8krDoWh+0XrkmdcdgoYDvvSBTmHInAlH0RcDufim1+V7E3KA0HL2dh0TEBsiMx2OJ1Bcvk8wiPIKw8k4j9IZnwir2BPm5+Nu8uwd06P8ZjKlt7V/6zWi6KntJcP38c+d1bcP/CF7H163+Nvf/5A3h17IgL/fvBX266AWMnInTSVIRPn4HoxYuRsX8nqqMDhK5igIyLQOI2IHwZECUgmicgWl8sTyDp8tlb4vcJrLJr/N4JSwQbgunSpUtNVyk9ZefPnzdd8QQezh5mNz89cY4imB49ehSLF89vAlO+QpJgyjIfpIeB6axZM0y3P7233HJM6vPWlfIydDl5HIN9vbBZ4HN5bLSZnb8sOhoTAwPR39cHnc+eRS8fH/S/4IOFMXLdpV/H/MhIdD13Cu8dP4Y/HDuMw5lpyBOY3HXtKjKr74V4RyUnJZu3G2VnZRlvpzXkobioyLb+qBi91XxA4PdBj5u1pBQ9irnZN1CQn4/cnFzk5xUYr2lqSor53giurUFmgX12V/fshb4CpgP6D8K4CZMwevwEgU4Bth69DEx27iLQxwk/kobd4yNHjhTA+1gAdZR5D35fAbsBg2Qr8Xw/fQ8B1i7d+f76IRg/eYoZizl48HB5YJoqsGgbMsB1UKdNE8icPhMjh4wWQB2Ifj0Hon8f2fYahIG9BtteDzpwICYOHoz58rA0eNhwdOrazXhfbSDaD/0ESgnUI4aPwiCzeH5fdOnS1Ywl5RJQEyZPx9BhIwRYx0i7x+Jj+W0MHDhcoJmvIGWbBWoFTvmu/AkTJ2HIkOEYJuknyufBg7lu6UCMGTkGo0aNQ/+BQwzMMl8fOUazwL7PRfWYqlSqFqmnA1POyufYTRez8j/3oTtGbAzEyagsvDn+AJYei4b/1WL4JRXCNz4P0ellCLleiAtJudh2UQBQgHWb3zWci8tH4LUiRGQUY/a+cOwPTkfAlSIEpxVj6IZLeG/mSfgk5uFCYgEuXyvF6dhcJOVXICy9BB4XU/EX7dYJmB7FgbB0dFzqjYMhGSioqsOxsEz8ZsoxrD2TgNOS/7SA7KXkAkRmleNyZglCrhZgytZAdJhzGiHXihGZWY4zUTlYIO1aey4BWwRsg6+VICqrDIHSHv8rhTgadQMno3MxY1cEfjJyL0Zs8ZN8pbiQUoi0ohosOx6HP27nZhvTyvNDKDVgKp8/4Jufnt2s/OobcjzDh2PbP/8zjr7xS/iPHIa4FYuRtmsHss+fQX5gAPIvhyIvLAK5QaHIDgxBtmxLU9NRf7PevJK1sb4SjZXZuF0ciztFkcAtApJAYmO1VHDdNub09r1eFsIMAYjrWhKCuM/xoFbXOyfZEAg4/tSa6ETwJFRt2bJZ4PSIAUh2R7Irn2NPHb2rvHmyS9mCTILp6tWr7wPTuDiuvznLLJXD7k2OQ+V40+etUmnfeY6ZvX4FO6+kYsfVVOy+fg3vnDyBf9y0Cd/cvBFf2+SOr7qvww/3eOJERhoqJU+GnCPO2h8dEIA+PgK1V5IRLOfkWnW1WebsQbp04RI8PbaZsaOnT50ywxUuiIUIBAeJXbxwEWnp6TgjcZyEdFzgn97jAIkLk+/i/Kkz8PX2Nt29fhf84HveG/t27EJMVCwaWxGYjiKYcvJTn34YPGgwDh4+gpOnz5i1O8278peswMJFS7Bg4RJ5aFphvJ0MPyoPLJs9POQaWov58ySdPFC5ubvLdhlWrFwt+ZabpaQ2b/bAeIHdVatW48CBw5g9a66BUk5SYtzp0/KdbdmGNWvWYcWKNVi9ci0Wzl+EoYNH4JNZszFpylSMFrjdfeAANm/aYt6Tv0LK4rW7ePFSbNi4yUyA4utH16xeY+qZOnUGZs6cIw9VJ7Bv3wGslritnjuxY9ce+V0clbrc5CFvARYuXI41a93xiTzwjRcQ3bt3H+bPX4BpAsscu7p+vbvxom6RemcJ5HK8Ld+Vb+vK72uWx1IwValULVXPaPKTHUjtUMrtn7Rfj9c+OYZua3zxlc7yefoRDN0SjPHbQjFpdyjGCtT2cruAriu9MG1vOKbsj0C3FV7ovsoH3SXPGM9gfLz/MibuvIyeay+g3yZ/fGfUfvx1963ovd4PIzxCMONAFEZtC8bYnSEYujUIHVb64M86uuNfRuxC5zUX8M/D96DDci98ImV3WuGNL3fdhF/MOG7KGr4lAFP2hmH8rssYuSMYwzz98V+j9+Fv+3ii/yY/9Frni7GeodK2SPTf6I/3l3pJey+hz9pLmLw7HB9LmzuyrbL/v5MO44/fWoXvjdyD6VLXJImfKvneXngOn+HMf2tCFc+N/fw8y658ds8Whl1GkNyAYuXmWxAagBqBnJuV5aiuuYkK+a5K6xtR0tCI/NrbyKtpRFZVA9JL65BRWI/0wjqkF9XhRskt5FTfkjSNKK2pMy8gaLh1R4CFMCn/3CZs3uvNZBcwQXDmzJlmxryz142QuUkAbc2aNeYd5JydTK8exwKyK5/rXBJUCZ70mjIdJ0FxrCI9fyyTnlWOW2XZnFTFujgRxaqL24CAYDMUIC4u1qTlcjkEXZbv3KZnKZ6NqluN6Hn2NH66eyf2ZsgDTEEh/m//XryycjleWbsGr67j60lX4Csb12JWeAiK6myrBYSWFOEXhw/h6xs24Hvbt2GqHFPBI7y8BHLbigVhBkQJ6klc8SAuzpzfuOhYOW+2t0PxzUWcFEYPK73a1yRtlJw/PkjQw5yclIiQgCAEXPBHbq5t9YBnpYd5vZ9W1hhTLjjfo88ADBg4xFxL9NQfOXIM+wXqjhw7ir37OMHOw6wdumjRYoG1GWY5Kb4Q4MSJkwJ0h7DefSMOyXewb/9+M5aTYzzpbd+9R37L06dh585dAqHeAoLrMVlAk7PhNwnwMf/Jk6dw3ssbR46flDynsXv3LowaNUpgcwNWCqjSg7lJQJYPEbt278ERuY7PnDlroJPX9JatHlL+HhzYt1/afVygeqPA8gJs375DoHQDtm7fhX0HD+GkwOYZKePAgYNyXW+Bp+duHD12Stq/F7PnzMWObTsEfjdhxuw58PDcjr1yvMuXr5Z0OzFn9jxMmjBF2jLMdOf35uQns8C+duWrVKqWqWfble/QXf2qANhnOm7EHwmgfqaLfO7kLp/d8ccCsp/vshGflThObvojsS922Ywvdd+MPxWI+7yE//GHGyTcHV+UsM+1l8/vrjLpPiOfPyP5/+hD2jr8WWfbRKfPfrDOrKf6RxLHyVKvsuz2Uo605QtdN5o4M5GqvZQhdfyRQOFnJexP222Qutbjs1LWZ1k+84pxJv9n262TsqX8blvxWeZ5f61tkpOk+9NO0q5OW+T43KU8qZMz/KUtr0q6P+ExyPH/sZyXP+ogYQ7nxGyNyef33fD6tGfUlS8QUF9YgursG/K9NKBcYDKv+g7Sy27jioDnlfxa2dLks9jV4npcK6hHWlE9rotdk7irjC+ow5Xim5KmQcJuIa24DtlFDcivaESlAG2jC9bgbGXOBudNkt5RV93nBEzCKyePEJSYjoBJ+HQEGHpwOIGGb7xhmQTUs2fPmm5pemBZNqGME6YIttZyUITfoKBAM2zAWg2Ak4C4z3JctelZqqGxETPlmP5l61Z8dPo4JocH4ocH9uEVt7V4xX0dPiP26kaxdWvwfQFQn5ws+Y7q0cvHG3+8aiX+aNkifNdjK05lZT0SDjmBKT8337wOlOeE54xd9JydzQX4rfPEc8BxpvxMTzWtQeLqa+tRXVHdNAaVQyyucQKTfI8cu1ou38nNmhrU1deh5ibXjK2ScNurSilCfr3k5dZ6VSnfUW/eOFVYbL4LDhWwJr89D9FjyjGVfM1on/4D0W/gIHkomYyPP56O8eMnYuy4CRgzfoLp4p4wcaJZoH7EiFEYKOnYNT+ecZMmYvKU6Rg7ZrLsTzbe0FEjx8hnySOfx3NM6pBhGDdW0n08DWPGjZf8AzFWgPjjj6dgnOxPmjQVEydPle3HmDhxitkOGjxEAFbCpV6+FnT0mAn4eMpUjJf2TZT4yZMlrQAu4ydJGyZMnGA+M//o0eMxfOQoDBsx3HS/M2yC1DF+AsufJOllf8IkKYftm4DpMz/BjE9mGs8uyxwp52TA4MEYOXocRo4aZ7zEkydNM20YIDDat98g9O7XT9IImPoImN5Sj6lKpWp5ejqPadO78gW2HL2B3BLEBCRf+UiM4MYlnsysezHOsudsewItvYns7n5vDf5n8iF0XOGLfxm2F18RKP1Kj434ctct+Ga/7fjzbpvwV7088dU+HhK+CX/Zc7MB3T+SvN/s54EfTTqIv+mzFd/osw2f6yxxArb/NnI/2i3zwr+P3IO/lPxf6y15u2/BX/bajM8LsH5V6vhzgcSv9fLA16Xsv5ayvypp/rrbFnxryC58b9wB/PNoaUuPzfhG761mMhdXC7Bm45tZ9+ym53HyePmZoM54pnM+JxaYMt37tq78Z7mOKTvKa4RsKhruoExAsuJmIypqG1ElVl1Pu4MasZsSXyfwWset9VnsJk32b9bfFsC9g6o6W95K2dY0EEzvxybCDbvuCSSEnAdNomE4JyNxTCSB9GHdiJzhze57GvNYZRKurAX06Xm1hgYwnuGWWekJWwSkB7XpWSpH2jwjNAT/uGk9Pue2DH/svgavusuDjEDpK9xuEDBduxr/tGULzmRk4ERmOr68ZhX+bOUS/Gj/TnheScLNZoAch0ucPHESx44cQ2xsnJlkxldU0ovIBdkjIiMNjHOpKD4AEO55vgiRifGJuJJ0BTHhMQiW8CvJKcbjeubkSaQmJSFY0nvJw8OlixcRFhJmHgL8L0pZgcFmZj9Bs0y+j+TERLMYPGf/s/yU1BTs278Pp46eQizbEBZm6nueYMqu/K49epnXbPbr39+M2+zRo49ZYL57b9uW+1z2qWevvqbLn2NKuc5nr56Sxhjz9Ef37rLtKXn42lIJ70EzeQaY/FzjlGNAOSmql6TpLZ97SnqTx6TvZfZ79uyLPv36mwlZffvy3fSSXurk5Cu2wZg9Hbcsi9ZT2ttD2mJeFtDXtuV6o3zlqqmjO49F6ujFMDGOh5Vw8zYnTtDivlgvqbt3H7ZJ4vpI+6VsvkO/N9/4xK58jqs1XflcYF+Xi1KpVC1Tz74r39lMnOUtdAFpNHoWP1iDge6XsNXvCj4SmHxnyWn0XO2N3806hT7r/fEr2X6w6Cz+Z+Ih/GHRGXRfcwFfEYD8arfN6LXWB2N2BKPDcm+M8gjF90btE2B2x7vzzmLGnsvo53YJvdZdRLfVF/G7Oafw7qLzAsGH0dPtIt6cewpvLzqHt+efwbsLz+JDqaPrSh+8u/gcPlzhjfeWncOvZx5H3/UX8fNpR/Enps2ETtne4wV1sofFMe8Hz3+BfdWLE5E9p6Ya6+Oj8cbhffhLtzX47JrleFXslTUrDJS+snIF/nbDevOmqH5e3viW21p0OncSx9Nt404fJXqXCYMnj5/E/v37DRTSM8zhDpzA5C9AyTVjOSSCcHrixAmzfiwhPicrB5HhkYiOjEZoYCjOnT2LyMsRuJp6FRcvXEBsVBR8vLzM8krHJR/fckQgveRzAedPn0NUVLQBzcKCAoQLeHKyFR8yCMDxCfHGE37+1HlER0QhNjoaORL3vDzVd7vye5ixkwa6OOvcbv0Yxq2Yte03YAD6DxhoJgWZ8Zb9BkmcbeITPYmO+frLPoGPaVk2wa430zHMKk/MVrYAqGxZjgljGQK0vRkn6ZnH9p56W5xjm+5rrz0NP3PLfIy3tYltuJvHGGfnS11NZTKPycdjte1bZfJYOOGL7/2/+658BVOVStXy9FRd+ZN3hAqYCqQ1deXbwasroUzCrG0TpNk/Wx5Vhy272XusvYiVpxPRZdUFM3Z0xr5wdBBA7O/uh45LvTBkox9+OeM4hnkGYdqBKHydy0/18cQYSTvSMxgDN/hh7rFo/GDCAfxxu/X4g0DnlN2X0U1Ac8LOUAzaHIj3lnhJ/mB0ErCdeTgaPdf44g8LTuPN2QKo88+ZmfQTdofhAwHSD5Z7of3y8+i00hvT94bj3fmn8TlCtjVm1ByXw3GaLcPtcdbxNaXlObDbh+vw+vTjKHpR78pXPXcRTitvNSC0qBCzIkLx1vHD+O52T3x9ozu+vNENf7nBDf/gsQkfnDmJEQGXsCkhGknlJeaNUM0VvcDW7PtKAU56nulVLi0pQUlxsflM7zU9x/Ra0jtNzzK7+GuqawyklpaUmnG49KTW1dY1rTtLbyi3ZmZ/cRmqKqpM+uKCIlMewZjDAVgHvdqsm+WzHOOdljwV5RUolzIY9jCv+NPImpVPTybh70FmQJJbQqNAqTH5bMKMp9UGoHe3lnHmuy2/VY71mdZ/oGxZlt1bawPAuzBr6uPWSu/w+VFmq8sq826+B+a310W7m1byEkylnVZbaJzBT4/s3a58BVOVStXy9FQe04nbg/CnZqF5ATV2Tz+NfbQB/zh0F348/hC+1X8X/mP0QXx/1F58ve82fKP/dgOh3xm1G/8gab4n4d8fvQ9/KiDI991/Z/hefHf0Xnx7wE58T8K/1GuLgN96/K3s/2TaIdNV/4+DduHbw/bgG/22499G7sW/DN+NH4zbj28P2oGv9NyKL/XYii/3kHRcqH/Mfny9nyf+achu/L8hu0ydPxh3QNrgaca4muEJro7hcezddfjZlKPPdB1TVcsQF8uvEkBNKSvHxZwc7L6aBveUZGxOScHh69fhJ2HXqypRf7tRYPZRo0rvl/PEIu5b9ii5SuccZj47JHlYesfPJo/YPWHPQQZMR49FVy4X5QSRFqBZYa6gkGEcm+oYx62rfNw65r0/zV2oZdgA+9ZKw/B7098b51ymbd92TFYct2yvVbarfI5bK/7+OHtX/qAR9jc/6RhTlUrV8vR0YLotEF96by2+8JE7viCw9QUBVNvWyaww563j54824vMfrsPn33ez2Qfr8IX3xT5YLyZbAU2GfV7A8PMMf0+M9Yp9XiDPlk+2H7pJmZKHZbZjWmnf+7J9V+IlzhjzMu27Emcv29gHLEPSMp71sk7TJjHGfSRl8xib2m3/bNkjj9N+fgRsP//2Wrw2+QgKKrUrvy3o+WFa2xO78psW2O/P7mtCl83DaAOyu2GOWyuenwdImAWnd/NZAGfF3Z/vbpl39+/GWcD7sHx381vxjvkc81tlWPkYZ+1b+aw4x61VrnMcx5jyDVA6K1+lUrVkPTGY1t+6jcMh1zHc7RKGbfDDsE2BsvW3bwMwbKN83iifud0UZI+TcMZx2xRnyzdctkPc/TFEPg81JmUyTVM+2UreIe4BtjiWY+KCMGQ90zPclvduWwIweL2tbVYc0w1xZ9l+Jt+wjfZy2BarTNYrbWEc22Ty2etlO21l27fM73QsjvXb4u1hrHezLW7QuktYcjwOlQL4KpWq+UrPSMfwUWPQpXsP8BWbvfv0NwvHW1u+D54L7TdtBcYYZ9741IcTjKz0Anv2MGvrKp8trXMcw2xp7imzL8u8m6aPqdcx390y76u3Kc62vbe9fWRra69j/qZ8DvnvyedQLydC9ejVx4y19fbRMaYqlapl6onBlD11FTcbkFtagzxaWa1sb8pWjNumMMetPc5sJazMCrNtcyUul1tj9nxNaWz5ciWsKc5e9t18jGM6xtm2jLPlc0gj+cxnez5bWqs+K7+t3nvKbjoGa8u03N5ti1VvU5n3xN3NlyOfi6vqcVtdaSrVYyk9PR1Dho1Eh47dwFn03Xv2QrdenLne27xylLPkGWYzCZMtZ7V3lTTdZctZ8mb2vv2zLd/d/Hfz9jRhVj7blu/Zt5ch266srymfLcxm99fbFGcPc12v7XNTvRJmq8terxV2Xz6G3W2Lq3p5XjoR5gVauSTb8xoDrFKpVE+jJwZTlUql+jTEtVO3enhgxcpVcFvnhnXr1mGtmxvcxNa6rcM6biWM4fzMrZuEM806xksepnX83JTfyme3u3GSn3WZ8m35GM/6TFlM75jfHnZPvQ52t73O9Vr5bHFNYVbepnpt+WzxNmMZtnwPrne15N+4YZN59a+13JpKpVK1JCmYqlQvmRpv30FZdb2xW67eitDKxWWr+IIAvkSAS1LR6py2rsxVmgfle1SaB+VzZa7SNCe/qzQPC3Pedw63wvjyBIVSlUrVUqVgqlK9ZCosr8WywwlYeigeN4pr7KGqF6nSqnpEXC1GYmaZPBw8v1fiqlQq1cumlwZMi+RmfDAgA9u8r+JGUbU9VPVpqUxuzCdCs7DxbCrS8qrsoaoXoYyCanRZ5IfOCy8hJbvcHqp6kQpLLUKvZf6Ytj0SlTd1LKdKpVI1Vy8NmF7NqcDQdSHouOAioq4V20NVn5ayCqsxaWs43v7EG4GJBfZQ1YuQgumnL/+EfHPtD3cLQUWNgqlKpVI1VwqmquciBdNPTwTTzgsVTD9NKZiqVCrVk0nBVPXMxbf+XM8pwYTNoQqmn4Ku51Xhg9k+AqYXkZxVag9VvShxKb2LcXnm2h/hHozyKn2JhkqlUjVXLw2YcpLBoDXB6CRgmpRVZg9VfRq61diApLQbGLcxWMH0U9C13Epz3rsvuYjEjEIJ0cVyX6S4KsLp8GzzHYzfTDDV1w6rVCpVc/XSgGnUtRL0XxVoui/T83WyzacpG5hmCZgGKZh+CrLAtO8KPyRnEkxVL1IE05NhWeY7YK+BgqlKpVI1XwqmqmeuRgHT2KuZGLk+0NycY66X2GNUL0L3gqkOa3nRcgTTiVtCUVGtXfkqlUrVXCmYqp65Gm81IColA8PW2cA0WSfgvFDdC6ZF9lDVi9K9HtMQ9ZiqVCrVY0jBVPXMRTCNTslUMP2UpB7TT1fOYKoeU5VKpWq+FExVz1yNjfWISs3AsLUKpp+GFEw/XTmPMVUwValUquZLwVT1zNV4S8BUu/I/NSmYfrpSj6lKpVI9uRRMVc9c7MqPFDAdagfTlBsKpi9SiVllCqafogimfB0vvwNOftIxpiqVStV8vTRgGn6lGP1W2sA0W9+V/6mKs/JDk9IxcFWAuTnr9/Fixfe0K5h+eqq/dRv7/dPNd/DJ9nBU1qjHVKVSqZqrlwZMuVZmr2X+6LrYDyWVeiP4NEWPaXB8mjwo+Jubc0H5TXuM6kVIwfTTVV1DI3ZduG6+g7m7w1F1s94eo1KpVKpH6aUBU76buqcdTEur9EbwaYpgGqRg+qnJAlOe/xQF0xeue8B0l3pMVSqV6nGkYKp65mJXfnB8OvqtUDD9NGSB6Qi3IFy7oS83eNG612MaqR5TlUqlegy9tGB6584d3LrVINvb9hSqFyWed/WYfnpqAtP1BFN6TPVd+S9S94Dpngj1mKpUKtVj6KUF08bGRpSVFaKqqhx1dbWor7sp25tN28c1V/keVJZjuKt6H5TP0Vzlc457mLnK/7T5Hpa/KU19LaqrK3AhIhV9lvuZm3NOEb+DZuZ/RNiD7Fnkawqrt21v3qxBbW1V074re1S9D2qDy3pdhD3IXNVhbYMScsx5H74uAElp2U3pHNM4fnYMexxzlf9BZblK05x8juYqn3Pcw8xV/qfN5yp/ZXU1tnun2MDUjDFVMFWpVKrm6qX2mBKQysqKUFlZIVaOajFrW2XfOn523jp+dpXPuUzHNM75HhZn7T9NPm6tzzVizmloj8rnmKa59d6Xr6oC5eWlOB+aiu5LLpqbc1Fx6X35Hct4UFxTmfatYx7Hz45pnMN4Lqx9xzjnfNx3DKuqKkNeXjYKCrLNw41zPsetc9iDynS1tdI5hln7jp9dpXEOs7Z+MZk2MHULRML1LAGlu9e/Y9nO+RzjrM/OW8fPzvldhTmW/aB8ruKsfWvrGNfcMrm1Pj/oN2F9dt46fm5OvY75S0pL4Xku0XwHC/dHoaa2wf5XSqVSqVSP0ksJpiWVBFPg9u3buHXrllij2Taaz7atoznHPSyNqzDHrWUPSuMqzHH7oDhHc5XGMd1th33HcOcwbh3NVRpXYY7b+8N4rhvhH5+HHkttHtO6+oZm5Lt3+6A4R3OVxjmM58Ix3Dm9tXU0hjU01KOwMF8ebIqb8lnmmM/aPizMsgelsexhYQ/L7xwWkpRvzvvojWHIyK/Ardu269+yB+VzNOe45qRxFcatZQ9K4yqsOWkczVU+x3Qv8jdRXVuPnb5XzXew5GA8aupu2f9KqVQqlepRemnANDSlEMPXh+CD2T4YIVvelNU+PRuwOhDvz/Y1N+dRG1ynaek2cn2QWLDLODW1Bxmv974rAzFgVSCOBmeadU1VKpVK1Ty9NGBaXFEHv/g8dJhv6z5WU3tW9s5M1+Fqag+zKZ6RuFFcY/8LpVKpVKrm6KUBU4qzYc+E38CxkEw1taeyhQfimgCDw0NcpVFTe5gFJRagqla78VUqlepx9FKBqUr1rHQ24kYTmA5YHWQPValUKpVK9TylYKpSuZCCqUqlUqlUL14KpiqVCymYqlQqlUr14qVgqlK5kIKpSqVSqVQvXgqmKpULKZiqVCqVSvXipWCqUrmQgqlKpVKpVC9eCqYqlQspmKpUKpVK9eKlYKpSuZCCqUqlUqlUL14KpiqVCymYqlQqlUr14qVgqlK5kIKpSqVSqVQvXgqmKpULKZiqVCqVSvXipWCqUrmQgqlKpVKpVC9eCqYqlQspmKpUKpVK9eKlYKpSuZCCqUqlUqlUL14KpiqVCymYqlQqlUr14qVgqlK5kIKpSqVSqVQvXgqmKpULKZiqVCqVSvXipWCqUrmQgqlKpVKpVC9eCqYqlQspmKpUKpVK9eKlYKpSuZCCqUqlUqlUL14KpiqVCymYqlQqlUr14qVg2kpUUdMAv/h8HArMUHsBNn9frIHSP3zihZ5L/RF+pVjtBdnV3Arcarxtv/JVKpVK1ZakYNoKVNvQiOMhWei93B8fzfNF+3kX1J6zfTDHF2/PtHlM35vlgz4rAtRekI3eEGau99u379h/ASqVSqVqK1IwbQUqLK/FJI+IJkiyupjVXoy9O9MH7wikqj1f44NAu7kXzDU+b18sSivr7L8AlUqlUrUVKZi2AuWX3cTojWFy8/bBe7N9MH7zZczZE6P2nG3mzmhM2hqBKdsiMX2H2vO2Ee6hxlPNa5znnw9kKpVKpWpbUjBtBbLAlN679vMvIPp6iT1G9TzVcOs2iipqzflXe/7GCWfdFvvh3VkKpiqVStVWpWDaCsSbtoKp6mVXSHIheiz1VzBVqVSqNiwF01YgBVNVW5CCqUqlUqkUTFuBFExVbUEKpiqVSqVSMG0FUjBVtQUpmKpUKpVKwbQVSMFU1RakYKpSqVQqBdNWIAVTVVuQgqlKpVKpFExbgRRMVW1BCqYqlUqlUjBtBVIwVbUFKZiqVCqVSsG0FUjBVNUWpGCqUqlUKgXTViAFU1VbkIKpSqVSqRRMW4EUTFVtQQqmKpVKpVIwbQVSMFW1BSmYqlQqlUrBtIWqrqER6flVSMwsQ2BiAQavDTZg2m7uBRwLzTLhyVnlqKhpsOdQqVq3FExVKpVKpWDaQlVYdhOrjyVhuFuIgdI+KwIxbXsU+q0MQr9VgRgm4aM2hCLyWgnu3LFnUqlamVKyy7H0ULyxyR4R+HCuL96Z6Y1eywIwd2+MCXc7mYzKm/oAplKpVG1BCqYtVLcab2P9qRS8P5s3ah90WeSH0RvC0H2Jn/Gc0qs0SW7k9KqqVK1VBWW1aD/vormmabym9/uny/V+qSlsxPpQNN7Wpy+VSqVqC1IwbcHKKqzGKIFR6wbtaB0WXMSxkEzcVnepqhXr1u3b2OF7DR/IAxiv64/m+Zpx1NZ+h/mXEHGl2J5apVKpVC+7FExbuLaev4L3Ztlu0paxq3OyZwRuFNfYU6lUrVfXcisxcE2Qua4dr3P2CnzsGYmaulv2lCqVSqV62aVg2sJVVF6Lrots3feWdVxwEQcDMnRsqeql0M26RmzzvmqGrThe5+3nX4RfXL72CqhUKlUbkoJpK9CWc6n4YM7dm/agNcEoraq3x6pUrV9x6aVmLOm7M33MNc5egrl7Y80YVJVKpVK1HSmYtgJlFFSbWfnvyA37QwHUU5ez7DEq1cuhhsbb2Hz2irm+CaadF12CV1SO9gqoVCpVG5OCaStQbX0j9vmlo928CxiyNliXzlG9lLqaW2mWQXtvpg8W7I9DSWWdPUalUqlUbUVPDKYNtxpRVFaN3KJKtRdgfrE3MHhNILadT0F2QYXLNGrP1vJLquQ6v22/4lXPWxxLuulsKrosvITzkTn2UJVKpVK1JT0xmKbdKMGczd4YvOCQ2guwfnMP4t0Ju9Fz5gGX8WrP3satPIHMvFL7Fe9aaTkl2HEmEhuPhKo9A5vr6Ydei85j+Z4Al/Fqj2dbj19GZPIN+9WqUqlULV9PDKbx1/LQbfpu/F+fNWpqL6X9bsQmJKcX2K941/KPuo4Pxnvi9YHr1Z6RvTbQ3WW42uPbb4dvgsfJcPvVqlKpVC1fCqZqag+w5oDppYhr+MOoLS7zq6l92vbLQeux+ViY/WpVqVSqli8FUzW1B5iCqVprNwXTliW+WpdLoKmpvexWWF6LxsYnW1ZFwVRN7QGmYKrW2k3BtGWp6mYDDvinq6m99MZXpj/pCkIKpmpqDzAFU7XWbgqmLUvl1fVwO5mspvbSG1+nXibX+5NIwVRN7QGmYKrW2k3BtGVJwVStrZiCqZraczAFU7XWbgqmLUsKpmptxV4qMP1JX9fhz9N+0nety/CntTeHbkCXabsM4LiKb4n26yHS5qm78NbIzc/8vLA8Lq3UacpO/Lz/OpdpWpK9bGDK39aAeQcwb6sP+s3Z7zLN49j74zzRf+4BvC3H39zf7U/t18CAeQefyzX2NNZr5l4s8PDFwPkH8bNWcH02xxRMW5YUTNXairVqMOWNqceMPVi3PxBHL8XjgHcsFnr64p0xW83N7r2xW7Fo+wW4Hw7G8l1+eG+cx31lEHKGLDyMtVKG28EgjFp+zNwAGTdpzSlsPBKCkUuPNoXRfjHAzdyAGHfMLwF7zkVhxsbz+L3cLK00T2s7z0QiJaMQW+TG8OawDS7TtCR7XW5iK3b7mTYf8o3FrwWsXaV7UuP1ciH8GmKv5GDcihMu07Qka8lg+it5gFi8/SIO+8Yb8ODDhKt0jvbTfmtx6EIcSsprsNcr2mWa5hp/m95hV8wLBjYcDjHtcZXO2biu5pmgFJOPv9fXB7m7TPdp2LZT4SivqsUBn1g5npbTrqcxBdOWJQVTtbZirRZMCT4r9/gjp7ACtfW3UFNbj+qbNgtLyDTxM9zP4WZdA+oabpnt+dBUvCZQ6VhO39n7kXA9H3VSBtNdTsgSWKA3Zg1C4zNQ39CIE/6J8kfadrP57fCN2HEqAiUVNaiVMq16q8SOXozHb5+RhzMkLkPKbsCpgKRW4VXj+d7nFWPaHJ6U/cw9vcMXH8HVrGI57zfNw4erNI7GhxO3g8HmO/lwwjaXaZ6ntWQwHbn0GDJyS9HYeNtcv4SPn/V7uJePYHrCPwH1txpxRADVVZrmGn9bMfKAUVlTZx7q2DvgKp2z/X7kJvP7ZD7Pk+FNv8mH2fpDwbgo53nS6lPmQdZVmmdhe85Hm++Uv9fmgnZLNwXTlqXWCqbrT6XAXcxVXEu1TWdSseXcFWw4/ezbvf5UspSdis1nU1vdeXlR1irB9Gdyk5y92csAId+7H5V8w3hEV+7xg+/lK0jPKTWAOGuTFxpv30aV3MgIr9kFZaY70iqHkLp8t78AaaPxdty5cwdxV3ObPK5BsenmHdw2MF2Pn0iedQeCzDHwhu4XdV3qvYTV+wLgH50G/6g0l15Zy34x0M14VWnOgOxsHT/egWnrz5qua95QWfcvB69vysfP7M58Y/DdmzPPC/edyyZ0MNyxC5ygQSAgGBEqHT3CrI8e0NcG2NLTU8W01o2d5fxezi+Pg2+I4bliXDsBQLaZ361zefQisS6W5dwVz322j+nYrt8I/BPsHGHp9QHrMXzJEUxac/oejxTTMK1pC78je1vYTXwls8h8VyOWHDXn3mo/jeePeaxzyPNrxdGYlm1lPOtzzNsca6lg+pqc601HQs1DWFnVTXPNB8dmoN3E7fel/bl8//wtvCtGCCTkE0wP+9rAlF3Wvxm20VwDvPZ+N2Iz3pfr3/KW8xrgOWS3vTN8tpu4zXwvLN+UJd8j09qup7Vyfd1bFo3XRvtJ202+38vDoxXO65Tnkd38zMe2sAx+r7FX83BLANzzRDjelLbymNgulmtdc38YvQVvSXnMZyvPzYSxPB47ryurLsvY3rclzXtjPUybd52NMt+pM5jyHJljYVlj5TzKdedYDq9LPuzyGNied6W8X8qWcbwm2Wb+TeE55N80x9/V8zYF05al1gimhK8zl2/ALz4fu3yvu0zT0sxDoCg+oxTFFXXwTyhwmeZpbN+lNBSU3UR2UQ0OBqS7TONo68U2CihvfA6Q3FKtVYIp/1jHCkBS4UlZ93RFEgiGLjoiNws3gVdv4xWKvZqDqNQc481bdzDI3OCYljcfwmdRWTV8Ll81N2uW+85o12BKSMkrrjQLHZ8PSTU3Tqte3mAJQ0xnhVnGG16vT/Zi/cFgU9ZJMXZFdp4q0OmU1jIOH9h0NAyjlh0z4EYA2HE6AnO3+phhBLxh8CboceKyGd/GY+o/dz92n4syaZie5fCGN1rK4I1zwqqTpi0EPwLk3vPROBOUbLaT155uysNzuOFwMGYL2BMCDvrGwv1QsAn/cIInlu28hBN+CeY4Nh8NRQeBaN6AOfaP++OlHguOfyewMUnK3i31sy7CDT3dBG+eY97gRy8/Zt4Z32f2fszYcB6HL8ThuJS/ZMdFc7NmOYSWBZ4XzHALtoFhPP/skmbakwGJ2HI8zJTLmzjrKS6rMdfI2aAU80DRZdpuU96Y5cfNuTwp54/ncLt85vvtWSaN52fmxvM4ImWcCkyScxdpjs2Kb461VDDlw0OgPEQR1jhMhJ7+/NIqjFlx/J50hPaF23zhFZoqv40rWLMv0LxClT0IFpj2lGua3+sCT19MWH0Sxy4l4FLkNfkuI8xvcjivHZ9YCbtuhqZw2I1VPh8s6S0dJd8Fr8mu8t0cuRBvxrBOlocPDs1hWdtOhqPbtF3mWiEA8nvh9Tpk4SGTj9cXh+vw2mL72IZxK0+Y3zC/8/ySKvNwyr85B6Xdo5cdNxDqfjhEjinAHDfz8nfzkcAyf5P8bZ4NTjEPnhxywPNESLXaTlCd7+Fj/gZcCL+KtXJuzgQmm+/UEUwJnDyeE36JpiyeR16jvWfuM23nMY2V+g94x2Cq2xlslDaxvqluZ83fOHp590vcRTkPPIdH5dj4O7Xa8bxNwbRlqTWC6Z6L1+Xvy03Tfr+4PJdpWprt8L2GrMJqNDTeQWxaics0T2PHQ7LkAf82qmpv4URolss0jrbrwnWEXylCYEI+tgiwuUrzslmrBNPucoPjDZJGeHH2wNH4h3+OHUyDYtINDAljmm49ekGYZqDABr2pgTFp5iZGcH0YmBK46DEqKb9pbpBM41yvK+sqN1Z6YunhvZZdbDy6tfW2oQUdJu9wmYc3IbaXEPDGEHeTjvsFAhFXsooMRFP0GNNLTA/URIEDil3ehGSWQ/Dh2EyKUEdPET28LIdAzu+C54DAzS5yenA6frzTDFXILaowXb63BcQT0/LR45M9AhPRJn12frkZAsF0C7ddMF6eDUdCTD08LtZDL5kNDirNeSwsqzLDHzisIiQ+wwACb/KEFsbzHBVKm3icFKGJ0MPj6Dp9F1Izi8w55BhTlk8oqqyuM8M5rLYQUgbIsdMTaIkfC0urBcbPGSi9Kuevtu6WOYayypvmGmHdPG4CNoGF56a4vBpx13JlWyOwHN/0QNMca4lgyuuVDxoFAmv8Xnld8nrngxbHS1ueQV4Dq/b6o1TO522Bugo5xzxPPNc8VxaYTpeHG55zfr/ZBeVmOAzjCb2xV3LNWFB+X/xueZ3yd8SHQeYNEDjmdcUu+V8IcE4UGOX3xLLy5VpkPqpernM+ZPBa4QPDBTlnFK8rPmQslt8/eztyCstNmfx9nQpINn9fEq7nmeuAVwLbxb8X/A10ku/5qqQrlWPKyi8zaZhv4LwDBqRv1tYjXc5PklzzFdW1uCU3ET4svSbnhW0nbPK4ed54jbJ+lkU5gun2UxHmvPHvCn/zTMe/H6HxmeZvGB/Kth6/bM4Xzx9/FzxPhGRep2xTacVNc21nybXKdPxNclIky3/epmDastQ6wTQN+WW234Z/fL7LNC3N2H1/ODAD5yJysFug0FWapzEOETgbfgMnw7INgLlK42hMVyt/u4rKa7GzlXidn9ZaJZhaAEZ4oMfBVRpHML2cmIVu03abP/w35AbAMXZMs/NMhLk5bjwSinlbfEz8w8B09d4Ac3NIu1Fyj4ftUcYbK/PRm8Oued4YedNkfZzJyxuUcx56AXmj5g2RYEpPIPd5E02UG9XMTeex6WioKbe86qbxsLJrkWDHYQu8ebJceqIIoeVyg+QkL3qELOic4nYG74/3sB/7LUSn5hhvJOtiGtbFGy49vZ9sOGeOOUlgizdPjs2lZ3LQ/EPoLMfE80O4oehlI5TSs1tQWmluxvRQsdy5W7xxQyCC550PFTYwtX0PLJeTR6asO2M84Tz3kck3jPeV1wu75gkC9IjR+0ZY5vEPleOyteUguk7dJXVvNBOxeLOnOMGGnue3BAIHyTHsOR9ljsXWnXzEfJ8cmkHAJjhxjDIhZrFALr2yfWbvM0NAHuTddmUtEUzZi+B+KMSc60MCl/To0cNN8Txbw1Do7YySfepcSIrxjBLobKB6pwlM6XXndcLvjcA4bNER4/W81dhovjsCGM+7h8AXdf1GsTn/zMuhLwQ7evwJwhPXnDJp+HulJ5IeUQIar0HCI79vevSthyyCKb2KgfIbbRBw5IMnr3929fO3zuuK8Gddr8cuxWOwlMnx43wA4cMJgbVSwJNed15Tfxi52fQ2cAgQrw12v6+S3zzHtBKyGcY6+DvhdUcvJlcoWLLzkvkNUhaY8nqtkWuVYMoHwY+kXTw/OfK7Y14LrLcet4Efj5PHTW9pXymz58y9Jl+vWfvMNdhvzgFTryTDsl2Xmr7T52kKpi1LLwuY7r54HSHJhTgWnCGgdQ0RV4uRkl2OoKRCbDqTYsDwRGg2IiX8tECZVRbHZp6NuGG8h0eCMprCToVlITGzDFdyKkxZ7Cq38rCu4KQCnAzNwiGBTaa7GJtnusY9va5KXCFSsytM/T4xORJuq/+c1BOWUmTeQuRYv1dkDhIySnHlRgXi0ksFGrNMuJWG+YKkPh4X2876mP54SGZTmq0Cpqz3YlwuPL1tYMowepTZjtQb5fCPy8fmc6mmqz8pSx5K5W9ljdyjY9JKcSE2t2n865GgTERcKZY8tmMIiC/Adu+rTXVxrCyHUsRLW6/mVCIstei5wPaztlYJprwhUgUllaab2lUaRzCNTskx4EJvKW8ABDre5AhsvFGMlZvSfAFEevMeBqaEK5Z3LbsI/ZvZtUvPXqHUQ68TuwSHLTpsIJJdhRS72B3HpFnG2f68CTmDKYGS3hSmeWfsVuNFvCU33lkCqrzREYIp3iAJR4Q/it6kD+QGt0RuwhTPCbsPhy0+Yrrs6TGld4heUXpnCRwE5+nu5/BTOzjTUxMjN0eek/PSfkIHb9T0JLKb1RFMWTdvvhRBj+PrWMYbg9ebyTMEHLaJAMFude6HCMhYx79kxyXjoaNnj/DmDKZsIydZEW58BVZ4Tjicgt878xNk6GminLvhOWaUoNBdyiRg85gI8/T48rpgeYSHyJQbmLL2DD6YsO2xlwBqiWD67hgPJMhvr1ognCDIa5OTyvhdE8RHLjtq0vFcFpZUmQcKy6PP7/hUQKKBPGcw5W+I1yfD+Lvgd5SZVybX1mF7vVvN+aRnm9cMwx4EpvRc83thGgIyvdWEO/YAGI+pA5hyeTL+PlgOPZIM6zB5e5PnlxYm1xR7FwjWVpgFpuzin+fhc48nnA9zHDdKGOdvY5UAL+vnw5QVdkOOo7yyFiOX2M4X7ZBPnGmXBaZsC//WhCVkmb89TGNd6xS75/ndbzlmezAIicuU3+fd4QI0gnenKTvMQxSv+cjkbPPbI8w6pntepmDasvSygOl5gTs+TJZU1svfIk46bpS/D3xMhABfJTadTUGogCuv9arahqYJSLsE9ug1bLh1B5cIbmdTEXO9xPxt4etaCTLsIq8TY3c583hH58p9rFEeLhtM1znrSc+vMt3jhRW1Zp/ntayqHqVix4IzDSRmF1Wbe1K4gBzLISglCyDyHlxbL+VJfTwGvs896mqJtDnVpMsqkgd1aQ+P7aako6eT4nGej7xhIHa/X7oJK6+x1bdBYDizoNr8HauQdrId5dUN8IrKMVDNY6L494SfGU/g9o7KNTzCssslH8GVyiioMmDMusJS5DxKuUxTWlVn2h2X/uyHJzxra5VgynFhFEGK3jVXXerOYErYnLfV21zEBCB6x/g5OC7D3IiaA6acYMU89MRZcPgo45i+KrkAeQETtHgjp/GGW1RabWCO4Omc70Fgmp5TYjyETEPvHr0ovMHO2eJtJrbQ48IbMbsiOfaTY9sIE1wyi/BIEKDq5EfDbkLH9qTllpjuXQtMCdTWkAAaJ47wPKVmFprzyi59jrHrO8c2ttYRTNn1ymWFKI7TJKixDN74ubQO28QbLbtx2eXJH49X6JWmugjLBILM/DIDnM5gyuEb9GwR/vidsOvXL/I6Bsw/KN/dWgMR9JZR9FRZ5dIrSC8hl7XigwnHIHJYBbuh2X6moUedHkTCKi1C2jlu1QmX19mDrCWCKc8Dj5MeQHpCOVaTIMXvmmI3NtNxmTR2O/P8c0ITw3hO+dBDgHUGU/4erHG/9PbxuqAXmkMqGEaPH/MR7h4Fprwm6IFnGvYsEGbZFg67cQZTXs8cX03PJa9l/lavykMjr1FrAhHBkDc+Xv8WgFpgymECHAfLMBofPsbLtUVI5DAO9j7wd8HflwWmHEvLa4bhjn/DOByFssCU42f5e+U1eXe8t1vTwxrr4HVtgSnHbFu/ERpXkuDYZz6Y0VPN4Rd8UGSZCqZtUy8LmLIbm/cfXssEMnow6bXk33GC1w6fa2bsJSGNaQ4F2ryW9EYSsAihBC+Ww8+ETr5bnbBGUCUwZgqcEWgJwczDcgoFauldZDkEV6qgrNbAISdmMS3LpTcys5Bj0+8Yzy4Bj23n3xHWxfYepafyarG5r1cIRNJzyjamCfRSrJNtuRibayCTooeVXtB9fmnmbxUBk55fQjJFOD4Tnm2On55hptsrRi8pzw2PlV5cHjeh/GRoNuIk7szlbOz3TzegSmiuEeP54/GXVNZJu29L+/Ow3ecqTsh54vFa309LtVYJpgQn/pEmzNDjSM+PYzxvdAQXRzAlAPT8ZI/x5JgxkvYxXfzDyxtWc8CUHiDezJhv/cEgU49jvQRD3sAdw+gtIkDTOD6TIE37WIwAQOB09NhY9iAw5Y3KAi16K7nsjgWmhHF23RMcCX4cn8mbK2/u1pAHdmtTPE7GN7Vn7WkDZPQmsi4CB4dKOK5iQOMaruwyJ1BcyyqWNt1pGlNqlW3AdORmA6AUu3ktAOM52yfAyjYHxNzrMeUENKseTlyzwPTtMfd7TJnm5/3dTPs2y82dx8zviiBOACCwWGBoDbsgeNDrzTF/BNMVu/3NZCsCLMecWmBKo+eYXan0pvIJmOP9Hsdr2hLBlCBKERIJ8pYRVil6498Y5G7Ob5GAF4Hdmq3P39NpecDgH31nMOXwGHZzM4xd2/x98QGKMMkwThxqaCaYRqXcaJrMyGEvbNODwJTXIn87rJvfI7vCeR3xu6UnnGVwGI/lMbUeLBzBlBPv7obvMPXzBsRrlBONOESAw1ksMGX72SZem0MX3h3Ow98pZYEp4ZG/DQ5n4Ex7pnH0mHKSE4eWWF35zMcJZ0zH65dLnfE65TXE8eycuMhj4TWuYNo29bKBaW2d/M7s3e4ERYIIAYzjO7d7XzPQSl1OLTKQxa59/s24nldpuqgJmbwn5hbfNGBIY1c14YxQu837ahOYEnhPC8BZ3e7s1qcYF3Wt2AAil7VinDOYcmknDhOQqkzXvFUG0xFKeX8ISiww4QRT/kYTM8tNPNNFXSsxdbEMT2mTM5iy651lsN1cDcCCSualsd38m8RVAhy74ZmGgEqQPRiQgVNh2eYa4aStsxE5Jj6vlHMo7uBabqUZhsAVB6z8LdlaJZiyy5oAQtGbwO42ghCXMBq/8qSZOMRusFnyB90RTJmG3jtL9AhyHCTLbA6YvjFkPa4LoFAZeaVmvCSXguENhjdGTuQgLDq2lV5GM1lJbv5cssbyjrJ7nPl+7cJbSntSMOXs9aMXE0wbs/JtE5fYlW7NKrYAgJ6lfnMPNN2UWcfbctwEkAeBKctmV6m1tA3Bjh5Fjh0kNDiCKccvcrweb870MA1eYDvPBD5OjKE40583a2uM6eOAKb9fPqCwLVyCZ+nOS/JHpt5AEst09JgSoHiz/+2wTaYOioBA7y2vC8IIj4Ngyu+Z4ML0NA5lMDO75cftapLdg6wlginPJc/RTjl2et0tI7Tx++Z3MHLJEePpJLhRW46GmWuc3mmeW6ZpKWDKJax4ffK65TJKvG4Jm44PYrz2+fs46BOH9wUQOfb5QWDKYQ1Z9gdXrqLBMEJhmdRvgSm9uRzKQ7jfdz7G1D1x9SlTJ2WBKcP4tyOvuMJcQ7x2OETheo7t7wfB03GMqSOYcow0x6NT/P0zjMNJQuVY+HtSMG2betnAlPBIwGQYx3IWCXgRTI8GZxrII3jeYm9FcY3A11WkCZBSvtG5BlwSM8rMPh+W2UVNY3c275Mse7sAmwWmDOeYUqtdHMvKrnn+PSMU8twSfOnRdAZTgh9n6VOBAqBWGbTcEvm7KRWGS1vdBQQJpszHtnOZJ6ZhHopwSFh2BlN3HuvVInMcHEvK4yAAMy3z04tqgSlXObDqZjxXDSgorzVl8ZhZN4/nnH3YACdwsTzWx3NATzLB3yqjpVqrBFMau4+TMwrNhUzvIL0a7H4jXLKb7XcjbEv+8KZEeCMA8OZFWOLNmQqOyxRwtHk96T2k18xxHVMucs8vlMsKWV2Do5YdN91qpttBLhbCG9+GQy8qxzxa48kcjROR6P1gGt54Ccfc0nvLG5hzetpxv0TzhMYbk82LudO0mXl4A2UagilBmj+uuXYw5QQddoNzTCvzE4h5I7M8uYRzel44fpA3fa+wKwbW0nNL4B2Wam60HafsMMBfbMD07vhMjqkj0PJmf1xgnUDKcvZ7xRiP6d2u/Ctmn0MJQhOyzLkiZIYnZpsbPM/blcxCcMwjIXLXmUhzw/UNvwumBG3m4cz5pq58gQl6+AimQxYcMuB3WcrkRDGCBq8DfubDwIfjt5kuXn5/PBc8T/QKE4T4PfDY2XVNSK6RfZ4nru/JyTPs/uV1wOWi4q7mmfZyyIQ1frU51hLBlBPceA4dh2fQPpq43ZxHXi8EJEI/lyniOeGxEz7Z/c/fWENjo1yT8SYfVzngCw/4nXLMLsM4SYcPDxxKMnC+zaNIMOU1QHizxoRzJQx+N9asfK5PS0Wl3jDDSZjGgGlxpQFTeun5sMNx4hSXfeM+/5aw9yMgOt1cU5x4FRB93XSFsww+9PDhlNdGZU2teXhiuZyVzxvB6OXHm8CUebiAP9uaklEgbUw31wnzclxpr5n7zAPljtOR5u8Mw3mNsn38vVCnA5PN2Fc+1ETI3wOev8qaevmtlJheE8Iwhw8Rvunt3WKfGMa/CRaY8oFpzd4AA8gc/uMjvwtO9OO1z986r2Gme96mYNqy9LKBKbvFLTDlJB9HMGXYcdlyXCi7sDmhiGMkCVf0MBIe49NtYJop0HgiNNNMgqKdDMvEQX96QG3jWQ2Yyt8yRzCl0dtI72RKdoUZC8rfMyclOYMpATDDwXtr5efi+EXl0mZ7Ostj6gym9KZSDwJTpuFkrMPymZOU2F6Wwa5/QuuDwDRJ4JV/D3JLb5qJU95ROXaP6V0wpReYXlaO2eVQAakWqdnlTWW0VGu1YErQ6jNrn5kFTIggMBEE6IkhmPHGwJsgu2K5Die9LczHWdu8+RI42IVtlTd2xQlzI7FmK/NmxZsawWXdgUC81t8GsOzOJRhy7UPOjucNLkluGt6Xr5hJVKzXKtMy/oHn+FQCIcGA3cKchEKviOUdcra1+wPNcXElAN642R1IwKY3kt3UTMN2ElzZRtsN1gZOvPFy7USeZ7+otHtAhGk4a5keWd7s2BZ2gxOqF227YLw4nI3MmzInJzGtlZdjBTkcwcrH4+drYAkePG6uTck2c/1VejGt74jnOymtwOThueL6p/Q+MZ75OEGL+Rw9QRzDyxs4u2c5Ro9jdVkOQZee3nfGbDHrZXKCk2mLlEtgImQxPyGS3Z98uOA5D5DjGbzgsAFWnjMeM43l83vmd8OhH3wIcDsQJOc615TLa4rjMXnOW/usfJ5PQs2vnIa+8Jqmx5lAfuRinLleCWlcjovfC8/F9lPhpleAsL9050WTj70NnChGGOMDD8MI9lxPlL0MneTBhGE8Fxy2wd8Mv3eGERD5gMPfKuvn2FRegxyawzHfTMMt83D9T3oqeW3Sy850XFGCqwzM3eJlusv5e2JbOQ629yxbHTQeh+33nmseLnhN8LfE16uyR8T5ex266LD5XnhdcfIbH7Z4LFwL1xpHS3DnmFI+7NDoOeXvj+1aw1el2of40IvM4RN8CGV5XEt5r/x+ONyG8bz+eU6Zj8tz8WHOagcfOjcdCzVt5u+YD4JcW5i/Sa6QYaV7nqZg2rLU1sCU4JhTbFuWjWnZa8XZ54Q4QiEhkpOXOHaU4zQ5AYkeT37mWFGW8SAw5WcCIutgG9jNTshLENjb7ASmnKlP7yxhkh5SjmX1kPzsYucQAYLzWYFHlvskYMo202PMIQM8Ng4tYDwnMbF9Vlc+v38OV6AnmN7ZMgF1QijPK7vtOc7UEUzdT9s80TxWxp+R885yr8qxWuehpVqrBVPL+MeTXXjsQuTyMLwJWm9HYRyBxnhL7d4ubvlHv/3kHfd0zdJzR6jhhCLLg8Kua95orckLjsbuOkIlPUQ8Ft6snNM4Gm++nHjDpYcIipzYQQhylZbGOlk328AbJ9vNmyzh0IJf61h4A+SxWnnZfh4zzwvrtI7d0Vg328+2cMFv3qyt88G20vNrAadjPsKBlY9b7jOcbeSNlW3mhBnrHNIYznPEPPSG8dxZcczHc2fLd3fyh/nu5LiM91r26UViGxlmtYlebC5/Zdoi5VptsYzXASGb4w3p0bOOj+kIJL0Fmlknu5L53VvtYvkcJsByeU39eqg8qDiU2xxriWDKa8UaSuJsnEjEa9+63hjGByKeB+v64nfASW3WeeZ1Qi+fY56fyvduhVnXHeN4PmjMwzCWwWPn784qi/u8FliGKUvysxyTT+pmOVY+a3w3H0A4JIa/p/ackS9tZrhlVh7G8XpmPSyX9bCdroZnsE4+3PG3w3imZRscr2mG85qi8Ris3xyvIetc0Hgt8bdEsObv1/n3xHPMfGyjYz4a6+C553fA3xD3+QBgHfvzNn7nCqYtR60RTPcKmPItR1SAHUw5+Yg9CQRGV2DqODmHk30sERzZjU9PIOMOBWSYyUuELXa108PIpZn4mROPmIbjKmuknptOYMo2MG+CACcnEBGCCJkX4/KMxzTLDqac1c70HL/JrnK270ZRjQFkeiDZI8vlnKyyCZPMx2EBFphyZj3lCKbsIWR+gukB+7Gz+57tJmizHq4IQI/pfklPTzHDeC5ZN+GUgMljzxFYJszyuFkuPbg8PgI10xO6o6+VmNUI2DbCt3UeWqq1ejBVU2uJ1hLBVE3tcUzBtGWpNYIpPZdcl7Okqs7AEsM40YlvgyJIEZ4YRs/q9bwqA2VcTsnKv/dSmgkrq24wYOXYlU0vILvirwvwEXLpVaypbURuyU1waSamOSF10etK4zJQVl6Ww/pr6hpNvtLKeoQKhBKI6HnlMIESgcULMbkmPdvJmfIc78o87PonWEYLSFreWRrHfHImvOUdpnlH59jSChx6nL9qPLpFFbXIkOMhdNL7mibHzmELbEtFTb0BTUIs8/M4Q5KLDBiz7rT8SjOcgTDPc8Jj5tJUXFuVYM4ltY7bJ1ARdAl4nJnPc8TvwnFt1pZqCqZqas/BFEzVWrspmLYstUYw5RhHQgYhy4JQAhM9jI4zxNk1z32G8/Pd/LZud+ZnOY5xVjw9nJwcxS72nT7XDOixDsZzy32a5Wm18rE8QiVB0bF99HSyTIZZHl2a1Ua+snTXhWvg8kvW+qWWsTve5HMIZ/c8wxjHelmOdfzskmcaQjOPgW0hdDqXyzIYzvay3SzH8Rh2Sj62mV3/LNs6fpbDdu6Sc8PyTRscym2pxuNSMFVTe8amYKrW2k3BtGWpNYKpmtqTmIKpmtpzMAVTtdZuCqYtSwqmam3FFEzV1J6DKZiqtXZTMG1ZUjBVayumYKqm9hxMwVSttZuCacuSgqlaWzEFUzW152AKpmqt3RRMW5YUTNXaiimY2o1rCHLNTBrXTHSV5mU0rrvI9R2ttSlftPHFB3zdJF8ByTc2uUrTGk3B9MmN68/yeuTrQ53XGeV6oVyH1Fqr+EHGxetdvamL5bla15fG9Pw9cM3QB6VpS6Zg2rKkYKrWVkzB1G4dJm3HmeAUnAhINAuyu0rzshkBfOPhEPhHpZm3Pr2ohbstIzyMXHLMvNo0JC7TLJTuKl1rNAXTxzdej/y7sHzXJfMGNr4ZjW9e4tuYuHA+QYnv7N90NNS8AWqM/X34jkag5EsR1uwLwGZJt3j7BQO4jONbyFjeQrnWHV/yQFjlizL4tjW+Peyo1Lv2QJAJc14Qvy2ZgmnLkoKpWlsxBVO7jVl+wryLmu/+5qs1XaVxZbyp8X336+VGyTcJPcqT05KMIMp3zFNnBcof9faqZ20EU74jne9kz8gtxbtjtrpM1xpNwfTxjEA5buUJ8+pQviOebzCR/821kZ5TggFzD+CdsR7mvfh8a4wJzy1pen2pZTzvfIXozdoG1N9qREFxVdOD5pp9geA7/5MzCs1bmKw8c+T3nnajBDWSx9Qr3w3zX07MRi/5TVvp2popmLYsKZiq0QhtfEHAprP3run6MpmCqd1+PWQD5m31Nu/u5msXGUbItLr1rfe60/jZMV9gTJq5Wa7c69/0ekIrnkZ4JQS+NmDdPXlp7D7kTZlDCdiVzbTMz3TmNYyy5T7r/YWYK/BlfhMvdVj5ndNY7Wcaq4uTdQ5ddMR4qNiV7tg2lsGy6KlyPmaadW5sbbW1j/ag9rHtTe2zh7NMQv3NugakCXxwGIVjPpZvO28PKVfizXmxH1NLMQXTxzO+IjivyPa+6oy8UrgdCMK09WfNO+n50DJpzSnzas+S8hoDpdU368xvju/4dyyHr5otq7qJ6tp6E19RXYdB8w+ZOHpBea3RQ89XfTKMr52tqK419Sal52Plbn9Mcz+LwxdicTW7yLwD37H8tmQKpi1LrQVMuZj9sZAsHA7KNO9rd5XmScxanJ5bK4yL4kdfL0VmQbV5M5NzWmv/WRkXs796o8K8DpRvpXKV5nkaF8znq0tr6xsRmmx7XerLaAqmduN71yfLzW/8qhMGKhg2fNFhzNrsZd45P3LpMdMNuOFwCAYvOGQAlDZz4/kmr6PP5aumm5DvkGd+Ql0PAb4Ve/yx/VS46So03ZKSj/G/Hb4Rk9eexsdizMPux4XbfM07vOl9nbvFGz0/2WPGYLodDMKmo2EYs+KEGQPH/AS3DtK2qW5npW2h2HY6AssEMvk+fsd3hvO9+6OWHZMygrH1eBg+2XDeeJoIhqxnutyIWb8FtBzfN3ThYazaG4AdUqb7oRCMlXotYGc6tokQ33XabgyWtKyf52bk0qNN41UJ4nyH+XT3c6ZbdZucgyU7LhoItmDXFZgSXnnO53n4YNtJqV/KHSf183zZ6l+Ld8duxXQBly1y42TXLj2vVnxLMAXTx7PdZ6PMOckuKMNIuVYdH4TaTdhm3l9PMC0WMM0VgL0Qfg01Ap/BcRnm4dBK63HisoBrIwKi05Aj6R4GprwGvcOumPdNp8h31W/O3SE8fEjke/B/a/9b0BZNwbRlqbWA6cXYPPPKThrfNuQqzeMaQfNgQAb84vNwODCjKZxvQ+IrQG813jGv/OSbpmheUTnwic55ZvVbxld9Nty6bd6rfzIs+4W/RYlvdrqWU2muB7621FWal8EUTO3WWcCMnpPs/DKMWHLUhF0UcGC3YlBsutwMK80NjF19vLGNWX4c747zQGFptf2o7oog9ZrAFYExNbPQeG+u3ygxN0neVGcLcLJ8QmFSWj4KSqtwOTHLlE1vEb0+u89Fma7F8KRs4zFquNVoys4vqTJgSeh7W6AmNCETlVJuUVm1scbbt5GSUYjhi48YLyNv2usFaguknbcab5vhCrw584ZDgPQNv2rKJjgbz63kWS2AzHba3iF80+TjdrtA6tujtxiP63G/BDk39aZ+AgDTUDmF5Ziw+qRJ02nKDoQlSvvkHBbKMZZU1Jh0idfz0W/2ftM+ZzBlG4YsPIRwOR+1En4tu1hgpNrkJdwSuN8ZvRUHfWJRdbPOdO3y/GTK9zZ+1cl7vtNP0xRMm298UOPvRC5/nAlMxu9GuoZBTtIjmOYUVmDx9ovmd3OjoALDFh0x8b8c5I50Xgt5ZfJQ5W8eGB8Gph3loYm/S95o9nnFmAc9x/rauimYtiy1FjC9FJdn7h00viLUVZrHNb5iMzat1Nwj6TF0DPeJzkVwUqF5dzzD+JrPmrpb5t3w1vv5n5V5CggHJhQgICHfvGbUVZrnaQRTemupyKsKpq70UoEpPX8GTAV06PVj2KXIa2a8GcNPBSRh5R5/A4bs9ttzPsp4NpfuuGhuhlRgjPwwBAJ7zdxnPJARApXsTly+2w8D5h0wHsVSAawsgSh6MTkZI0nghcBbJcB4wi/R5P9gvAf2no82N2p2W14QeFwhZVie2fMhqQZoCIlngpKNJ3b0suMGzGKu5Jp8nicuN3k+WSchcteZSIHlM+YmzLZwUgiPkWC6U6CTN+aen+w1EFpeVWvgePzKk8YjWSvtYBjz09N0MiDR1r6GW2Z86hppA2/4FI+Dk0s6T9mJE/4J5rzRY0vPbPy1fJOGbWY5zmBK2D4tcHKrsREHvGPMeVvo6WseGCqk/q7TdmHg/IMoElgloExaexqDFhwynmt+h87f66dlCqbNt3fHepiHKgKi58nLDwREC0z5kMMeDHpLeV3y+vyZPAgOX3IEt+TBLDA2AyMWH8WVR4Aph7HwoYoPgCt2+99XX1s3BdOWpVbjMXUA0x0CpvRgHgvONMDKd8IfCcww3dBhqYU4EpR5T16+h94/Pt9AF9MclXzsrj8RmoXsompzP84trcGFmDwcEhBl2SfDsuAr+3xX/jbva/COyjEeTVpiRplJ63H+qnmHPD+fj8hpehc93y/PIQB+9rZZ7fCU9ATe8CvFCJF2HAnKMBBMMKQ39nxkjoEnK72H1xUTdjm1SPIUGa8xu/2tYQdMy3h6WVmnrewic6z0+lrlcPjBATkugm+k1B0m5TGf9c7+h4EpzxXPGcOZf/eF6/fEc1xqYGKBiQ9KKsABf9v5c0zTUkzB1G6uwJQe08bG2zgloMRubILUHoE1il2ABClOGAoQIKXW7g8yMPhTubF+vO6MKS8rvxztJ203EMkbYWpmkYE5zvg1HlM7vLALkl3Rtvxrm+oh7HaautOMpSQEU9GpOfho4naTjnDMPD/v72a6+LedDDdp6NFk9ycBlfKLum5uxvSIMh3j6LHkMRJM2WVPIGDXOEE5LCHTgADHg74ldRACKMLtb4ZtwEn/RLPvHZoq5W43beBQAf7hiEy+YbpA2SVPQOMNjp8JYfsFNilCJ72fzmBKMM4rrkSJwPHwJUfNeesxY7ec4zSTb+bGc2YoRZnE8/yu2RdgzgHLb0njTBVMm2/sqqdHnL8LDpdx7MZ3NAtMCbH8LS3afsFcb+y2/2CCJ47JNU9Q5W+JD31WL8WDwJQPS7zW+FC4aPvF++pr66Zg2rLUWsF0o0BVSla52b9yowKVNxvMQyh7z9gNfzTEBqe7BORyS26adA0SR7Csqr2F7T5XkVXI3kD+2mG2HGMZk1YqoHYFeSU1Jl2gwNjZ8Bsoq+LkSRhjPUxLIDwqEMy/D6yT0Mg6CWc5kp8OpMOBNo8rge56XqXJZ7WjsqbBDCUg/FbJgyy/C8tDy/TXcitxk+klLfPwGPJKbzal4bagrBbFFXVIt5fN42fZmXJs9PJyWMCFmFyUVtU3nQOWx3JjrpeYclyBKeH3koBwhbSR5Zk2N9jOrTUOlsMf2B4TL8byMwuqsEXOH+NbmimY2u1BYMoLljc6Kx29n9QFiXtvnIcBMsIjtU5ufJyIQ0iih5M/oMbGO2YsHLvQLeMEDo41dQTTvg7j22gWmBIwCZIc18lxlOzK4PnrMHmHgVV2m1+KvG68h/R08sZLnQxIMnDke/mq2d/nFd00NtXRLDC1uvLpjSWMHxfw5HEwDbta6cGl6DkmCFpgyskpvxribrru527xNj+22Ku5pm6emyluZww45BVVGpisrbtl8h2+EGfKdQRTjhsdIee+tr7BnDuGO543DqtY6HnBgPJeOT8sjxDNYQqbj4Y1jVFtCaZg2nzjQx9nz9++fVseWGJNl7yrdM5gylUcKuQmRLjkeGj2ROTLZ87g5zjrR4HpgHkHcUN+77xZbT4Wel99n6b9pJ/8HRm40dhPPqUhBgqmLUutF0xTkCpAakBR7g9peVXGW8jj4f0sNbvCTJKit5HxnMhEADwkMBWcWGDzUkbmIK/spnkQLSqvxeWUIpwQoN0gZefbgYvewJ2+1xEkW5bDe9F1AcbLKYWm2/14iG18aHlN/T1gSmCkCG/0pMamlZj7SoW0j55PfwFeemvpNaXXkaBIECZsWpORqMKKWvhE5RqPLQGbx3tD8tHTekiglqBIEcyjrpUYWOfKIUxHjzABMyAxXyC3wnh1OXmM54QQy+PbdeGaSzA9EZopUFpvhi8w395L15GQUW7YI00geKPUH5deao4pJbvcHPtxOXcXY/LMQ4Pjd9dSTMHUbg8EU7lwOGnH8uKwW5ri5AtOIHIEUy5HQ68qgW7Zzkvmh1FQUoX1B4PNuE3aKsnP8XG/G77pHjBl97RjeywwJQCy259gyolSFphyFjO7sHmT5hhMdumzS9NqC/MRjrxCU83+EQFBekkd66DdBdMIA6Ysh4DA7nlrkhaPkWtKUgRKekMtMGV3P8ex0ts6b6tPE5gSHrn8T5G965Xd+4RHjqWluE6ls8eUYDps8RGzz++Cwwuazttefyzf5We8s2wTy+fENHquOQubeeg9dZz09Wmagmnz7edy7XBMMcXeAOe/DXyg4rXoDKZ8MOOD1y35o0045bCX0PhMk7Y5YMoHGY535h9s9nrw+rPqtHoWPq3r6Y0RO/DO9DN4Z8YZ/HKE7Zp/0aZg2rL0MoApQYnd6kzHyTsMozd06/lU0w3dIDCVL6B4JvyGAShrZj3BNUaAkfe/JMcxpgRTAVYLTE1aycPxpQbUBGgZRm8ku/wfBaYEz9ziGrPPiVZWPVxpYOPpVOwR6HME0+3e11B985Yp1zs613SNEzC9pV4CJR0sTOMIpoRdlklPK721PAd+8fkmbKOAJ0GWIM22nAnPNvkI2gRjZzB1l7rCBV5ZT460m22iWeN86aGlJ5oeV/6dyxJQJgSzfGuYQUs0BVO7PR2Y2rqZ6Vl9c+hGczPjTPtyASZ6R7ngt1UPwdVar/NpwXTN3gCThh5T3rR5o7ZmN1tgyglDVGJavvHKEiB7fLLHTPBi2y0wtbryOfaUY2iZnpOwWG+nKZwkUmw8qTx+rmDwKDDlTd+q+5xALhfP51ueCLaUKzBlHq5icKOw3HiZ6W21zjvHEHLSEz2zBAZCBEGagHpcoJeid/l3I2wrB3zapmD6eLbA09ecE14L9Pbz+uw8ZZdZDYLefo6Vft8JTPn9z93iba5LS1z1geU1B0yZ3+NEuPmjznT01nKYCMeHT1l3xvwGuZyUYztflP16zB68P8vH2Jtj97pM87xNwbRlqfWD6R1E27ukaRxfyd/ejaIaeHpdAbudc+hplGOtFqhkFzfHYjIty6DXj2UkZ5U3lUGIcwZTjscklNLoabXSNoGpnEeXYCrwSC8tgYj1OI9/pbGNjmC63y9d7pcwXf0c42mlo0eS9VCswwJTKdbsM42HwFdGQZUJ45hQhrFdwQLo9CrfENAsLK81bSaYsnxnMOW+5bElCDM9jcMBCKKsk4DLMb4Fcp7kdJu20it7+nL2c1lS61mYgqndutnBlF17HHvGMGtiEKHNGUwJdO+P8xC4cmvyJtJrExybITdZH9PVbptpDwOfHPtJcCXQhsRlmPGdvHla8GLdPC2zus55k7bAlONWqfjrtq58zs6nCNNbjoaZ8Z98QQDFLnfCUf95B8xEIR4HZ+vTw5gmN+ajF+MNLBJq6XFilzzhkhOW2G3O8X4xqTnG08rvi39ACKuEaaZjuyhHMJ3v4WvScZF0TmLiGpMUVxpYdzAQB33iTPc7xTfs0LPF9Sk5+954TAVMbcMEbGVzeAJBmzfHM0Hyh0nKJcgRWmKu5GCXxK07EGgmhRGmtxwPMzdTx/P4aZmC6eMZv3euEEHx2uN3zxUZ+JvicBpe+wTT8spac41z/DHzcekxrshg5ePwGob3E6DkwvxcsWKIQC3DuOwZu+0JrFwKimG8TqNSckx+Qit/SwRXrrbBYQFcfYPpXrQ1gelMBVOVTS8DmFpjJWmEMUcwpVdzz8U0XE4tlN94rQErwuU+v7R7wDTpMcDU8pjSXIHpfimbQwEoekwNmArUUY6gaZkrMOUxVN68hWP2sbI0eiU55pPaJ3kcwZSTtpiGnuOMguomMN1yLtWcHx4L00ZcKTJLYFXXNjwQTDmUgB5kKq+01sA+y7LsfMQNk4ZjWNmOKCm/vJovErFdTwRAq80tyRRM7UbQIxzFSdvYRc4wzijnjZFvdSIYMmy+h4/pOifYcWIOw+ntJLRxjCc9Oou2XzAgy5sjX/dp6263eXq4xM1hycuy6EklyDK896x7bz4bj4aaegz42ceY8ibJtH7R1/HhBE+5mdvecsN0DOcakKeDkpEpIEhvDydm0YvK2fCEUraPk0x445272dt4b+lt5EoDfDUp4ZL1TFx90hwPvb1MXyxlc/IT4ZlATa8loZDhnKxCzyvzzthwznTbE+jpHf1QQOJscLK0zXbs16RegnFmfik8BdTZttHLj5mHAU6YIiRwshXXMGW78oqrms4by/WPTpdj2oAect4iU7JRKOGM43fEhwN6wRzP4adpCqaPbzwXfPDjQwehkBYrn1ft8zfnk/H8vYTGZxlvPvPwGt94NMQshr/fK8ZcnwznNUTQjRbotFZr4IL9Cdflj3VIKt4aefe8s9ytxy+bB8iCkkrkiYXJQ+Xcrd4ux2W/CFMwVTnrZQfTzQJmnLHOcY/7Ll03XdMUJ/awjFgDpjATjZiW6Vx15VtgynVUmZdpCWYEO3oVuc4xJ0IRftjlfbPOthSjrSufXltbvVFXS5radDQowxyLc1c+u8Q5ZpSOER4PJ2MxD8e5sveQ6QiTzQFTgmNeiQ2ST4Zmm2Om15bd8Q8CU3bHc3UDruPKca08Jp4XGj+z7UzDLcGX4RwSQK8qxZUKrO+jJZmCqd0IW4RTM6lIgI1hvGFxeSLHsZlcBolhb4/Z2nQTJIS+M4az7g+bCRUEPis9Par0MhLAuN4iy2ddjONYVL4akeVZE40so5eU4WyD5a3ljYIeTXpqrTLYrc6b9MglR837/gl7rMMxH40QPUTaN0zMcZIQvabmGOXGb4XRfjNskzmWUQLDfWbvN/DpGP97Sc987Dq36uEkKHaDvjvGtni/FcZXQtILTVBlewkN9JARgn85eL1Z75SgbR0T7bX+bmZtWeajh5R18diseH4npn0SzzjHc94STMH0yY3XOT2fHCrj7AHn98whII7XNod58Dpj17xjWl4vvL6sfV5vvI55bTmms4xxXMSfy1c9KM2LMgVTlbNaC5heir8LplzHlIB1RWCKYMq1SK10gYk2MM0WMGW3NpdmInTR68dJP/Q42sZWZpqxm6EpBLDbBjiTs8sNABPU2BVPMOUSSCyXaYvKbRDIuNQb5QYMCZWEWKq0sh5p+VUGYFkmRWAj1LJuhrHuFAFqtr1G4PXM5WzTLc76OdSAgLnxLN88VWImGtGzyeOjZ5djXNkmjptle1h/6UPAlOeC4JsubZJdUy+hmvs8R2wLu+N5vNfsYMoJVCyHkF0k8Mp0PH8BAsVc15UPA0xDjyk9r6lyzrgsFoGb7SOQ87xb30dLMgVTNbXnYAqmak9jCqYqZ7UWMD0XecPMUCcEbvO6Yrrb6SnlzHGuCWql45uZCB8cM0qPnm9MrvHkEWjp2aSnkLP3mZ/pOTaTk6duChQSrMIEVOkBpAe1WKCPSy1ZZV+IzjUeSpZDwCV0EpA58YjlEi5ZN0GSS1jx3B7wty2ttOvCdRPOMLaFHlECIlcK4BCAQoFddv9ziIGVnjBaWlXX1PYiOX4CrgV+9IZmFlSZMvmZYVw3leNDK6obzLngeM/zcu64TquBXzlGjkGlR5nHclCOf5Mcg3Uu6ZVlOTw/HLLAMakEbQ59ull/y7QhIKHAeIu5sgDLYBzbR2DnA4B1bluaKZiqqT0HUzBVexpTMFU5q7WAKaGC3dwEScIWx44S6AiHjovJc1H6wxJGLyTT0bPHPByfeSI024AYPYRWenoeCYGcWHQsWMryuWrK5rhPjg117JYmsLINLMvyhDKc5bGOkxLOrnu2lW0zS0XZ09BM2ySMXersQmcatpFDB9gulnFPeimHnlCWS2O8Y9vZHoIsy+RnhrE8HjvbZwEsy2c61svlrVivtXQW62O3PM8B8zi+ecpWVhqOS1tPhWWbpbRsbbCVS/Dn+TBx0r59fulN7WiJpmCqpvYcTMFU7WlMwVTlrNYCpmpqT2sKpmpqz8EUTNWexhRMVc5SMFVrK6Zgqqb2HOzTBVNOAnI0V2ksc077IHOVl+YqrbO5ymeZq/TO5iqfZa7SO5urfC3bFExVzlIwVWsrpmCqpvYcrG14TFsC9LVO8HyUKZiqnKVgqtZWTMFUTe05WHPANDWz0Ly9a6Gn7zOxcStOmPVkHdvBJc0GzDtg1t91Tt+cxeO5BFP3Gbvvy0vjurbW0moPMy4h5ir/6GXH7muvs3GJJy6HNm+r9335uei+8xJRzsZlpdpP2n5f3pZuw1f74sM5YrN9MUI+u0rzvG3ZzosIiLa94lj16UvBVK2t2KcCpjW1DbiaVWwAVe35WmBcFka7h+CDWT5oP88X/jFZLtOpPVtLSiswy5o8TFyvjm83eVYWlpCJXw6yrTfLNTz5qk4aF392lZ7hVpqH2lPnlzY8VX4XeR8r/wPqb8HGN8q0n3cBHeZdxN5L6S7TvAiT/1UtRPwd5JXeVHsBlpBZhv4rg9BneSDORuS4TPMsjeuQuvr9tWV7Uj0xmKpenLhe2fjN4fhgti86zr+IrMJqe4zqZRNfgesIpqrWKy71YoEpl3ZRqVQvTlxzdMjaEPRc6g+fmFx7qKo1SMG0FcgRTDstuGgWCla9nFIwbd2iRyw+o8wsoL3meBI+mnvB2KpjSSaMC5HzbTIqler5SsG09UrBtBXIEUw7L7yEBLnxqV5OhSdlm7GtfLUmX9Gpal3iawf5Wx28Nhg9l/njY88ITPKIQC+5OQ5eE4xJWyOQL79nlUr1fKVg2nqlYNoKdC+Y+hnPi+rlVM3NesRcyUVQbAbir+bZQ1WtSXy7Tbs5F/DRvIsGUAeuDkJ7+fzRvAtYeTTRvF5RpVI9XymYtl4pmLYCcVD19O1RCqYqVStQWn4V+q4IMLPx+Zu1rIfcIPme8aeYE6BSqZopBdPWKwXTVqDSqnos2BenYKpStQJV194yXlOOLbWgtN0cX8zfG6vd+CrVC5KCaeuVgmkrkIKpStV6xGVS6BntvSygCUy7LvLD0eCsp1pCRaVSNV8Kpq1XCqatQI5g2mnBJQQmPnzRd5VK9emquKIWyw8nGK8pF9mf7BGJnOIae6xKpXreUjBtvVIwbQVyBNOOCy7igv7IXlrduXMHtfW3UFNbjzrZqlqvzkfmmJtih/kXsM37mj1UpVK9CCmYtl4pmLYC8TV29L5wnJqC6cutvOJKbD8dAfdDIdh+KsIeqmqNKq6ow8xd0RiwKhB5JTftoSqV6kVIwbT1SsG0FajqZgPcT6WYt8gomL7cCk/KwptDN+K1AW745eD19lDVo9TQcBsV8gBXWUNrsG/vNS7TdHe/QfbvjbfCXW9tdm8Z3L8/jbXPB8r9fmlYezzpnviH1+u877x9mDUvz83aRjQ26lhX1cstBdPWKwXTViAF07YjffPTkyk4KRs9lh7DwDWnMGDNaTHH7SkMXO28b/t8N7193x7usgz7/t2yHPPc3b+7PYXuS4+jy+JjTeEDm/K4KsOq424ZTN/URnueprRN+w/JY99a9Q5YdRKrTkQgNafUfuZUqpdTCqatVwqmrUCOYNph/kX4ROXYY1QvmxRMn0z7/BLwJ+/OwRc7LsYXO4lxa3229h9na3123n/Y1vrsvO8Y7rj/oK1ljvsPinvMPJ/vsAgfLjyIgOQs+5lTqV5OKZi2XimYtgI5giknQB0KyLDHqF42KZg+mfYFJOJPPpyPv+y6zLV1cxFmWReHzw9LZ5lzmubkcWWO9T6NPUb9X+6yFB2WHEZQ8g37mVOpXk4pmLZeKZi2AtXUNmDruSvooGD60kvB9Mn0JGD6FQHDL3Vegi91spvjZ7Evd156T9q/kP27cUvuluWy7KWS3qEs2f8rCefWCnOOcy6L4X8u8fR2foEezw6L8eeyZbks30p3nz0EVFlmxyWHEJSSbT9zKtXLKQXT1isF01ag2vpG7L5w3XTjK5i+3FIwfTI9FExdgWPXpfibnivx3aHu+KcB6/CtvmvwT3K+vzNkPf5V7B/6rzXwRyikZ/Or3Zbj/0n8vwxab9Iy7z1w6KKOv+u9Gv/Qb62p4+8lz19K+r/vuxr/NsxdyliLb0vcd4a4y5Zxd8tguZ9vvxhf674cPxnrgY/mHzTjZz+cux8/GrMFf9tr1X11NdlDoJRxhO2OS44ImKrHVPVyS8G09UrBtBWIYLrnooJpW5CC6ZOpWR5Th65zeh3/bfB6zN7jD++odMRcL8DhgFRsOReDQ4HJCEm6gX2X4vH65G3Gq/k3PVag+6Jj2HY+DgkZRXA/E2Hg1XhVnWCQYb+cvAO+MekISc7B4oNB+OXUHaac1ydvx/z9ARJ+A0GJ2XA/FYG3Z+4x7TF5BUoJpu0ERndfjMcu33gs2R+EBXsDsPFUOC7FZuJc+HW8/vF2/IUFxo71OxyjK2P5HegxTVaPqerlFNebuH37DtLzKpvA1Cs6B40SpmodUjBtBXIG0/1+6fYY1csmBdMn0+N6TGlf7rIEf91tOTacjjDLKL03a6/sr8Df9VmND+ceQGJWEeLTC/DfozebLvU/a7cQv/9kN2obbiG3tBI9Vx4XOLR36TvU8dfdlxvg5I3QPz4Df9d7lYFSxpmu+05LEX09T+A0G/89cpPNK2vasxT/2G8Nlh0OQazE91x2FF8TIGa9f9JuPr7YfhF+NNYD233j8Adp619IOVadzTJpow1M1WOqenlVXtMgv7t87PS5jl7LAtBl4SWsOJKIM5ezzctqVC1fLRZM+UrpmwJk+mppJzCd5YtNZ1PtMaqXTVEpOfj9yM0GTLlVNU+P9Ji6MHom/0pgbemhEBSW1eD1SdvMrHVC6OcFAlceCUF+aTU+mnfAjO/8gsTRUxkjsJpRWI7Tl68akCTsWWVyDOivp+zEhZh0ZOSX42zEVXy9x8qmNNyyrGCBUr+4DPz70A1mbOtXJI4QOm3nBVzPL0W/FccMkJrxpPayOcaVabosOIQfjNh4T73NNRuYHtYxpqqXVsWVdfD0uooBq4LN64D5Yprui/2w6ECcvha4lajFgmlheS08fdJQU6evZaxruI0D/ulobwfTtSeS7TGql02llTfhc/kKTvgnwjf8qj1U9SjdB6aOXdrOXd32fQIfPabLBUALy2vwxuTtNjDtuMSYh1cM0vLK8JMJnmafQPmrqTuxNzAR689ECLRWoc/KE/icQCzLJOj+eafF8vu8jCWHguAddR3nIq6ZMaFfYZc/65Q09JqGpNyAf1wm/mPYRtMlT/vx2K0Ik/CzzNP7Lsw6tv2rXZfjb3uuMl7Z+7rtnfcdj9u+bxtjqmCqernFl1t4ReWi/8og9FoagI1nUsG3r6mjq3WoCUzplUvJqUZOyd0nirKqeiRmVYNvEHmRYlt8ovMw1D0KmYVV91xMjEvKrkR28c37xoxwPyGzAokSzyWWLOWV3oR/YhGCU4rNm1ucxfEoV3IqkSh5eUE7qqHxNq7lVct5qDR5b0tjsgqrEZdejpjrJUi9IXlq6s07zi0RquMzbPGJWRUoqqg3dTypbkkbjodk2ZaLUjBVqe5Ts8eYOmw5056At/xwqPGYvjllpwDhavzzwHUYtO60/E0oxXgP76a0XAf019N2wsM3Fn/4ZC9ir+cjKCnbTIyiZ/MLAq5vfLwdx0NT8dokDwOY5yIFMgUkCaRsByddfamDHUzjBUyHC5h2IpguQZeFh6Qd1Vh5LPReyGSbHY6BZRkvqhXuKh23jmXYjbBrA1Ptyle93Gq4dRsJGWXCErku7/uqlqsmML1yoxxTDuRgw+m7XhqvyByM2pWDgMQCe0jzxfdEbz53DZdTS5oNZWS7a7mVmLk7HkPc4zBsfSQm77oif8SLTDwhcPrOeHRbFYMt3ln3wCeh9FBgJvpvTMXwrclyw7C1OTatFAPcojFSwgZvTMSYLbEGHB1VWH4TXZcEodvqWCw6lILSyjoTTtg8fTkbgzYkoM/6RBwOykB17S3M3ZeArisiMMojGcO2JGGglL/53HUTR5Ddev4Kuiy9jBFbEjFC6h3oFoNlR1OQ+4TvyyaYnghVMFWpHqRmjTG1g521/Ypsjcf0aCgKBAj/8MkeTNjijbUnL0tYMN6asUdgdFETVNJjSjDddjFWAHaV/J3yQ1l1HYavP2u8pn/TYyV2+sSix7Jj+Nf+a2we03B6Px3AtPMDPKYSxjc7lUt5Sw8G3w+eVtv52XlrmXVs1r7jZ/v+XY+pgqkKqKqqQnl5uVobslu3Wn4vdBOYXs2pxMRd1w1MWvKNycVQj6sCeYUGLvPKahF1rdSAYlJWRRMY0ouZkFEu4cVIzCw3+74xeei+LATrz6QhPqPUgGORwGq0gGJIchHiJH2lA1hS9fKEczAoGz1XhJn8HA9y+Uox0vOrTP2rjyVh4YEEDFgbjs1e6QYELV0VoB2/NRqf7IrFYPcYBEub+cQ0a3ccJm1PFOCtwPnIGxi69QoOB9771pP8UgHTRX4YvDYEA9aEmWOgOFB66ZEUjNkUbo6F3ek85tm7YzFoTTCyCmsQn16KdaeuoNfaeDNbnnUaMF14SeLKkJJdjh2+1zFgfRyWHk6+z8vbHCmYqlQPV7PGmDoBHb2gX+2+3Ew2osf0Vx/vkP0VZrISQZIgyjRWfk5SIphuvxiHr/dYge+P2Ch/zwrM61D/bch6MxaVb6D6Wo/l+M5gN3hHp7n2mHZ08JgSTDtJWJcl6LDgoBnTuudSgvHCWvUac2q7MWfwpDnGO362W9MYU52V3+ZFx0tmZiZSU1PV2pDxYaSl6x4wnbDjKlYeS0ZmQTUyxA4GpGPw5lQDpvllNwUyr2PKthh87BmFMZuj4RVdYGDyTHgOJu9IwJx98Vh0MAHZRdWYImk6LPBHnxUhmLkrxkDe5vPX8PG2WCkjCiM3xsgf8XTjYbRkwDQwGz1WXMYevwzkmDEhNpDjhu26LgA6Zmuc8ZhaYMpxqDsuZWOJQKSPAO2wzUkCv4WmC3/E5jgB2kST7kZRDSZsT5EbkW3fUoEcW/clflhxJAFTdqcKSNpmvccIRI/eGIHdF9PQb20kDgqYss45e+IwzC2kqW30wE70jBUwjkRVbQM8va+hy6JLxmtMEWaXSdt6rAi9z1vbHN0DprN9sehAvD1GpVJRTzb5ybY+qQFT+xhTLmRPeHMEUssMmE4lmMbib/usMl7SSZ6+KKm6icUHA80SUv1XnzQTpwiq3lECphHX8A2OMbXAVLZNHlMB0+8TTDsvNXX+z9gtZhmp9PwyvGafiOWqHSzDKu9xrQlMdYxpm5eCadu0VgemBL6+q8IxefdVY0Pco9F9ZZQBU469pJeT6ZKzyjHv4BWsPJWJkso6jN8SgWm7EnA9rxJp+VW4KaAYEF+A3suDse5kKpLsXtSY66VmLGdGQRXm70/A1F2pxotqiZzH7vppO+MwYEMipu25gsNBWQK1d9NkFlZj9Ja7YEo0jE0vkxtELC5fpTe3GMO3piI0pci0dfiWFGw6k2LyFpbXYYKnAPTeWLNviWDabbEf9giArjlxxax9Rs/nscv5mL47ERFXijDIPf4+MOV4U4qbhftjDQTnldZiu48NTAvK7kLoTt9r6L02Vs5FmT2k+XIG05m7ou0xKpWKeiCYPsiD2M0GePzcNCt/8rampZvuM8nLWflvTN2BbRfi8I3eKw3EcnH+uIxC+TtYIw/VSfjOEDczq58eU6+o6zgbfu3eWfkCoRyLes+sfElvTcSa7OkjfxNrcCrsqin7T9stNOUxP43t4wSrJo+qM7hy35Un1W5NYKqvJG3zUjBtm9bqwHT89lSBnlhcjCswtu5kCvq7JxkwJRylCDRu903DXAG7wW4RWHj4ioGvAxzb6S6guSMOvrH5ZpknvnWh/6pgHAjINJDHrvi0gmrsuphhPH6D14Rgomf8feMumY6w65dQJIAaj56ro7DzQpqZmU45gym9ke5n07D02DWkZlfgWGi2GUvqHZVrAHrE1hRsPG0HU4Fggum8vXFm3xLBlCDJrnrf6FwM2sQxqvmYdyAZewNzkSGwPXhDwgPBtPH2bczeHW28wMUV94Mpk3mcv4Jeq6KMx/dJxAHchFIF05dbmXllmL3ZC4MXHMYCT197qOpRMmD6wUM8ps7AJvuc+PTdIevlb1os6upvyYP0MdNFzyWk7skrxleGcgxpzxXHTBf9/4zajK8JHH5eQHHcJm/5rVdj2PozBjw5PIBd/mGpN3A5Jcesg8oF+lkOy/8Xgdb4zEJcTs3Fb6buMm+RYns41vQbvVZi6jZf+TtXjoirufI35Sx+PM7D5PnXQe544+OdGLfhvFmov+m1qI5w+hAopdnGmOorSVUKpm3VWh2Ycozp1vN3x5hejM3DMI9rZrxmXFopRm2Jx+JDyTganGk8pIuPXjNd04TG4ORCLDiYgl4CkqGpJcYr2m9lSBOYEkBHbY7GrH1JOB6aJX98ozB5R5LpbrdEKOXsOXpXqQIpe9C6CKw+nd60MC7BlJ7drT42MKU3ddHhVAxxjxEQDkL3Jf5ovyAAEz1iTHf+iM2xWHIwHo2Nd8zEqnE7rmLz2XuX4XEE06LyOowXeB22/jKGrLssgFpghjVwApQjmA53CzV5ORSBM/+Gb47H3D0xqG9ohIfXVVMeQZhjSjmLf+beZAxcEyrQ/mQDjzneV8H05ZcusP9kemRXvhOwcRb9dwevx4StPth4JhJ7LsSZZaM4M/5rPVfc7SoX6OPnb3S3rR+66kgoPM9HYbqHL340aosBPcLtJCnn+8M24M87LMYPRm3E3N3+2O4Vg20+MZi1ww+vTbS9Qeq1iR6Yvv2CCfeUeL7R6XcCpyyH9dGj+RcCu29M2WmGBvjFpuNSbAaOhVyRh/oEuJ0Mx4BVJ/GtvqttE6Rc2SM8pjr5SUUpmLZNa1VgeuVGBSbtyZQ/hg6z8qNyMHxbBoISCxAo1ndNBI6G3IB/QoFAZSKWHE83YErvJCcp7fNLwwC3OFyMKzTjTIdviMaCQ1dwQaAq9UYleq4IxcaznKlfZMaafrzrCnIdwJTQdyI8H7v8bpiJSlu9r2PQ+hgcDskR+G00+fZcykC/tRGYsTtRADcbRRW1SMmuMF34hEgPr2sY4J6IvX6E2TosFigdtikeJ0Ky4H5WytuQiOhrJfYabSKYdl7kj72X0o13c92JJHReGWtgkkCdlleFwZtSse9Smg1M9yagj0D3qbBs7Bfwnr47GSO2JJlyCeGbz11Bp0WB2OefYYYi8BwM25SIE2E59hofXwqmbUMKpk+m+8D0EV5ETkKix5Tvvedkp2/0WIm/77Ma3+yzymX6v+q6HN/szfjV+NteK/Et2bKL3or/eo/lxtNKiOUi+CyX6egB/bZ8/ob93frcMo5bWzlMxzGoUo69Xqb7YkebN/RfB7nhf8dswU/GeeI/R24ybSTgEjCtuu+xh0Ap42weUwVTlYJpW7VWBab06q08k2NAylJYShHmH8sxSy5x8tMmrwxM8IgxXeFLjyRji5fAX2WdmYU+yTMGE7ZGY+3JVElbi6qbt7DHL8t0u8+V9Hwbw1av6xgv+Tmrfc2JVKw4fq1pghBVJ1AXmFyCT/Ykou+qy5i2Iw7Hw/JMGnaabzxzxcy8H7MpAmPFxm+JEgC+900OMWllWHgsy3h4qbT8Ssw7kIoh68Kk7lgDknX1dydcURw6MNkjCucibODIvIRmnotbjXcMnM45eF0AXAC5nh5ROQ5px7hN4Zi6Iwbu59LNslj0jtIze1KAdaKcj7ESP9kzGqtOXoNffJGB2ifVXTD1wVTPSHuo6mWTgumT6ZFd+S6MHkcCXpMJtFmeS1fmnM7RY9nkYeVnMZPGIb01iYnbpjKc4pyNZfKtUBxjSjNAKunvgW6a4/7DwFSM+W2TnxRM27oUTNumtSowJYCVVd+6B57opSypumVmy9OTSNjk5B56SdnlbhacFxjjsk8MtwFpg0lL42z5gvI6A5Ycj1kt+0zDLnrmKatuuG/5JHoc+Z5bdntnF91EvX1sKVVWXW8mMLF+m9WZdjuKwwpKqxqa8jGWwwBs7a5DrRyTs3gMbKP1limWWVxZ37TPNpZIGZzUxePiCwc4aYttIHDznFnjTSnmY3kmXrY81idZJspRjh7TMRvD7KGql00Kpk+mR3blqxkjDHfgGFNdLqrNS8G0bVqrAtOWpBvFNQbECKkqm/zi8ppm5Y/eoGD6skrB9Mn0xGD6CA/jPfagtI9ThgujZ5SeTC4bxbGvNrP2Hc2pC/8J2mMD0yM6K1+lYNpGTcFU9cxEL3JHvitfwfSlloLpk+lJuvKb7HHB8gFd7801dvWzW57v3/9Sp8Vmxv/fy/f9vaEb8H9jt+LXU3fgndl78eHcfXh/zn78/pPdZtIU10bluFRCrFliymrHE3Xlq8e0rUvBtG2agqnqmUnBtG1IwfTJ9FCP6eOC5+Omp7nK4xBGr6j1Pv0/5/qn/dfhjSk70H/NCSzYH4g9FxNwIYZj1XMQn1GAqzklSM8rxfU8vj2uGNHXcuETk4Yt56MwzO00fjhiU9P6pgRbV3XeZxJHMO2oY0xVIgXTtmkKpqpnJgXTtiEF0yfTI7vyCWz0LLraWmmc9600rvYfVIaVzv6Zs/+5KP7nPlpoZtS/O2sf5u/1x4XYdFzLLUVheTVqahvQ6PAGvIep4VajWYA/IjUXQ9adNasFEHjvqdfaOrbdbgRZXcdURSmYtk1TMFU9MwUImHayg+nAVUH2UNXLpujUHLw/zhO/Gb4R743zsIeqHqVHduU7A6TjvnO49dmVMa1jGud9MXaxW+NC/67PKrw1YzfWHL2M2LQCVNfWm5eVEAqcxfC6hluoqWtA5c16lNfUobLGlt5ZzM7XH687EY5/7LvG1NXUHoe2OJutK/+IekxVCqZt1BRMVc9MfFkAX5tKMB2gYPrSqkpgJCw+E95hVxCedHfpNtXD1RImP9Ebye71r3VfgR+P3Yoxm87jlHyPpZX3vt2OIljW1t9Cfmk1krKKEJSYjf2XkrDqWBg+2XkJozd5YdCak/jYwwfJ2UX2XPervKoOs3b54etSZ9OY04cck23y02Gdla9SMG2jpmCqemYKSy1Cz2UBCqYqlQt9mh5Tjh/luFG+v/5nE7dhwYFAhKXkoOqm7W11jqJH9OqNEpwQYF1yMBj9V53Er6ftwveGuOPveq82ZRJu2f3/+Y8W4qfjtiLyWq49t2tFXcszb5Yyryh1PBYX1jT5ScG0zUvBtG2agqnqmUnBVKV6sJrtMXUBlk2fnaH0UWlln+M7/7zTYvNmpiUHggUS8013vbO4znH09XxM2eaD3wqI/r+B64xn1Zphz4X02R3/5a53F+5nXJfFh3GjqMJeimtV1NRhiNsZ8679e9rpfDxitjGmOvlJpWDaVk3BVPXMpGCqUj1Y94GpK6C0QNNxa6VxTsetC7Cz4giP9JL+84B1WLgvwHhB2TXPLnqq8fZtlFXV4lJcJlKyio33dMYuPwObZj1S2d7T9W5vD8s1JvucbT912wXcrGuwFfoAETDm7w80ZTa13SrX+mzfZxobmKrHtK1LwbRtmoKp6pnpsoBpLzuYDlodZN5wpVKpbHqkx9QB/h4Ip877VhqH/a90tnkd/2ngOgxdfwYx1/LsLbCJcJp6oxhbvaLx9sy9+Mf+6xCakoMbRZXosuiw8Y6yTJbxF51s3tK/ECOMcijA13uuMO/X/7teq/BdqWPvpXgDEI/S0sNB0rbH8ZgqmLZ1KZi2TVMwVT0zRV8rQf9VQQZMh6wNRnn1/d2FKlVbVbPGmDrvO0KoY7hzmN0IkX8l8PjerL3Y55+Isupae+02II1PL8S6E5fx6yk7TTf9n7RbgP8dsxV5pdVIyCjEj8dswefaLTQe02/2Xo3/GLERv5K0nRcfwZgt3pi31x+rj4Vh6/ko7PSNxb5LCcgseHg3PnXr1m1M33HRgK6rdjvaXY+pduW3dSmYtk1TMFU9M8WnlwqQhiiYvuTKLijH6r0BmLfVx2xVzVOzx5g+gXFyEycjfavfGgOAqdlFTUs48eaelluKlUdD8ebUXfhGz5X4YqfFBgA/334Rui45KgBbh/MR1/Cfwzbgl5N3YLx8tzsvxiMgIRPxAqzZRZWorK1HfUOjWc+0OR5SRxWV16Dn8mN3l4x6iDXNylcwbfNSMG2bpmCqemZSMG0bCk/Kxq+HbDAL7L8x2N0eqnqUnqnH1CGcIPcFgVIu/7TfyUtaV9+Io0Ep+NXH2/G1Hitsk5ckPfNxjChfOTpj10VU1zYgMaNI4PQ60vLK5LdbhwYXa5M+qaKv5eGn47faxphax+Fs9uNnmg66wL5KpGDaNk3BVPXMpGDaNqRvfnoyNXuMqat953D7Z0Im1wcdtOYUrtwoAf2YtKraevjFZaLLwsMmzRc5btTKb+UVAGR3/ZHA5Hve6kRnKJeMKq2qxY3iSiRnFSMgMRMHApIQKYD5uN5SelndTlzGN3qsNDP67zkWF8b2dtQF9lUiBdO2aQqmqmcmZzAtrqizx6heJimYPpnuA9MHwGZzjeNJv9V3jVlrtLC02l4LkFlYjtl7/fFvQ9zxxQ6LmjykznVw+acfjNiEiCu2NUhrBUbT8kpxITYD606GY8i603hz6k78+1B3fLvPauNx3XAm4rHBlO/Uf3fOXlOfq3bcYxJ3d4ypekzbuhRM26YpmKqemVKzKzBmQ5gdTEOQVXj3Zql6eaRg+mR6lmBKKP3+sA0GFPl6UEfNPxCIr3RcbGbA39N17gymUsZbn+wx4Mh32y8/Kg+Vc/fj3wRE/7r7CjNmlctNcTF92jd7r4JvTLq9luap/lYjNp6NxDd6rnggIN9jTWCqHlOVgmlbNQVT1TNTWl4VJm0NbwLTjIKWf3GpHl8Kpk+mZnXluwqnOUAsgfKHIzfhYEDCfVBa19CImTsuYv6+AGw+F4VfTdlhJka5KpvjTQevO41CgdJzEdcFRpfjSwKi1hqmJp29Xob91+hNyCgst9fUPBF6fzJuqwFcx7ofZgRYffOTilIwbZumYKp6ZlIwbRtSMH0yPRJMm2GEUi7p5BWZ1jTr3lEMq6yuNYDKyUtLDgfbwNSpHIZxuajlR8JM2qVHQvEn7RaaCVGMIxwSRlkf1zD9XLsF+GjBIdysv2Wv6dHi8lSD153C5zssuq/+h5kNTNVjqlIwbaumYKp6ZlIwbRtSMH0yPRRMH+YttduXOi7Bf43YjMD4LHuJDxe70WfsvHgXTB3qIPz904B1OBaSKjB7B92XHDNrmv6VpPlmn9X4t2EbzFqnXZccxqiN5zHJ8wJOh1+zl/xo0ZPL9VL/SupxBcYPNKm/yWOqY0zbvBRM26YpmKqemZzBNC1fwfRllILpk+lpuvLpufz3oRtwQkCyuSosqzbvsf9yZynDqey/6LIE/zt2K0JSbqCkshbt5x3Ch3MPYPqOC9jpEws/gV/O8i+uqBHA5bql9kKbIXpgjwQl4z9GbDBeV1PnQ47N2e525avHtK1LwbRtmoKp6pmJk51m7IjCh3MuYMDqICRmltljVC+TuI7pb4dvwi8Hu+ONIbqOaXP1pGDKsaDf7rfWjBnlMk7NVVxaAX4xaZuAqcChM5hKme/P3m/e2sR35EdezUd6fhmqa+tx+3Eo1ElcdupSXAZem7zd1OFY5z32EFAlmHY0HlMF07YuBdO2aQqmqmem3JKbmLc3Fu3mXkD/VYGITSu1x6heJlVU1yIwJh3nQlIRHJthD1U9SveBqatZ+dwy3L7lup9f7bpcHvguobTy7sL5zdG5iGv47uD1BvTuqUOMM/bHbPDCzbpbj+UNfZhYTJQA7q+m7jSvHuW79e85RmvfEUodP9v3dVa+ytKLBtOUFDEX4Y7GNMnNSOdszSn7RVpLa4+jKZiqnpkUTFWqB6tZHlMnWP2SAF6PpceQU1RpL6V54sSnDWci8TdcpomeSycA5FhS99ORzwxKOekq4lou/mv0Fny+vcMMfKtex/qdYdXJbF35h3RWvuqZgmlcYgpCopIQHJl412Q/Mi7ZgGZARBI8zsTjpH8i4pNSXJYRHZ+MDSdjMXVbJLyCE1ymcTYC4KWwRHieSZCyE0xdrtK9KCOMXgyLx7ZzSTh+Kda0z1W6T9MUTFXPTAqmKtWD9biTnziulJOQghIfH9DKqmoxfouXgTzOtHesg/uc4HQusvmTmR4mzr73ik7DG1N24PMdFt+t70lM2tg0xlQ9pm1ezwpMk5NTcfhCPMZtCsfoDeEYuzkKY7dEY7xnAlYeiTdw6nY0Bt3WJmPytlgECbS6KicsOgnTd8ag07JIHPCJa5bHMV6AeM2RGHRZlYBRGy4j4QHQ+6IsKTkFy/ZeRrfVcRi8OuBTb48rUzBVPTMpmKpUD9bjeEw5k/0L7Rdh9u4ANNxqtJfQfGUUVKDd/INmYXzn7nMC73+P3owr2cX21E+umtoG7PNLxE8net47ptSqz3lLewS4NoGpTn5q83pWYJooMLb5ZDQ6LApB92UhGL81GpM8Y/DxjkSsPhqPKAHTU/4JWHQwEZ5nbfuuyrkcI2C6PRIfLQjEAe+YZoFpkkDxMT8p+0ACtp6ONfuu0r0oo8f2sE+Mac/G45FIUo/pE0nBtJWooKwWiw/E4yMB017L/BGaXGiPUalUzfKYcivgxrcu/efQjUjLfbIJhLHpBfjRuK0GQp3h8AtS9odz9+Om0+L8jysOF1h1LBTfGbLezL6/Z0yp89Yy7jtCquNn+75tjOkhXS5K9WzB9ESkAdNxm8JwITTedOWza9/qyk9ISpWwJNNd7wicsQkpuBiWhEuXExERm4SZO6METIPuA9MYyecbmgjfkERTphVO4zCC4KhkxEhZjuFJyckICE+Et+QJj5F6nSAxJiFZ6k40wwZCJH+yHIcVxzZHSp3RUiY/h8cmSzkJCJVjYjq2jYDtI2XzuBzzxicmIyQ6xbTZCqOFRSfDKygBfpcTTBrHOBrr8JI6zDHKZ+f2so6giCSThnXSO+sY31xTMFU9lbhW4rHgTGz1uoIF++PQa3kABq4OFjANwKA1wRi3ORwTtoQj5rp6T18W8WZBL15d/S3Z3r/Iu8q1musxJeDR0zlrj7/5fT2uOKv+dFgq/r7PavxFl6X3weDnPlqIGTsv2VM/vjieNDO/AqM2nDdA+mVn+HWEUYd679m3ts7gKkaPaUftyleJngeYTtpy2aVHdL93LLotC8WCPVEGQAldZwLiMNI9FF2XXUbPVZH4eEuI7Ieg3Ty/JjBlV/ie87EYvCYE/dzi0W99PAasuYxNJ6IEapMNnG07HYkeKy5j/p5IJEp6gqRXUBw+9riMbsvD0GtNDPqvCcfWUzGm6z9WoHD7mWi5h4agx8pI9Jb4HstDMWv7ZQHkBNO24IhETPSIxvQdMdgox9ZrRYiUFY4+K0PheSoK+7xipB1h6LYiwuRdfTDC1Mtj9ZT29HeLkfLCzD7Px8pDUei5PAQDNiSh77o4zNgeKbCcZOLDohKx6qC0Y4Xc26UtPBesZ5WUaZ1LAvbsnVL/6ggMlDL6rYs2ZRKuGf84pmCqeio13r6D5YcTTPf9B7N80XWRHzafTTWDw7meKa37En9dbP8lUmFpFQ76xmLbqQgc8omzh6oepfvA9AEAxwlP3xnkhqDELHNjflxxSaklB4MF8GxDAhzrIPR+vv0i7L+UaE/9eKqsqcepsCt455O9+POOS0z5f2WVT7OOyQVwPjTcMmmjzWOqYKp69mDaflEwxmwIxWkBTt+QeFwITTDwRdDbeTYGHRdfxqxdUSaMcDp2Yxg6Lw3H8HVBmLUtBEPXR+Kj+f5yX7tgwJSgd/RiLAasi8TAtZex4VgENhyNwDA3AcJlYSaOYLrpeIRc02ECexEGTIMEKj/eGo5OEjZ6fRCW7A3DtO1x8ruNR6TUu1/K7r78Mvquvoy5O8OwbF8YhqwJljIuY/auCOPVDQxPwIj1oeiyROBVwHPSpmCMdgtCp0VB6LwoAF3EJksdY9yDJY3klXDCI8/HRmlPj9XR+HhziNnffS5aYDQWQ9cECRBHYsPxKCzdF26GLsQJWK4UKO289DIGrw2V8DDM2xmKvitD0GFxqDmvCQLT645EouPSMEz1CMUOKWPt4UgB5pj7vMfNMQVT1VPrWk4lOi+8ZCD0wzm++P/s/Xd4HMma3on+c/e5j1a60t690l1Jq5UdaXV3ViuNzGq8O5rRzJxz+rSj9957z2bTO3jCe+9Bghb0AAhf3hcsAZAACIAkQAOC3vR744uqAguFLBIAgapC43u73wesrIzIyKyqzF9+8UXkzOO3hqCUuvUjzzfg+avRz7/ICmzpGjrxi7WJcnL9P1kV51zK+pwkmP7mExFTp+m58n9zIA9374+vG5/mJV166pLio0D/7qxg/KMFETC29jrXHr3aeh/jRGEN/q91ibIe2XVPdodNb2D6OSAlO9chMOXBTyzSRIPpN0cqMTuoBhsSzdiYbMGW1HqkXa2Htb4ROdfM+P6kGgezHZHCK9U2AXN1AsY0cvQ6RUaLxQ35ikiKmFZJMKWu8OBCgwA0FeLOGWARr8mxAtLmhOlxIk8nwTRFbHtGsBr7M3UyInpalJ0TosKKKJWEY4q8qk2N4t/1cjvbk1SYHaoTQKiXqQQEwBTRXRiuxtzgalRo7KgRcLs+jsCZIpcGGbkk4F4ToxHt0eB4rk7ux806GzbGazAzVI/CG0Z5PAiU558yYk+KA0zp9Zwwndwu1UttpnYSsFcLAKZ9JvilKCy1xSraRBFYiiSvja6RxyHsjDh+AlRDCvQSaGk9mt3As7t/NGYwZX2xqOtQ5pYeLR8CUpcXh1VD19I3rsgPKzDFT34anz7ble805YWujClB39MXzpJjE5X7kz1ZMpfUs27KXf1Pm5PxeHD0c6LSk5xuGu/gq8NF+F/mh8tn5w9B6ST446h8zjGd7ppwMBVAOT+kBnvSDdiXacT+bAsKSu0SBj3BlLrSKUK5L1MPtdERadTSqPwMvXPwk0mutyNZg++O12JNVDV2JddKr46uw5wIiwA9zQgwpe79pIsmCY8HsnQj8jypLdTLuPiUVgCsaWg5wSiN6qdtX6q0SIDcEK+Tg7lu1NrkOrRsVxqBshpnBUTTMorA7k5RSzDNvqIMpperrFgdo5Pd/ttSDIgsNsjpswgqL1da8f3xaqyP18rcU1qfTPtPEd15wZViHxqQJ6B1sXi9MNKAnalapJaY5PFyrT8WM5iyJkSNnU+xKLR6GJR+e+QW4kqaMPDiywZZsAJLDKbjk1cwdYsm0lRL5F3pZXj6/LWz5NjU0NGPf7E0WuZ/DtXvTBWgKOqsoOJRjfSndRo7+8VFphT/cnm0I0rqnhrgabf9GHpN2/W23H2Zmx1gepZH5bMmHEwpx3RHihY08ImAkEwgSOt4gmnKJYJJnYBHvXxN69Df/VmuUfkO8KLUgO/E6w0x1fghtQ57U2qxL1Ul68m8YpZgmnyRuvIdYErbjDtnlNB7NJciosPBlCKus09WYmmUDsVl5qHlVQIKtyTp5MCrixWeYGqV68gUAQHdtB9nyx1gSikJuwSAEpjmXFUGU2rj1WqbTDWYHVSLeeI92hblsVK0mPZ3c6JuKBWATG1bFq3H3KBKmKyNMjp6usyK7claAbhazI/Q41i+Iy3CVWa0ZjBlTYhevXmPgso74s7qYzf+slO1qLY/cK7B+rmIwXR8+mxXvgA2ikTStEubE6/j8bOXzpJjE03fRFFNAjz3uukv5YUeL6yRA5i8ieYlbet5jONFNfh3axPwdwTMykn6PQHT0+4Q6u2vaz3XvxXMo/JZLk0WmCoNfvIE09OlFhnV3JSolfmoFD28WeeIWn5ztFqCKUUjCeZmBFFepVEA3vBtEvB5ginlbGZcFmB6sg4b4lQSkqkrnwYJ0TypBMrLIqoxJ0QjI61UnrZ9sdKCpZHUlV+LW2pHV/5EgSltk7ZD3e+Xqxxd/9+f1KDgpkVsy4Y5QTVysBNFVqkttG9Ux9ww6sqvFa8dYCrrEC6SaQcqLBC+WuNo21jMYMqaMDV0PBVfaLXMM/1GmEbpP3n+xvku6+ciBtPx6bNd+U5goxH5M06cwb3+AWfJsWl3Rhn+1ncnRF0eA5+cA5UKBbgqPQ//zdv3sHc8RMwlHf77vhwJiNT1P6LbXgksPwObI/yJ9XlUPsulCQdTAZCfBlPNEJjW6OqxMKwGs0Mdg32yBEzuTtPj22OV+PrILQFfZgl0KSUmzAnVya7uvOsmXKq0ymhi0iULSlV2B5gKiHOBKZW5JmBtZbQGM4NUOJ6jQe41IyKKLTJPU29pRGihTkIxDW6iEfb5ot7dqWo5WOpgls4x+OmTYKrxAFPqyjcoginBKK2beskkwfNMqRnbknWYJbZVLJbTsdiVqpXt2ZuqQsENE9JEm9bFUd6qVg6Uoqhv/k0bsq5Z5EwGcjDVKQ1WxehRWudIMxiLGUxZEyaKmqZeb8H3R2/J6aJuWXqc77B+TmIwHZ9GC6bUZf7baxJQI47zWHOz37z7gO+OnRZg6jHwSdQt0wTEv1PFheXDh4/1fvjwAdb2+wg+U4u/EED6jxeeEnAcNDzi6m4lqHRf5h4d9WalOpx2gClHTFkTB6aOqKWj+5zyH6nr2XOd3Otm8b4Oh3NN0AsYo9HziRdMWBihFZCmxfxwnYwkbk+sxbdHK1BUapGRTop4Hs83Ym6ICoujjVibaMOyaIMop8b5CusQmM4M0eJAlmO6KAK5tBKLgDe1AD4VFpzSY+EpA06dtcjIKXXb703XyhH3cmomUe+soDoBxjqZT0owKcE0QS/AVI0bdR/BdE+GIzf2/C3HMorq7knVYHa4yQ1MRfuizENgmi6gm/JF1yXZsTrBIvZVI6d+ogiufEBAhU1GimeINiyJNsluehoMdTxPL9MZKD0h4oyA0SgD1ifbsSLWjPmhdYg9b5YQ7TrGozWDKWtCVd/xRI4U3C7uuGjQBOvnJwbT8Wk0XflDcDozGMujSvBqjL+h3seD+J2NKY4nPrnqpTqdsEj1/snuLJQa2tFw9yHKzXewL6sC/3lzsoym0rynEkhdZcYCnG7b8frXtZ7r3wp2jMo/yxFT1oSBqQsgi8rsAuxo1PnIdQjC6DGjpep6CY+0jEbEU9d20iUrMq86JuWnAUCFlF9qdgAXdW3TlEiXKm1IKbEi/oIV2ddtuF5Hk9Q7Jrqv1dtxWmybJrsnEKRyNLL9uoDMtMsWJIv6L1baZbSU6qN1aGQ7AWHiJQsSL1pxTvyb2uiaKJ8m7b9cUy8fteqCP5oU/5rYP9oP1zRNBMbXa2woKq8XEOnIEaVHrhbfapCQS6+pPD3HP7nEsa+0XYqUUlvofToeNDq/4KYVcRcsSL1ixRVRJ0WeaR0yAWrxLWqvDamXbXJWA8+BXaM1g2mA6OXLl3jw4MHPwvQjqja1Kb431fzo0SO8fTty8BbN3/po8I18DCs98erF6/fiJOp8cxyiol9U/ksKO/Xi9TsU13bBdufT0xQxmI5Pn42YupngkLrR92bcwsOnL+T37XOivNGcCrsAzDAZHVWql0zQ+v8W8PdPFp4Sf4PlvKbDHifqZ9O+f08R00aOmE53TRSY+tIEokrLfy72xf4xmAaInjx5ovgBsf3ru3fv4tWr4VPrUMpCdf1DHD3dgtUxamxPMyOz/A5eCjgdjwg67jx4CfvdgXFFmak9mtuPca9/fNMLuXRfAPaME7XIuHlbgrI3GZvu4S/XJ0kw/ct1Sc6lrM9pLGBKlrA4NwyLwi/iqq5VfL7PvA5aeiluKm5Z7+LPdmfj7838PGQS/FH0VEZHFd7/pJUinp+Jgo7wJ9Z3gGkxj8pnTUkwZX+5GUwDRAymgWlPMKXAZI39AdYm2XCwsAXnVR04XXcP4ecah6bFev3uA/oGXqP/2euhSCb9pagqQSjlAdL7tB6JBoilld/D/rxGdDx4Ltb5IAGEIJX+/fj5W1mO6nj28h0ePHkt/5JoEEtrzzOsTa5HYdUdWadrm/S40IdiO48H38jySqJ1n796L9r6Bg+eCjA9dgs55W1DYPpSQO+Dp7S9t0MDZmiezPOVdpmvdLFyfE8Qmo4aNZi6dYkTpJF/e008FoSdR+R5Na7q22Bsu4+me/1ovNeHMks7gopq8Qc70h2RUvfuc28A6Ln8ExFWaff33cu6listU7JrPddfhXVpf2fw4CeWEJ2fGEynnxlMA0QMpoFpTzAdEJAYebEVCyN0aL8/KGHtrYDIfgGA796Lk+jD54guacXevGb8IJxf2YGnAlgpmpp4rRWFlXcQK97/If824i7fxlMBpVcNvTJZfE5wDfbktcDU+ghG4ZhLTUi62oyQy/fR0j2Aa2K9A/lN2J3VgKNFTVA39aH38UuEXGjF9yeqsSpWj7SyTjwUgNkp2hEh2rlX1PdDbiPSS9slELuLTvr2jicIOivWEe2JvtiEOScrkHvLAabtvc9w/EwjdmXacaSwEXUNfV4Bl/V5fRJMPUHRza4ppCj/kya4/9fLY/E7m5Lx+wJEf297Gv731XGOie/dn8akZKVtfGK7iv7U+u7vjQZOlSzec0wXxWDKYjCdrmYwDRAxmAamPcGUnvm/v7ANe7OsMiLpLoqIHi5swK6cZpRo7wnAa8fSOJuA03YZcdyVpsfiKANOnW9AcHE9FkdbUGF7CPOdJxL+6FnLqTfvim08x3VDN2YFq7AuXoeMsg4JpsV193DN2AtT+2PsyLAi5GIn7gg4LqjqwOwQtXyKyS17Hx48eYk9mWZsTbfjmr4byVdbsDKZorudzpY6RBHeA/kN2JbRgLyKO9idbpTz0hWI9hKA/5BTj0P5dvnwhNjLLVgRpZFRVdb49NmIKQEbAZ3SX+c6jpH1jigqwSr9pXzRoZxSVxn6t5c6htZzf+0q4/7afR33157L3ZfRX/e63Nd1f+3667ldYUfElEflsxhMp6sZTANEDKaBaU8wbet9hh/yWwWw1ctIqbsIKOk5zEVVd+VrcU7F6hgNQs7dll33ezKt2Jdllidbgr2dee3Iq+zA81fvkF5xD/tyG+RAKurGL9F0YV5IDbQt/XJ98qNnb2DveApVYx+OCAD+saBVgnJ3/3Msi7fhTI1ju7aOJ1iXdhtnqu/I1wSgGxMNOJAzfJogiu7ODqoS4HxXRkK7+19g5slq5AmgNrb2izqaEXepUT4kIeFyk5zOxHr3qbM0a6ySYOo+Kt8Tytzhz/O153LXv5VM67qv4172U/Yso9Qe17+V7L5dz3U963Z/z8OOUfkcMWUxmE5XM5gGiBhMA9OeYNr96AWOnG7F6lgdnnk8arWxawDzw7U4X9chXxMCbk7SI/h8q+xe35tlw9F8q3zvdvcA9uS3I7+qE4Mv3yK5tAt7c+px//FLCYkUcV0aUYumLgcI9g28QsK1dvyYa0fUhUZsTTHix/xmCZcUNV0WZx0CU22zgMr0dlzVOS7slEZAc9D9mGkY1hXfKtow80QVztU62vto8DVmHHN05dc2PMCqxHocyDYhvqQJ8VeakXK9Fb2Pxvc0ItbYBz8NebRgSfa27ljq+JyV6hrrdj/RHoqYOgY/ccR0uovBdHqawTRAxGAamPYE09dvPyDtRhsWRJqQVdYmobBJAOklTRfaegflY9giL92W3ekt9waw6JQeiVdvY+DFGxkxPZJnkfVQ17wLTClimlLWiU0pFtR3PsWgeH1Z140lbmBqv/tEPhLurOoeHguAPFHchANFbRJMOx8OYnGMGcnXWuRAqraeZ1iVYEfE+UY8evYaxtv9WJvaJN93F0HwklMqnLp4W0Zez9Z1yq78/Ip2NIu2b8psRdLVFjx9/hYDL9+hs+853r/nHNPxakTE1NMeEUp6UhPllbrySwnYhtZzlfGwq4xnhJK6+mU9XizrViojlg/lrdL7tHyOKEPbcZVzKzNUh/gr2zLTse6wZ+y77aOSP0ZMGUynuxhMp6cZTANEDKaBaU8wJdG0TMdPN2BZfAM2prdgQ8Zt7M2xy6hmdnk7lsVasD7RhPUp9diRbpXRUcox3V9wGwdyzLKO5ntPsb+4F7mVXXLQ1EX1PSwRcLk5sx21jQ9RYeuXT+Jo6HTMKdolAJRG7a+JN8pc0JWxOhwsdHTl03RR6xP0WJncjMgrHaJ9z5F6o1XAqgUbkixYk2TD1jSrBFF3vXzzTqzXhiXRYr3URmxM0GFphAqZpbfx9t17pN9sw4p4GzYlGbAl1YQdqQYBqG/R/XAA4bmV2BFZgujCWmdtrM9pLDmmBHL/cEEE/vWKOPzTJVH4F8ui8S+WRstJ8IeBndu/qcw/mB+O/23RKfxPrseROuv8/4rlVP5frYjBv1weg/9tcST+2dIo/JZ4/a9WxuKfLIr6WCdZlPn788JkXXKbznbR33+4IFy0K1aWp0FXEjpd7XD+JZj9+3PD8U/FOv9qWQz+idie+/tDf6le+utmR44pT7DPYjCdrmYwDRAxmAamlcCURHmgljtPcNPUC23LIwmeJBr5ThFUWl5d34fBl2/kcsrtpK7+2z3P5Guahqmh6zl6nLBIry13nqLc8kDW1S8g19L2WEZTXXr45BVu2R6itqFP/pvqo3IkmtLplq0P9Z0Dsg20vfqOp7hu6EVdY79MF1ASzX9paH0sB2FRtJWivF19z53vOiK1Vw09uGW9L5a/kLMQ8AT749MIMHWHMndgE8tphP1vr47H/swKWO88xNmaBnx/tAj/QMDisPXd6qCJ89fFX8VpsR0CUYo80mT7f39uBH55oAAXapuRfMWA9Otm8R3tR5mpHfEleuRX2JF0xSjrcEVA6ZGkXx0pRGFFA/7jxuShKCy9/29XxWJTwjWY2+7Ldv0bAbZ/V2zL1fb/ydmmQ3mVaOzsR4i4efndralD7w+1nez+b+frj6PyOWI63cVgOj3NYBogYjANTHsD0+ksBtPxadQ5pk6A+3uzg/H/E8e5ueuRnKeUIpfDusTd1xUg+6+WxwhQbJZPivq1gEoC1d9amYz/e3MR/vrHIqyMvIR/vjRKTjXV82gQ0efV+KeLI/Fft6RiX1Y5/j8EhaJ+6sKnyfcTrxnQ2TeA9YnXhm2XuvDpefpVtg709A9ifdw1CZOumQGo7B9sT4fhdg8eDbzEn+/O/vjsfheIuv46y7jbETFlMGUxmE5XM5gGiBhMA9MMpiPFYDo+eQVTBTgjE6BRl7ml7QEO51XLZUPTQrmZlhEYzgs5jxMCYFWN95BzyyZANUEA4jn8zf6b+JOdZ2VawN/+/qTsXm/teYyj+ZX4OzMEMM4Lxf+xLn6ovr89Iwh/uCsDmaVWFNc14LLuNv71ytihXFNq1z9edAqp18yotnbiuqENv702QQKrTEGYH4FtSddxurJeAvAfbM+Q23XVL+0CUwVT/Tz4iUViMJ2eZjANEDGYBqYZTEeKwXR8GnXE1GkCtH9DYNr+QEBktTNiqrCeAELKGz1ZWIs/3pmJ9fHX0NL9CDNPXhSvL+Kv9t3An+2+hH+0MEpGM/+FWLdNgOnxgmpRNljCpCsiSvVT9DWouBZzgs5hxokzaLnXjzkhZ2UEVm5PrEs5o7EXDVgXcxXN9x5hbfxV2Q4q+4c7MnE4twZbkm6g48FT/KESmH7CDjDlHFNWYIGp0dIIlaFBuH7IamMDLPZGxfVH64bGJqSVmBBxxoxylR1NTcrrTSczmAaIGEwD0wymI8VgOj5JMP3cqHy31wR6EkxdEVPxvgRTslvEkdb79tgZHBWg+S8Wn5KDjXRN3Ui9bsd/33dFRkz/eNcF/ONF0cPBNL9qCExddf2/ZgThz/bkILPMhr8vXv/W0iicUzWhRHUb/4C2JbYtwXRJJBKvGPAfNiQi5boBFbYO/NvV8WKdMOxJL8OsE8WYG3wOnQ8HBKiOEkyd+0/78z1PsM8SChQwNVobsS66Wk6vN/N4JWadrJKeF1qHE7kaAZfK5UZjo61Bzlm9IMqK9Ks2NDQ0Ka43ncxgGiBiMA1MM5iOFIPp+PTZiKlH9zaNrP/fnRHTI66IqXM9+kuQSn//8cIInDqnQdQFLRaFnceCkAuyG/26vgNzgm4pgil15R8vcIKpcwQ/AScNrjpWWI3Ua0ZRthgLRV2pV43of/pC1JMnAZPaRRHTpMtG/JZo368P56P5Xj+2Jt/Ef9mcisjzWvzrZdGYe/KsA0zHETHlUfksUqCAqdbYgCVh1ZhxsgbrYqqxP10lfShLh6wrRjR+QZSzXoBo4gUjws+YUMYRU2kG0wARg2lgmsF0pBhMx6fxgOm/We4A08P5VfLRowRt5H8mwO+31yTg784Ixp/vyULSFRP+5kA+/mhnBv5YeNaJM8i82YBVUXUjwPSfi7K3BZgec0VMnWBK7/3+tnQklhjwm4P5okyGjHb+9305qK3vQk65VYLw3xVl/tfFp2TElHJg/9GCcGRcN0Pb0o0IAcjLI0vw//zmOOY4I6Z/IOoca47pDB78xBIKGDA1NWBxaKWcl5pA1C5g0uHmISjViHVKapvE33r57zNlVuRet+CWxu6ow9yAYvEbyrthQakAUOrCp+WNTU24KV6XiPOD3tIgl9F7ldp6FNy0IPuqGRcqrDJqS++RCV6p3kL5vglF4m+1rn7offJNlQ3XVI0wWEW7qm3IF9v90rQDX5nBNEDEYBqYZjAdKQbT8emTYKoAagRov7U8Bva7D3GsoFqCKcEjdXlT7uf80PP429+dRPhZNdZEX5b//nvifcrz/J9F2aWnrmFFZK1j8JMA0/9VgOnf/i4I/2RJFO4+eIqjeVX4HykCKtaVz98X9e9ILsX21JuyDpkzOjsYf+vbE1gffxXtvU/wi73Z+B++Pi7nWE29bsK/XBYjIfTXhwoEhD7FNUObnB3g//HVMcwNOYuuvgH8oQDTv/XNiY/79gkopfdouxwxZZECDUwXR+mRd82ouE62uFHbmt2G4zlqHMq1YGVCvQTZXelmZF424HihDauS6kUdBmxJMeFsmVkAZhNsAnD3phuwLsmKc+UWWReBKD01cInY3vzQOqxLbULCOf3QtnKvmbAxyYTlcVYsjhZ/Yy3YkWrCmVKq07HOvnQ1dmQ14FiOCusSTViZ2IgyAauuOgLZDKYBIgbTwDSD6UjpG7vwl+uT8ccr4vDf1iU6l7I+p1FFTJ15ltRNT4ONlkRcwN37T3HD0I7QM2oZkaTR8Fd0bVgWWYJlpy6iXoDrwexK/NtVcTLKSmD3nzelYmequJCGVw2B6T+cH4X/c008tidfl4OSzquaJVD+LwvC8ffFtpeFX0CFuQOxF3X4DxuShuD0t9fGYX96BboeDqDwlhW/3p+HTQJUVQ1d2JFyA/92Zawsn3LVgPVxV/A/Cvj9z5tTkHzVKGE2uLBOdvH/z3Occ7A699GbCZRljimPyp/2CjQwnRVUi53JdTh1Ro/IYiOSL5lhtjmikKklBswLN2B2cJ18WMnJPB0Wh1Xj2+PVYrkW6+LFsnw9lkfU4PsgtbgxNMkIqa2+CRvjVJgfrsPpUpOsa2uiCgsjDYg9a8CNWjuyrtkEjDqA+HKlBavizJgfpkZQgQ45183Ym6bBjBANtgk4LVc74HNrQq3Yjkq2Z0OcGrvT9ajSOaK3gW4G0wARg2lgmsF0pJ48e4ly3W2UVDfIv6zR6bNg6maZPyoA7f9Yl4B/LyDxP2xMwu9uS8cf7MzE721Lw/+1PlE+eel3NibL9//TpmT8syVRsgx1t//Wshj8/vZs/MUPjsFPBKY0Kv+fL43Ef9mSgn8nbij+oyhDfymvlOYw/ffrk+Rk+gS19KQpx2j9ULmd/yzAktb9HdGOfy+2/Z8EeP578e//LOr6p0siJcTS9v+R80lQFDWlNv070f7/tCVVdvkr7aeSHWBKXfkcMZ3uCiwwrcC3RysEMOqxOqkBq5ObsCu3FdV6Rxd6mgRTPdbFqAQcOgAw/bIRM4K1WB2rwbUaBzCeKbNIYNyWTKBY7wamWhnxpHXWRNdJMI0/b0CtoV6mDdBy6uI/lqPG7FAdDmaq0ehMB7DWN4qb0BrMC9XI6GyTWLZNgOmMYDX2ZWihNg7v5g90M5gGiBhMA9MMpqyJ0ljA1GXquv873wfh78wQFn//ttN/Z2aQgMEQGVV1vO+IbrrK0b//8cJYAaQXnWB6UeaYEvRRWVmfMNXvgtmPdQWNqMu1PlmuJ7bnek110nruz86nf7uXodeu+j7nj2DKEdPprkCLmM4NVSEoT43iMrOwBZcqrUPQSGA6/5QRu5Jqh5ZdqBAQGqzDrjQDVE44JED97ng1tiTpUam1DwPT004wTb1kwhIBwHMFaG5PMyJJvCa4pDxTitjOEmCaeOFj1z55e6IKswSIJp7Xy7zVbYm1mBehF3UZhq03FcxgGiBiMA1MM5iyJkr5VXb8D18dlSBI8DX0V0CbIzr5cbn8t8fyYWXc/9J6LjvfI/+jBVH4Dxvy8Ltbz+B3xN9/MC9ieFmF7dJf1789X7u3x/XeiL9iHVpvqE3O91x2rev52n055cl+F1SMmgDoyicwevXmvXzE73QQPQK5f+C185X/FWhguihSh5yryjmmLjDdKYDQ6hxkdOEWgakWO1P1MvJJy65WWz8LppQeQAObDuWasCBcgzkhKoQU6GQ7dnkB022JdZgdonED0zosOGWQ7XJfbyqYwTRAxGAamGYwZU2UVE33sOTURayOvYI1cVewyvmXXq92vqa/8rXrPTe71l0T//F9Vx1DZV3r0d/4q9iQeB0bE2/Iv6733Lc79FfU6bU9busMvRZ2lRl6TX9ddbgvc9pV/7Dte2yX/q4Uf6Mv69DS88h55CZehJkt956i8d4gnr1861iooDv3B3HsdDN0zX3OJZ8XQWxd0yMU1vbg/uOXzqUj9UFAl6m1H4lXWtDd7329idazF29RWN2Fclu/hG6X+p++Quy1TmSWtTuX+F+BBqY0+MmV6+npiQRTcmNjMwzWRjnQiSKnm5OMqBLrH8pUY2awBkey1EPr0vaoK39hhA65TnBmMJ1cMZiy/WYXmFIkoe/ZGwy+fCcvakp69/4Dbhp7YWp7gncfPjiXfl4D4kJhaXuMvoFXXusmvXj9Hk3dz/Hgie8iGnTx7Hn8Smx3cNhFjC6+ZrGfORWdGBTHhjU6icPJHo2dx2uydLt7AGuS7FgYbUNOeZvXiKjt7lMsibHiqm70+a50Hiio6cHJS/fQfG/AuXSk3ottlmi6sDnZioauZ86lw/XqzTvctPTjTG0XXrv9/r5EDwWAHi5sQV7tQ3nuIb17L9qi68aJ0w14JM5zgaJAAlOax5QGEm1P0iC4wCAdUmSR0zDRlFHUZb4g0owdbmB6XoDpjFA9dqYZh4Hp9ydqsSXZMASmNDjJMfjJMaqeRtRnXLXhcpUVMWcNmBOqw+50g5xyquCGGUujTXLwU3CBHllXLdiZosGsEC32ZZnk06loO1sTBJhGmrgrf5LEYMr2mwlMX7x4iezyVvxYcFtGGp6/VgYxgteVMVrEXr3rdR1P0UVY29KHhaE1uKa/Jy9W3mS98xg/FLQjt7LTuWSkeh+/hK6lHy8n6CL2QuxHVkUX9uY2yuiRS92PXuBk8W2k32yXFzUWa6qIfnMFVXewIkaHDfF6GRF9IGDNJYI1652nMNx+hLqGh1gcZcR1QzdevX2PZnGDRjeQ9Z1PYWx9LLu9Hw++gaH1iYTYwZdvZf3d4mbO1vFM/n4oQtl0b1DcUL6C5c4TeeP61AmEtEzb3CfPHQS0dx88F+eDfuhuP5btaO0ZxNHidjk1EC17+vyt3GZrzzPc638Ba8egrKv/2WuY2x9D1dgn2iHqf+6AS2oLgahRbJPK9zx6iTfvPsDeOYA7D17I8w1BecfDQdw038ct6wO09Q7KG1JyZ98LdD58ji7xVyeOR/O9Z/I4+EqBAqYytzNFj+XReqyMM2FVgk16TXIDQk5bZE4pdfGvT2mQg5Js9Q4wvVxpxcoEO47k26AWcEvLaM7SFbFG7M+xyoFTBKZ70nRYm2DG+XJHxHR3qkZOATXreAUWRlCeqUXmtbqml4oTsLou0YyFpwyYF6bF8hgzfsw0Seh1tXl/hka0px7ZV5QjvIFsBtMAEYNpYJrA9G7PY6xLMIoThbgbzrCPiILQiZouTtQluC5ei+iSVnlBei2W08XmrbgQPBEXFPo3IRytTxed9+I1iS5ON4zd6BAXJbqQ0Pt0UXDU+1b+m0TbqG58LC9WJLqg0DYf0TrOC8wFdSeWRarRItah7VFZagf9pW26gJXa9OjZW7Hsnbg4DY/uurZL5Qk6G7sGUdf4SF50Sb39zxCUXYV5hy8gvlgtl5Hei3Vdbaco6uCr6ZObx5o6Img7cfY2ws42oETbI4DACv3tfvke9UoUiJvPDUkWAa1a7Mm0YlGEVoJphwC0A4W3EXTaji1JOqyONyL8XJOopx5r4nRYL0DhmvG+7Fm4YnyI8Mtd8mbOKIBue2ajnMdyQ4IWaxMtyChtk7+TCksvtiYbJPjd7n6GA7k2ASwW7M+1Cyh+gEuifRQZm3WiEjsz7RI+y8y9cjDNgTwbduU0S5DNr+rCngwz9qQbJcSeU/fKcxBBbNCZRmwSyzYni/aKfX4kIDbsQivOqB7KdewCZA8UNMp92pSgkzfg+tt98ryRJm48f8wW7ck2Y3WsDlvTrGJ7j3z2uw4UMKUo5o1aG87forlGzUM+X2FFhcYuR8HTpPoXqxpQWmcbmkvUJID23C2bhFHXgCizvREXKmy4oXJAKUVbb9TZcanKDp3ZAa8UXaXJ+LOumlFw04xbzlH+LlNdV2vsyLtulhPs02T+KqOjrMs0if8l0Z6pNiKfzGAaIGIwDUwTmF6sbZMjJAsq72BhaC2uiYsUXVRIFE2IutSCffktiL7YhOWRKsSI1y/FBS7j5m1klbaKk/sd/JDXjKSrt2U082hhI/YXiLtpXbc8+d8VF6+QM3ZYxUWHQJD+XVTVjujLbaJcE3JvtUuQ7O5/gbTybtQ09Mtypeb7OFjQgL05DciraIftzmN54fv2KF3EbCiuuSvbF3e5GefqOrA/vwmXBLhS5DW4uBF7s+tF+WYBs92OFAWxTxTRCT5H+3MboWcb5fLq+kdIK+2QkRdqR0FpPf5kVYKcYP/PVsfD0u7IBdSLfYs4V49Lmi7sy6nHkaJmqJv6PxkFZrF8LVPrI2xMtaO2oU/C4PIoLU7X3cNr8d1u7x3E4gi1+E3flr+TyIstWBJtlmBKUcp1yfXYnWGUv+Ooi81y3srYEgESDQ+xT/zGD4vfNt1AFtR0Y3duq7yJVTU+xIJom4DYRpjaHuNQfr2AWoO8Wb2s7cLsk1XypvSa8QE2pDSgwnofdx+8kFBJ7Tlc2CTzCynqOSCg+or2HuaGaXBSAKe1Y0BGeylXtklsi1IUoi/fwaGiNgG7z3Fe3YU1KY3iN3lP3GAOoFLUTevvzqpHatk9eQN5MMeM7ekCilr6YL37GJuSLTicb5M3snROm3myVv6mS0292JTWiOQbd+UNqC8UKGDK9q0ZTANEDKYB6tZ2HC+wYHuyXnadEQRGX7kjLipvZLQh6UYHVsVbkXztNg7nWTAzSIWoC40STA9km7Aw0ohj+VYcK7RiwSkdVscZEC9AcW+WDYvC1bJrrf7uE8wNqkK5uUd2s80PqcHyGD1OnW/AvkwTVic3y4hOY+dT7M67i9O1XQJmn0sITr3RKrsdb5p6cEdcxI6IbX13rAIxJbflxbK+4wm2iYsOPW2EALq2/oG8yKaXtkHd2If4K61YGqWTkZgng69F+/T4IbdBwGqXjAzd63uBM6r72JXVIC6Wg6IdjzBD1P97S2MkmP7ukhgZtaGLINW7LMaC9fE6JInjsSXNju1p5qFuS5ZvRTc5FB0kwKHvq+tmajqLegEKq+gGs0b8Ph5A09yHPeI3fbCwWfZc1ImbvmUxJtyy9Mr16zsHBJia5He7rfcZNma04Ez1XdmzQTd788M1Eh4J4uKudWBnhkUe7yIC05wWtAhQVDc9xJq0VtQJQKVPIKusFasTrbj/5CWu6O5hzslKCb0N4ve9MdmKDcIZpe2yTvrcoq7cxQ/ZNmeawE8oETA7L7ha1k310Y0fRWbzKztwssiGjQJi6aaTfq/HCmzYKX67faJNJFqXUhH2ZNmRfqtLtnWZAPPoiw2ybqov4qz43WY1yRvhmEtNWBlVK0H0/uNXCDp/F6cutorzm2/yyhlMp6cZTANEDKaB6XJNI7ZmNCBPnPQ7xIk+8fodrIrVy0gLnew3JhqRcO2uvGgMCK+I0kgolGCaY8K2FKN8jwCRHleXcr1Vft4l2k7MPlktIypNXU8xP7hKXgwlmIp/R4sLAkUnzW2PsDb1tryANYr1duW2CTC9J7v+NiUZcOx0C1RNlOvmyJG7qKZ6KwVQPpevabs7slsQd9mxXRIBNeWRUY5cXsUdCcUULaEuupVJjSg1dTvXhLwA5VV3Y1dmvYzqRF5swncnVfij5XEOMBWAuialRXZJ3jR2Y3m8XUZOCQAySluxILRaXvxYvhd9r9bFquU8puvj1Hjw1HcjvwNVNEr+aFGTgDE9NiebsTnFgpXiJnB+WJ3MzaTfAN3E3TT2SPik10tjHBFTdzAlSTAN06CtxwGmlFu+K8OqDKaprTJySsotb8PqhOFgSp8V3Ui0C8BMvdGGZeJ3FH2xUdwsCjC9fFeApvUjmGq65DmiVdRNonbtzWnEj7l22UtyrKhR3lzS+epEoQ07MhvlTTVBpxzE6QLT8nt45ATTiHMN8jdL4EpwS4+yJFCn89Cq6Dq8Fe/R66ALAkwvEZhyxJQ9eWYwDRAxmAaeKfcn4zJN1aHC9lQjjhbaxQVei2+PVeOqvkdcWF4JEFUjvfSO7Fon4Fsbp0Hs5TZ54t6fbcLOVB3evftJRju35bSj0HlRu6LrwpwgZTCdF1SJ5KvNcj0qt1aAH3X5ucC0qKYLb8T2qJv8VMldrI4zIfZKq7zoXFB1Ypa40LkGKjUQmObcxnl1j3xN9V833RegaZE5dhTlnSvaQV2Ttyz3sS7ttoyqukT5cnlV97ArywGmx8SFjvafHkfqAtOVSU0oM/XIPNllsRa0iH2iC1x2mQDTkKqhaA3Lt6LcwTUxKgmmW5I0Ek6mu+o7BgSI6cQN2V35u6PfH0Ug1yY3IL2Mbj6fY3m0DsfPNInfeDcO5FplxJRG5VNUc3P2HRRW3pF1FdfexfwIg8z5lmB6rQs7MmwSTAtrerA7r03WTwOo1mV0yL+krNI2rElulGBK26YbVLpRpLZV2h9C09SHTSk2HMm3YPDVW8RdaccK0SbKX+0Rn+EldZfMOaXfGYlSaTak1iOzvEOcE/pkCs3evGZ5Drgo1l0WZxc3xG2ifA/Sb7bKrvw92dSV3y3rP5xvxYYUOy5pOiX0rkm0yUgpnc+ol2V5lANMZcT0YhciLjnOb74Qg+n0NINpgIjBNPBssDTiRIEFW1MtKK7rxBVDD/Ir7mBTqh0H8+wygkCRh2NnWtHWM4AaAXQEsdEXm4fAdEeKTkDkB9lNty27DfnOixqBpjcwnSvANOlKs4zYEFgSmA6PmHZJEKbt09QudBHZkH5bdt3R4Kc5IbWyy51mBqDt7hRgWlzniIJStCTkUgd+zK2XXXUUCaJuQV1zv7gwPpXTi2SKCycNkKA6KMJUWPMxYppW2i6f8/wHy2OHwHRTZivsHY8FmPaIi6BVwjRFfyi/dmFoNYOpn8RgOlIN957jUEGjjGS6RLnTCTfuyZxNyrm8qOnGlhQLNicZBMi14VCeFdX2+/L4nbzQJW/ASGXmHgl49/pfypvC/NpehF9okekT100Pcepyp4xaUq7q0fP3BEA+luUoX/Pw6Vb5G6uy3ZdTCfWI3xndaO7OMGNrsh4H8xtlzjjd4FXbH8iUmO3pNvGZPpZldqTo5WAsEuW05lR0iTabcCDHInPDIy40y9/3I/Ee9eCsTzBgo9iflOu35XZPlbSiWH1f9oi0dD8TIN4sbqodz3OPKmlDz6MX8lyUIwD+kLh5pd8zjfxPu9WLnMqJm7rqc2IwnZ5mMA0QMZgGnm/W2WQ0sqjuvowe0EWCLkDRl1okwFF3+gXNPSyNsWBdsg0ro+pkN3/89bty/T0ZBhlpff3mg4SEPad7kSvAlkRd7gvCdWgWFwWCR8rbLDX1SOCcG1yL2EuNEkzpQrQ5t1tGSQhS953uwRkBmTRgikbR7s00YU28BUcK62XbKNqyMa0R61ObkXbjtgDGJ9hbdE+AqSNi+kKsk0xdhTEmOdp2XbwGs09Svt1D8d57HC1skN3xlOe2OtEmB08VaygPzwG+1NW4LOwWfm+pA0x/X4BpVlm7vIhd1d/DmtQ2uT8STMXyuQK4+8SFn+V7MZiO1Jt3P8E1Q4ZLlHv77OU7eZNHvzn6DT58+hoPhGkWCwI/6jmg3//j5++GZragv/2izDuxnMoR1NJ0TjRind57+sIxBRT9Nqgc/SXRuUHOtiHWo3oJ+KgOep+2S5BKQOka+U7LaTvUHvr3UBnnPtBaVCf14BBkU/SW4Jh+gyRqF0VJybQe1Ut538/F753aTaZ2U3my64EDVJr+TftPonJ0nKg+KuMLMZhOTzOYBogYTAPPeksjLlTa0dM3fPJrikSomp/gibi40KAAGi17Rd+Le49eCHh7jtbeQXkSp/xOipbQhY+g0XzXMfcgqffJS6id8xfSyZ8GYdBFhdalf7f3OrZJeWX6tgE8EOvTv62iju5HL2X+qVWAxwVNNypsD4culnK7AgxphC/lnlHdVIYudi5RPXWNfbis65Xbsd55MhTVJHCta6D3euQoX7oYd/a9FHU8ldEVuiDVWu/ij5xd+X+0IlaWI1H7tbefiH1y5MJRRIeemEMRY5bvxWDKmupiMJ2eZjANEDGYBqb5kaQjpa3vxJ+sjB8BpqzAEoMpa6qLwXR6msE0QMRgGphmMB0pXUMX/tu6RPzxyjj86ap451JWoInBlDXVxWA6Pc1gGiBiMA1MM5iO1OOBl7iubsbZchtuqFucS1mBJgZT1lQXg+n0NINpgIjBNDDNYKosyoWlfFa6cLACUwSma2NV+NWBUmxOZDBl+U80SwnNLkCzG9DALcpdH40YTKenGUwDRAymgWkGU9ZUFc0aEXOxEfuzjYi+0CCfIsRi+UM0C8mcoEp8d+wW9qQb5GNX6eEBnxOD6fQ0g2mAiME0MM1gypqqomA2wSjNd0vTB7FY/hJNhUdPpKO0Eorgzz5ZgYhz9XLWEvepuzzFYDo9zWAaIGIwDUwzmLJYLNaXiabFO1/XIeH0q0OlElB/fbAU62PVyC5rkw/+UBKD6fQ0g2mAiME0MM1gqizKEXv//oPMM2UFvih6Kj+zT/hTn+VoypO9abTb91bDaLf/peW9adTb916F4vqenszydHyVyrj7y8t7r4AeDECPUQ0qsmHm8Qr86uBN/PLATXx3rBzr49TyiVr0AAD3KhhMp6cZTANEDKaBaQbTkXr09AUu1zSi6KYFV2obnUtZgSq6uBtu98s8v4sa7y639MqnBimJnsdOz1JXKucyPff9hfNBD+4iYKFH79JjeJXKuXxNf08+Z15J9AhRetyuUjmX6fG6XV4GeNFz7ql9SuVcpvq9Re7oYRFXdJ8uT+939T1XhDN6xOfntk+PHW7p+fioVHfRE5nofaVyQxbtb+ryVv4lbpp6lMu5LMoTOCrdoDwT3wsCR8VyTl8S++d6oIinKGJ63eBo/7m6DhzKNWHWyQr8jQBT6tr/zeEyGUE9mGOCRdRBDwEhMZhOTzOYBogYTJvR1KS83J9mMB0pOY/pWp7HdKqIcvjWxanxtbj4f3PEu1dE1sHU9shZarjo8bpKZdz9rbD7M+hdIihJuNKsWMbd1MWra+lzlvoo4hx6RO9Xh5TLuTzrRAXOCuhRUtzlJtG+csVyLlP9JZouZ4nhOlvbgd98ZvvfHC0X693FW4WcSSr/zWe2T58PtVNJVP77Y7cUy7lM5Y/kW5wlhuu6gMoZxz9dntqXKD4nesKbp+jRxp9tv3DoGbuMjHqKgHVhaPWIMr8SMPrVQfHZCUglOP1KvF4k1ku51iJhnMF0eprBNEA00WDa0NiE+oYmxffIBIGNTU3SowFCqs8u6hstPLrX77BYprCeyzX6ekSfsyDjihG2eu/tVjLV7b6tiQRcBtOR4ic/TS0RKK2IqpV5fZ/yslM1MrKqpJ1pesUy7v5GgEVT11NniY+ix+LGljTKiJhSOXdrm5XBNOpig+z2VSrj8ncCDM/U3HWWGq4YAbaf2z7VT9E8JRWLepXKuJvAuqjqztAz8d1VWNkuwVepnLupnUoqEPV+LcBQqYy7aQYGJV3V35PgqlTGZTo+8SVNsjvdU5Y7jz7bfjp+IWdsiuXN4oZnfki1QhlHtJQ+O6r/N+IYfi3+0sj9u/cHGUynqRlMA0QTCaZmWyNOnTZgd7oR58vNI94vU9txJFuHXcl12JlUi71pKpzM16G4zCrh03P9Sq1drKvGtiQtIor0sNobR6zj7jNlZuzLMsi6Xd6dqkbcWT0aBeAqlSkWZRbH2rA9WQu9uUFxHSXHn9djT6p22LZ+zNCh6ObI/R6PGUxHisF0aum9uLhTJC/6YuMnnVPehp7HL52lhou6oWnqKaVyLtP7SlNSERjTHJZKZdydcLkJnQ+fO0sNV13D58snX2tBfccTZ4nh0jQ9RJyALqVy7m7sHAnWJIr4xQm4Virjbmv7Y8WucOvdx4rru5uiwrX1D5wlhov2K+Fys2I5d5eau50lhou66JOvfr58XeNDxVHy98X3Il58PkplXCaoLjP3KJZ/8PQVUq+3DK178rRVRnC/FUBKXfkUOSWw/f5YOTLLWtErtvfuvSNnlcF0+pnBNEA0kWCqMTVgR4oecyPMSDivG/YeRRPzrhkx42QtZgTVYUW0FitjjVgYacKMYC2O5WhldNS9TGihHjND9fjuRC2+P16NMpV92PueDs7TYHaYAbODRf2xJqyMM2NVoh37UlWo9wKmZwWYzo8wYFN8HXSjBNOmpiasi6nB98EazA/XyO2Q1yXXI/7c8P0erxlMR4rBlMVijVUEmX0Dr2Wu7OoYx4MfKGpKULoorAoniqzofTT8xojBdHqawTRANJFgqhVguj1JjdmhOiRd0A97j8C04IYJs4JrsTSiFuVqm7BdwKcOc0PqMDNIhdI629D61vomLD9VjfmhdVgcWiFgVo3o4uF1ejqsQCPq12BzfDWu1VhRqrKhTF0PlbF+aB3qcq/RN6BcUw+tudEJpvoRYErpCHI90cZKbT0s9o9gS2C6Ka5GbEuNE7lquR3yLU0DDJbRR10/5fGA6fOXb9Bx/wlevRnZpfVzEIMpi8Uai2gAHOUPUw7sN4fLZRc+RUhnHK/AoTwzquz38ertyNxUBtPpaQbTAJGvwXS2gNAVkbUw2Rzd8jdqbdiQoMesUAPyr5uG1r9UYcGcUC12JqsQeVqL+eFarIuuUezyd1mCaYgWe1PrFNcj2My5ZsLuDAu2ptvlSMzgfNHeEPUwMKWUhLjzJuzJsmFLmg07M+0IKzKgWueI2LrAdHaoBvHnPg3L4/VYwJS68Orb7iMirwpbwi8g5bzG+c7PSwymLBZrLKLc5eWnaofyVCmfdUO8WqaIULe9NzGYTk8zmAaI/AGmK6PqhsD0SpUVa+J0sgv+rDMvldY9mafBwigzYop1znX0Ek4pEuper7tdYLo7uRYWe6Osh+x6n/JJV8UZMDNYjTWxGhm5nRemxjdHKobAlNaPOqPDgkgzNiVqEXPeil1peswJ0+J4rk5AKw1ycoJpiAZxZ3VD23Hf1pd6tGD64tVbZJTosehAvoS131sajV+sTXC++/MSgymLxRqLcsrbxfndkU9KjyZNvtaM1u5nMpL6KTGYTk8zmAaIfA6mwXVYElEjANOGkkor9mVoMOOkSk7VYbQ6YLXOUC+nmVkarUdpnV1GMPemqES9WoQK+PQGgASmlBIw6/gtrI6qxrqYWmxONiK9xABLfSMOZ6rwfZAaP6SqxbYaUCu2cyBTi+9P1A6B6S2NHStj9VgZo5XRXAJcatfCsFqsTTRLSHaB6bfHa7AguFLmm9K29mSaUSLeV2rbWP0pMBXnTAy+eI1yXStWHj+NP1udgN9dEiUcjf++IRlhOZXONX9eYjBlsVhjEc2PS4OjQottcq5VpZkLlMRgOj3NYBog8jWYzjxRha8P07x25fj2WKXM71wXr8fp0o+j2XOvGbE42oSNAv5oQBU5+owOc0I12BivgsqonMfpAFO1uDOuxsYkEzanmLEzu1m2RSUglCKfM4J1sh2uMp6Dn/KuG7Eo0oiFIZWIOW9B4iUrkkpsWBheh6UxRhTeNMvppySYHqvB4giV3A55X34Lzt+yDGvTeO0NTF+/eQd9QxcOJ9/En66Ox+8JGCVQ+3MBp6tPnMGlqoafbY6pvrELv1iTKPf3z9b8PKPCLBbL/2IwnZ5mMA0Q+RxMT9ZgzskqHM3WIKJIh/TLJpSq7EMj8mnQ04k8nYxiLo1U42CuTXpLkkGO6F9ySiPg8CNYuts1+GlbQo0cXFWttcsBTBRxrdbVY3uqAd8HaXHBDR7PlQ8f/JRx2YD54QKCT1Zgd4YJP2RZpPdkGHG8wIrrteLOW+yLa/BTcL5GbKdebqvO2DjmuVC92RNMKY+09V4/Mkp0+M22dPzh8lgJaH+wLBZ/sT4JQZm3oLJ2oKfvGXr7P/rhk+d46yVKQADrvq6SqfwbhcEBJILk+/2DiuXcrTSNDYnKP3z8XLGMyw8eDQ5tn15nXdYj/kyd/MtisViTIQbT6WkG0wDRpIBpmB4pF0eCab4zx5QGP1EUlKZw8uyWv6W2Y0uiHt8crcSaGDU2JOgcjtcIWKwUwFojR/LbFQDQlWO6J6VWAOLwOU/VxnrsTtNhRogOqRcNQ8uzrhgxN0w3BKYEz4ujjFgd7Zg5gNIKXKZR/DSAakSOqdt2JsruYErd9kWlFqw6UYy/WJckgfT3l0YLKI3Bn65KwF9tTMWGkPPYEnFppMMvwHK7R55o3UXPmz8t6twcdlG5nNM7okpQqr3tLDVcp8ss2BquXM7lTaEXoKvvdJYYrhvqZmxVKDPM4RdRbWr/bE4Yi8ViTZQYTKenGUwDRJMBpjOCVDiYUSdH2eddNyP/plVOo1ToBqauwU/uJkjNE2XmhWmwKrJO5oBqBSxSvfSXposisNyeokeVduScpp6Dn9zfo0jm8RzKZ62T+aCXq60CQs1Yn6DHt8eqh8CURt6viNZhQbhawLURRtFum4DRSo0dlyodOafuYBo7yWD6/sMHHEstxV+uT5Y5pN/vysKfrIzDr7amYc4PuRJOacCTN//hilgBli0jniP99t17HE29KetUKufyHy2PQ9oFrbPUcB1OuYk/WPrp7VOqwblbNmeJ4aLZAz67/RVx4ntkVpw8m8VisSZDDKbT0wymAaKJBFMCu73pRswOqpNTPc09ZZJenNAiR9zTk5kkdEarYHIOdHI3DTIKKhTrRJoRfc40YsJ96o6fF6IS0KiRkU1PIAwr1GJ+pAl7UusUnxJ1vcaKralmCc40af+CSAO2Jmtltz09GMD15Cca5b48zoJZwSrMFu/ND6rAbPHvQ0UtMr+VwHSzANkFp4yTDqaEk61d/difeB2/2pKG3xcgSLD5e+IvQRvBGz07/tfiPSV/sz0DtZY7I8D03fv3iC2qFeukjyjj7u92ZuJMqdVZarhiRHlKK1Aq5/JXov7rqmZnieGiG4OvBGArlXP5N9vTcaGyXkZ4WSwWyxeaqmBKPXqe10326M1gGiCaSDCluUNpcFDMWYOccsnlmLNGOck9gWX8BbPMK1WaZ5SikXk3rIg+a5KT2nsCH3X9p10yIrLYKKeNosny3d+/XGVB7HmrzEH19uOkcqGFBhzJ0SL5oklGZZMvGpB91TKUH0qR2+JyK8KK9DiYrcOhLK1ok0HUb5X1Urtyr5kQd8Ei65tMMHXp+as3uFrXhO2nSiSQ0ih8V1TxawFvNIfpTbWAd1P7MKttHXj2/LWzlo+iE29338CI9T1NI+H7nio/rvH+o2cSepXKufvRwAtnieHqfjiAulGUf/DY8exqFovF8oWmIpjSNfVMqQllqo8PqmGPzQymAaKJBFNvds8j/RzE0fueeaee/tT7nytLJsClQVaNznXlNt3ed7mh0QHLVrsDRj3f/9y+fIk9wdSlew+eIvuKAXOpG39pjMw3/cPlMZi5O1sOCrrT/YghjsVisb5AUxFMK7V2rIuqQkSRRl6zlNZhf9oMpgEiX4Ape+z2BqYkGqVe334fR2TuaZLM0/xdmkJpdTwWHSiQ0yqxWCwWa3yaamBKPXk0Ew492Wp+ULniGAz2581gGiBiMA1MfwpMSRQTpQFB9rZerD5RLAA1UQIqRVAJVlksFos1Pk01MKXBwQuCb8nHrpJP5KontUfv52oG0wARg2lg+nNg6q6Xr9+i4LoJy4+elk9+Wh98zvkOi8ViscaqqQamsWe1Q1BK/u5oKWiKQ6V12d7NYBogYjANTI8FTEk0rVRLRx+u1DbKQUUsFovFGp+mEpjSHN1LQiuGgSk5JF89YoAw+9NmMA0QMZgGpscKpiwWi8WaGE0lMKUpC39zqHQEmC4JvYUyNY/QH4sZTANEDKaBaQZTFovF8o8ITDs7O9HS0hLQrtLVY3Vk1QgoJX91yBU1VS7LHmkG0wBRIIOpnKqpfuRjS6eDGUxZLBbLPyIwJUgZGBgIWPc/eoK0a/X45nCZIpiSV0ZWQ2XvUizPHul37945vwGBKwbTMZpGAdIk9QSTNFeo0jpkmtqC1qEJgb1B5y21DafO2ZB22STXVVrH0zQv6ZVqG0qq66G3OJ7iNBmmNpttDmh2LaNtm2xivxUeHDAeM5iyWCwWy5uePn+D09V3cLzQKn04z4ztKTrsyzTiWIFFLgs+Y4OupQ8feGrrn40YTMdgSrI+X2HB0RwtDmZq5NOb6vQjRwVqjA2IO2+S65zI06Ok0jICTulxpQcy9VgUZUTONfMnIdfd9Ez9zSkWrE20IPe6SXGdifCNWhuO5Jlw6owRBicA0+NWD2SbkHLJOPQEqS8xgymLxWKxvOnd+58w8OItHg++ke57+gp37g+iu/8FHj17PbT85et3+MkDTDsePoe68SHsd584l7CmihhMx2BbfSPCi/T47ng1vj1WjXlhasSd1ctIovt6aSUGLIjQ4Fux3owT1fKRpe6PDyVIzb5ixOJII+LPGxQfXerNBksj1saosTJGj9M3Jw9Mc68ZsUC0b32CDtU6x0TG9LSNmSEG7EtTw2j98mgtgymLxWKxJkMUaV0cXo2j+RbnEtZUEYPpGGy1NyI4T4NvjlZifUwNZhyvxJ40PdznUqOI5v4sI+acrMKKiCrMCKoTYKodAlNXKgAldJeqbNCaG4eBqcnWCL2AT/fHrVF3Oi1zRSkp2moQdo+yEhwbxTK12L5G2PNxbdT9rhPbUhkb5Dq0Hff3PZ0nwHR+hB7r47UCTB37d+q0FjOCtfghVSW35VlmrB4PmL59/0HeIb9598G5hMVisVhTUXQep/P5qzfvnUsmTlllrfj6cBl2iWs0a2qJwXQMdoHpdydViCjSY1O8Gsui9Dhbbhl6AsXFCitWxBjwQ4Yeh7M0mBWqHQamtfp6xJ03Y3e6CRsTtdibZUb6ZctQvmjSBSN+zKtHSokVZpsjPzXmnBEH8mwyjYCebX8iV4egM/Wyu53KEJSeu2XFkTwztqSYsC3VgriLAnoFgNL7OnODqM+MvZlmbEwyYkuyEccLzLhabR0WyXV3oIHpw6evYGh9hHN1HaLtFpjbHzvfYbFYLNZUVH3HEwSdtiG3vA2qxofo6nuOtxMUdGAwnbpiMB2DXWD6fZAG8eepG96EmSECPM8aHQOdhGPF8pnBamReseB4rgazQ3VDYEqRUco7XXDKICExotiMDUkmLIjQIrXEJN8vLrNiboRJdtVfrrLilsaOeWE6bE4xo0xlk1HTRWHVWBFnRdFNs2zX9RqbWN+AeeE67Egz4YcsAcdxZhTecAyqCi/SYU6oRgCzHofyrNiaYhSvtdiUpBdlrSP2kxwIYPr81TsBo/3Ir2jHiSIrFor9/upQKb49Wo5SU49zLRaLxWJNRdU0PMDCUDqvl2HmiQr8kGlAyrUWlJl78HjwtXOtj3r++h1sdx+j+9ELfPjMaCcG06krBtMx2B1MY84acFVA3dxQNTYnaqEy1ssI5ZYkHZZF63C91ooj2cPB9JoAyNkCCHem6lEhgJOgsaTKhjkhauzOMMqBVLSN/ZlaCbxHsnX4MU2FhVEWJJ7XyzoITJdGVGN5tAFnSs1oamrCgQyVqFcv1hcQqa2XbSkut6JCbUdJpRUrY/WYJ9p5WoAstZFAc0u8CrMErIYWaBUHXvkTTOmkQzBKIy9XRNXKk8uvD5bilwdK8c2RMund4mQTfbHBq3NvtUmwVdLrt+8F2HYrlvN0XEmTTLJXEiXml5p7EXupUbGsu+MvN6FH7Jc3UbQgruTz9SRdbUbLPe9PvWroeKJYztPUHnVzn5wyRkm9j1+Mqj2xYh1qOx0LJd1/8gqJos1KZT1NNxveuvQeiHqyy1sVy3n6bG2H/IyV9OT5G5xXdSiW83SSuEC+fae8Xy/EBfKCenT1pN5owbOXb50lR+qm2O+YUXyHUq63oLX7mbPUSFXbHyiW83TytWYZqfKmhs7RfYfot0G9GB8UvkO0pP3+4Ki+Q2R1k/fvEJ0PMm7eVizn6RJtl9eIG9VD5wWlcp4urGp3lhop+uyp50apnKdzbrV7TTui79Zo68kqbcXDp8rnIdINw+jOZ9kC1jofPneWGqm6hoeK5TxN56FmL+chOqdY2h8rlvP0viyjDDS4pn6iczyd6+cEVWJPukGs0wjD7f6h3zMNfCLQPFt7F6/ffbr7n8F06orBdAx2B9PIMwaoDPUSMmeeVMku/EuVNswIUuFwrkl2n1NXvjuYxp3TY0aITuanJl00yihpdLFB/AjrsCZOh7I6R9f89VqbgM86zDhZi++FtyaohkbGe4KpwdogXldhcZRewOTHwVCUAkBOuaDH3HCt3Kb7IK0EAbozQvTYl66T+auu5S77A0zpQnYk34wl4dXyhPLLA8Pnq6MT1p4MPfZmGPAbJ6x6M92B33/80lnzcN1/8hJHxXZoHaWy7v5GnDRr7PedJYer/9krmVj/m1HU8+2RchkF8KagIht+fUi5rLupPVmlt52lRir1xm3Fcp6myHOMuDB4A8HrhntiW5/fL/ocCHIHvYCXXlxUaA5CpbKe3pqsQ6/4bJREqRszjt9SLOfuXx28iTknK/HYy82E9c4TrI6pUyzrafrM+gaUI/p3HzzHTnHBo+OoVNbdc4MrYWp75Cw5UnvE91mpnKfpAp5T3uYsNVJ0LqL9Vyrr7q/FjR3d+HlTpoAgpXKept8oQe7zVyM/e4LVa3r6DpUrlvX0ySIrnr544yw9XOrGvlEd518Jr4pWYdDLDWmtgK554rNQKuvpb8Rn7013egexLUU7qjYtjahBh/iuKKnn0UtsSdIolvM09ZJpxI2kN1FwZDSf/awTFbii63KWGqmjBRbFckou0SjXQyAedaFBsYynvzpI5/mRT3Qi0/mf1pl1sgIro+qgbe5HS/cAlp2qkaD+ysvNp0sMplNXDKZjsCeYEiTGnjPI6ObxXB2O5ugkzKVfMshIpieYhhVQWTUWhAnYTLNie7oN29Kt2JJiwNE8E2r0jtHvNfp6bBcnvm+O1+Dbk3U4lKkemjvUE0zpGcKLxUlrWYwBZ8scXfsuE5jGndU5orTJtcPey7pilGD6Q5pODopyf4/sDzClqBLBW9AZGzaLE/b3x8vxK3HS+qXzREX/Xh5ZixXCC0Kr5F9vXhenQv+AMpxQBDTuUiNWiJOdUll3rxYXOnO7MlQMiAspRY3opKlU1t1rY1WfvLCkXb+NVaOsp0Tb6Sw1UudVnaPar1XRdTJ65C2aQ9OsrBbrKJV1N7WZIIeiSEqq73SAoFJZTwcX2wTsK39mTV0D2JygUSzn6R2pOvnZKOl2zzMcyDErlvP0mhiVnEdRSb3ipody45TKeXpLkha3xQXVmyLO1yuW8/T6OLWAinvOUiM12nroO/QpOLmopu+Qcll302dPI59fvRn52VPUrKb+AdaI349SWU9T9+2gAuCSrOKmZK34LJTKefpQrll8F5WBxSR+xzQHplI5T28S3zVvoqmKThRaFct5ene6QfYaKIm+6zQXp1I5T+8U52nqwvYmAnulcp7eIgC2pl75RptEvRujPX9UWHudpYbr7fufkHerfVTfoQUhVTJA4AmlEloF+K+IrMOP2Uak3bwte00YTKeHGEzHYE8wpWXny81YFqkRd+I1mBNUjfUJetyodeRtjoiYCkicEarH3jQVbmlscjS/tLFBjrKneVIpqgCqrFcAAK/oSURBVJl11Yw5IY4f7szjlbL+S5UWWacnmBIgLguvxsIIHTIuG4faSiBLqQIpFw2YF6YRF4jaYaP/w4sEZIboZM6rWeyXa7nL/uzKf//hJ3khpwtkpLjzXicupK6oJJ206GSTduM2zG2PvLq1ZwDv3itDF+UmdfW9UCznaeudx17rId0TFynqtlIq626q56XCBdylh+KkO5p6aE4+bxdwEkWdlMp52ibaQ3MCehN1nVGblcq6m9pMF15vKQEUkaULqlJZT1OqA332SqJ6mu89VSznaYpQeauHZnWg7kClcp6mY+1lt2T97b2jq4fSKz6VD0ffIbr5USrrbup+95aeQqIBgkrlPE37RSkN3kTvKZXzNH0/vN38kSiKTlCpVNbT1HZv3yGao7K5a5Sf/cPnXo811UNpMErlPE3fEW+iz76t95liOU9/Ku2GRL1ESuU83dj51Gt6Ckl+hxTKeZqO46fOQwR/SuU8Td8hbzdtdPRH+x3KETfH1MNB53WKkBKkzhewSj1R+ZXt0LX0y3lMXWIwnR5iMB2DlcCUpl/aRdHNo5VyftNDAvQszqmaPMH0SrUV34myq2M1KKJueEsD9OYGmXt6rdYuwZFSANbEqLEkUiejmrtTajFLACRFY2nuUGt94zAwJZDdJ0BxltjOjmQ1LlZYJBjTxPhnBTTT65WxRswNVSH1klHOCnBBLKM7XpqnNPmiXkZW3feTHAiDn+g69UyclCiXiSKpocV2eYdN3cc3jd3OtVgsFos1FUWDnxaH18hzOuWbUs4tpb1Qj4TS7QWD6fQQg+kYTGAaWmTEnFM2RJx2gCmBYUShFnPD9VgSY0WmW9TyQIYGcyOtcmJ6AlM5Kj9Lh7kRZiyOMmB5RA2WRdRiVWI9Ii80Sdg7dUaPeZF2HMrWyymkaNT87DBRt1i/4IZJRkwp32hlgh2Fzgn2b9TZsDBcLeo1yvWWx1mwNrVFjsqnmQLCivSYf8qMhQJEl0dpsCTaiHni9YFMnZyw39Ved2dfNWJxbD02pVhQrXWkGIQW0P7YsT/TIHNbPcuM1Z8DU3dRzhp19d/re4FKW6/ME2WxWCzW1BVFaCklgCLUFGX93FRR1JO2MqoWOWVtDKY/YzGYjsEEl8VlZoQUmXCx0jFQiVwlwC36nBkx50zDQO9MmQXhxVYZtXRFJS0CbnOvmXE4W4vtiXXyKUoxxQbcUtvl6PiYYj0ii8246ZyjlJx80YCTBUb5SFBah54WFXvBikqNAxip7jJRPrTIgL2pahzO0qLopgV2sS69T/BceJO2qcPOZJXsvs+8Yhag7D3qSbMGnCq2IPmSSU7oT8vo0aqhp82i/Y6prTzLjNVjAVMWi8ViTW89ffEWlbb7MnL6/sOnIZbBdOqKwdRPpsFRBJlK3ejjNU3yTxDqrU5aXt/o/X1fm8GUxWKxprYop5um+yIrzT1KOeau993d1PXUucZHUU+Y0rrksT7tj8F06orBlO03M5iypqO8DfL5ElGdNEiEBvj4QpOxD2MRbV+pDbT/9x69mrCnB7E+L5qhgHL/yTTnqKcod9T1vrtpzICnSs09iuuSnwx6H7CnJAbTqSsGU7bfzGDKmiy1dD/DVX0Pyiz35XyRn3tKjK/U8/glkku7cMuiPNXOeEWj9Y8X1SO33Pv8pN5EszNU2h7iijheNM/r544VjcZPuNmNRoWIly/08s173DD1IaPs7jBYodkzMkrbxXFo+OTsBayJFU0bRoNpi2vvKs4dXW2/L+c89bRWYfq8uw8GFdclfy6n1FMMplNXDKZsv5nBlDXRoimKMsvuYHm8DRvSmrAxvRmbUyzocnvaDWHXp9BrrAg7lvpae57h4Jk7OF1917nEIQr+eavjc8FJepumCVubYBwRhfpUvTSgUNPUh5XxZqxJEccqrQFr09oE0A+f8cJz+zRY5ceiu3LCc099pqkj9Kl9c3+L/u1alwZB5lTew7HTTXKaKZeMrf04kFcvp3Ji+U4EphQVpc9F6eOkyDZ91zwt/h8hWqS0LnmsYjCdumIwZfvNDKasiRRF+q4JqCIoPXWhWT56kfLfruru4YEAGJrDlOYerWvsQ03DQwEwgzLKRtc8Wk4jg+X7Tf2o73DMG/no2Rs0dD0bmrORonW2u09llJG2R0+Aoro0AtK6H72Uc1xSLhxNcUbbr+98ClWzY25VWp/qNLY/ldPhkOg1taOq/iFUYrs0Dyd1Q1Ob6BGUutuPRP198sEAnqLt2EU7VWJ/KI9vVawW4WfrHe+Jelt7BlFtfwhdyyM8HHg9AgRo7svNKVZsz6iHvqVP5vfVNfZLWCUQ6BNl9GL7VfYHcjuuhxZQyoChfQADAkQoMtkojg+Nrja1P4a25bGMUMt5Xu8/R/uDl0Pzbz4Q+9PS81KWoS73+s4BVNf3wdT2WBxfATWifY8G36Cle1DCpVoc05ev38u5UrXO40BgT8exo++l+FwGxH5+kG2l7d+y3scldZf8fFxPIiNwpflf6XhT2wytn57DlTV2ucA00KLUDKZTVwymbL+ZwZQ1kSJgii5pk1OnETC6i5iMwGRvTj02JeqwIV6LffktclAFgeCpc/XYnWHGD5kmrIhSY0OSGca2J7C0P8HaeCPKzb0SgGjZ9qxm+VQjS/sjHCpswcFcC/ZmmnG0wC5g9IUEuj0ZJuzLtmJ3uglLItQ4Udwquym7BAweON0pn/VN2y233MfODBu2p+ixOcmAH7JtsjudHigQdrYBu9LNOH7a8Vx6z5xKAsZNafVYHaMR65kwL1Qt9qNBQiEB6c50C44V2LA3y4bYK20Szt11zdCNFUnNOFNzx7nEIdoKPd0o+nIbtqSYZdvWxhtwuq5HRsVo0vN9p+/J+SZp4vcfchpw4nS9aL9WzpkcXNwoHwmbdasTx852SJgkpdxoR8jFLgnsJdpubE0xiWNmw54sO3IqOiVMVop2b0kVsJxqwPJIlRwgE3OpWX421EVPx4Gg9rSqFyfONEvwvNf/EkFim1tTTQJCDFifaEJRdYc8htcM97ApmcrasS5Oi1XxZuRWdMhjxJoYEQDS/KOvxU1CIInBdOqKwZTtNzOYsiZSFDULOtcugMcsp5VxF4HIjjQj9uU2yifOUERzfaIZwedaMPD8LYJP2wTYqeSDG24IYNuU3oTk63fkvLnrE4xILe2UEaGka7exN79dRjCjr7RjV6ZNRh7rGh5ia0Yjrhjuy3asTzBgb3a9XF5c24HlcTbcEHVT5HRzRityy1vR2fcch0+34khhk3xCULWA3S0ZDUi52SHhdk5Indwe1U9Q6y6K/u4Q8LYrqx762/24pLmHpdEmRAjAvv/4FU6ev4vQc80SMEsFVK+M0clIsTvc5lfcwaIYm+wCdxcBc4m+F2sTrbhu7JVgGXu5FRtT7DK/tEYA8fr0OzKyShC9OaMZB/JssN19glQBn/NC6+TxoejrwggtKiy9eCfqXBWtRuSl2zI3dU9eK7LK78hIZmF1J5ZFquWxoZzgWcECsM83yf2iaYHmBleJetsk1NNxoM8h/VaXOPZ2+dSxwuoubExrEse3F/QkpdCzTeLmoQUNApovaTqxNL4eKddbYRD7eaigEaujNXj9bmz5iizvos+DHknscd/kdzGYTl0xmLL9ZgZT1kTKBabrE40jRvA+GXyLGScqBaC0DMFZ0JkG7C9sl13P9Nx7eh47ASw9GvVo8R2EX2iREcLEGx3Yn9+MDgE9FHULP9cgH2n7Y24TloTX4ocMI7ZRtDChHvlV9+QAkLViPcp1pW7sO73PMT9MJR+xS9HCTenNyKtog6n1kYS/El2v7J7uH3iFiJIOHBDwRJHA4LPNWBFvF+DaIKDq0bALP3VvL43SIfZSo9wf6mZfG6eXXfn1AhA3p9rkE+b2Zhjks/rpkcU3zQ+HRQoLKtsFmNqhbnzoXOIQgUb01bs4dLpd7OdzuV1KV5gTXC2fs64S669La5WDVwhGt2a34bKuR5YtExBMEWuLAFgC7y2pFuRV9cjUiNVJBI/dch7KFbEmbErQymO3IUGH+aLM7e5nqLD3YW2CRUIvbZeOf5gA7JXxNgnwFKWl9qWVd2J3lk2C6f4cK46caZefP6nC+lBsqwFVtgcoEWC6IsGONgHK79//hMTLTVgQWvXJx3Kyfh5iMJ26YjBl+80MpqyJFAFL4rU2zA1Vy+5myh8lP3r2WuZrzjpZhfjLzTIi+E5AysFcKw4U3pYQKME0ViW76ymKd/TsHUQIMKVJvG9Z7mPpqTqkXGvB6sR6+eSxbgGv+wtuY3uqUUZFyZSPSbmcVB+BaUapA0wp15KisZc8wNTS/hjrU+woqumS7SGgPXn+Dk4Ut8i0BHocL3X1785uwKJTWjx5/nGOSALvpZFaRAhIpv2hNq+JNyJCgCl1r2/PbMTJ4kZU2x9AJdpGQPf4+Zthg1MIEFcKWIy51IRBcewIjgkEqa6E63fxQ16LjEDS8pvm+1gcoZGpD7WiPk8wLdE5BkyVW3qxKEKAaTs91/+tjDRTVz8B85b0BjwU8EgR19WJdiRdvS3rUlPkVaxPo65LLQ+wPsk6NO0QfR6U3+tIebBjeYxeHt/syntDYHqkwC4+xzYJ0SSC5A1plKbRJ0dzE9xT1JegPPFKMxaGVjOYTgMxmE5dMZiy/WYGU9ZEiiKHBE4bBNhsz2hAYVUHTtd2IaS4QUbvjuTbsDnNjnN1nThX24EVcWak32yVA5pOFNmxMqpOghBFUI+d70LYeUd0lR6DSHmgi6OMWB2rR//ga5m/mHCtHRsEWJaaemTOKQ28orIETqtjdcgs7xwC0/nhOpyv65CDm7Zk30G2uGhSZJZyT3dkNuCGsUfAagc2pDbgkq4XfQOvxPqdcmBT6LlGLI02yu59lwiyCKzXJdvEft5B5IVGzI/QI+SMXUZTwy/ewd7cZjktVXX9QxnJdC9PImA/caYJS6JNSL55B8U1d5Fc2i3Arhu3bH1YnWBF2s123BT7d6CgCYcKm2X7CXY3ZHU6gPLOE2zP68RFjQNM6VgsOqUXYPpUHkva7rJoPRZGmeWMAXQ8qTv+h/wWnDx7G1X2+8IP5cAlurGgqO66lAZ5Y0Gi40CRZtpWcHG9AFqrvCnIqerFrkxH2sIFdbcE3XRxI1Bm7hH73YTj4rgS6F9QdWJVcotMLaBjRjmqc4IqGUyngRhMp64YTNl+M4Mpa6JFwEggFnSuDevjtdiZbkby9TYZdWu690zA5m1sTTYKGyQ4ErxQtDKrvF1AnU2CU78AtsyqByio7pTdyQRMZ+q6sb+wVQBl21DUkQAr6UYntqXoxcXPiOOFNtll/HjwDULPNuKq4YGMZvYIeDpcQNFLR/5p5NVuXDd0y+1Sd37ohVZsSdJjb6YVhdX3JFhSRPREkc0xiCrHhvOqrmHd8CQa1X64sAlbxL4kXmlB+PlG5JS3SSC0332CyJJ2OXCJBmBFX3Tkm3qKIqJx1+5ge7pVdqmHXGhHg6iXoLWw5h52Z1hE/Xp53IyirdRmm4DR8Cv3ZQ4nzSgQc+M+ahscc1LqBVAeLWoSyx3Ry46Hg4i9egf7C1qHoqBUh0rcQBwvbsG2ZB32ZJqReqNV5gUbWp8iTEC1a45UAtPg03axjgk/ZFsFpHbhxev3uGLsQ5yol2ZNoHWyyu9itzh+W5J0iLjUJvb/sfwsa8UNQ9CFTgmzdPxokM7BXJOctYA1Mbqqv4dK8d2m73ogicF06orBlO03M5iyJkMEPgSH1CVNIPjcOTDD0S38VoJirzABJ4lwj7rOqQyJAGbgxTs8e+l83wmnfQNvhsqQqBx1fdOk+TRVFMEcbZu6vqkuWpfKvhOvCXYpMkt1PxZtoMEiJHr9hNokylNbaR2ql6CKpk6iemk0vdKIZ9ofArNeUY664l3d//I9US+BHpWnumkbnmDrEu0DdYnTMaGplKgsrUltoTZRHe7laZqqR4Pv5F8ahPX4+Tt5Q0CiCHG/aJMLUqgMtYOite7gQsvl/glYpu1SG2h/aD8fD74devwkLaNj6ToOBJR0TOnYutpEr+l40j449vWNPH4katcjUR99LqTBV2/l5+R8mzUB2hivweE8M164/TYCQQymU1cMpmy/mcGUxWKxprZ4HlPWRIvBlO03M5iyWCzW1BaDKWuixWDK9psZTFksFmtqi8GUNdFiMGX7zQymLBaLNXVEubs0gCz5WvOQZ52owJLwGsSVNA4tu6K7J/OD/SkG06krBlO238xgymKxWFNHxJo0BRcB368Plkr/cv9N/PLAzaHX3x0rl4+C9bcYTKeuGEzZfjODKYvFYk0t0WwXmxI1+BsBpEpeF6cKiHliGUynrhhM2X4zgymLxWJNLdFUXvQwhm+OlI+A0l8duImresfDFvwtBtOpKwZTtt/MYMpisVhTT229z7A1WTsCTDcnavBwIDDO6QymU1cMpmy/mcGUxWKxpp7owQb5FW349ujHqOlXh0pxRdeFdx8C4wlQDKZTVwymbL+ZwZTFYrGmpuipXVvcck1pyqieRyMfe+svMZhOXTGYsv1mBlMWi8WaujpdfUdGSmccr8BFdefQY2sDQQymU1cMpmy/mcGUFeh6+fIlnj9/zmazFdzZ+whLwquwNUmN2519iutMlD+MMUWAwXTqisGU7TczmLICXd3d3Whra2Oz2V6ccsmApAt6tLYqvz9Rfv36tfNXOToxmE5dMZiy/WYGU1agq7OzU/G7y2azHW5sbIa1vknxvYn0WK8VDKZTVwymbL+ZwZQV6GIwZbMDwwym00cMpmy/mcGUFehiMGWzA8MMptNHDKZsv5nBlBXoYjBlswPDDKbTRwymbL+ZwZQV6GIwZbMDwwym00cMpmy/mcGUFehiMGWzA8MMptNHDKZsv5nBlBXoYjBlswPDDKbTRwymbL+ZwZQV6GIwZbMDwwym00cMpmy/mcGUFehiMGWzA8MMptNHDKZsv5nBlBXo+jmAaWNjEyz2JphsjfJvQ6Pyej8H1xkaUHyrAaUqG5oU3ne5sakZpep6pF2x4kadXb5WWm8sNlobcLrMhuu1NjQ0TP6E8y43ibZfr7HhYlU99JYGxXV+DmYwnT5iMGX7zQymrEDXVAfTSm09sq+ZEVFsRlCRBWFnzEi7bEaZgDK7GzwR3NjEa6u9Uf7bvY6p5ITzesyPNOPHdBXqBZArrUOu0tVjY6IBq+OMuFBhFWD65SB5tsyMmaEG7E7VQWf2HSASBG+IqcHSWAvyr5sU1/k5mMF0+ojBlO03M5iyAl1TGUyvVluxM82IOaEazA5WYWG4GjOD6jArRI2NCToU3TSj3gmnWlMDEi9ZcSxHC534t2ddU8XxAkznRRgdYOolatkkIDTitB4rYgzIEdDuDuhf4uIyE2aE6LErRSuPp9I6k2Haz3Ux1VgSbUIeg+mQGEynrhhM2X4zgykr0DVVwbTOUC8uyAbMDFZjc4IG+TfMuF5jReENE7YkafHdSTVWRdWiSmuX65er7diabMK3x2tQq68fUd9UMUVMCUz3CzBt+ETE9GatTUaNKUKs9P547ABTnc/BlFI1GExHisF06orBlO03M5iyAl1TEUwptzJRANrcUA2WnVKhTPUxh5K66W8IKFsRpcL3IVqkXDJDa67HkWwdFoTWiQv5LRzK0iHhkk12d9fqG3DqXD1yr5lw9pYNB3OtiL9gktugrvLrtXaEFpmwI1mD3alaRBabcEtTP7Q9a30TisttOJStx5ZEFY7mGXCl2iZg6mN7LQIOU0vMOFFglm1zLadIYGSxAdHn7ajUOACaushjz5mwK1WD7clqhJ02odZgH0o/cIHpD6l1YrtWsV2DWFeL1MtmmG0OCKW2x583inrrcUsAuVwmyleL/Y0+a8SeNB32CpjJuWGDWbSNcnPjzpsQdsaCau1HaKdoa2ixHSWVVvlaCUxpH2if6BjtFO3YmaJBhDhGpeIzcYGzrb5RtNWCw3SMElQ4nGPERVGntxxZOl4J4jPYLdp5UOwf7ee66JoRYKoyNoh2m7FbbHN7khpRZ02oETcdE5FP6w8zmE4fMZiy/WYGU1agayqCKQHYwUw1vg9S48e0uhHv0wCZIzkGCVEHM7W4pW3AilgBVSdq8JtDZVgZb8Ou3Ns4X27GxQoLViQ0YXFoJVbG6LFM/HunAC8CroKbFiyL0mFRpBmbU61Yn2TFXAGFq2K1EsYIvCi/dVGkDqsTHPC6Nd2GqAuNMFo/Riqt9iYczTVgXlQ99qfXyQggLb9WY5X5optSbXIwk8pQjx0peiyMMmNrigHbnP/eGK9FhRNcCUznhGox52QllkXrsSbJLl/Pi9Aj7pxBtonySReH12JpnB35NxwgVyOgdL2oh9q/NtEitmnH6qQG5F83ygjyxiQzlsY34Kw4Jq5270lRYWFMPWLP6uRrJTA9U2rG4lNa0U4TNqVYsVF4Vqgeq2M0uCSOLUFiwQ0z5oVrZb7rdnGMtotjdFBAqlKKAUV4g/L1mB1uwOJII9Yn1ztSNE5UiO3ohsCUtr8xUSe3uzVZL4/VgkiKluvEjYPjWE01M5hOH00LMB0cHJQXGHZgube3F2/evHF+SixW4Im+p0oXyUC2RkDJnnQdZgTrcOq0A5rcTRG3kAK9BNdtiSr5OuOyAMpoDb4+UoGsK0Zcq62Xo8wvVVqwSADPjBPVMkKXfdUsBwtRNG5zogDAUB0iz+glGF6usmJ3qoAkAV5HsrUwCfg8UWiW24k/b5DATFFYiqh6QlfOVSMWnhIgGa2SAErLYop1mCsA7GCGWrYx+gyBlhWHszRyHY2pHkey1FgQZUF0sV5GPQlMZ4cIEAyvQ1QxDWyySEj/7qQKezP08tgQmK44VYMlUQYU3nSAXGihTgCjQUClBiVin0vrbEi+ZMblaqtMi1gXqxaAbcD5W5ahNv+YpsL8CIOMTtNrTzCl/V0XUyegU4/gfC3KBFwTsO9MFu0Rx+REvkFGY+nmgIA45qxeAjuBsAvsXdtymaKzK2MNmBtSJ/eV2hpaZMDs4FositAOgSkdq3mnLDiao5Ht14pjdVAct3mivfHn9FMyaspgOn00LcD0/fv3EoDYgeW3b9/ip59+cn5KLFbgaSqCqcpYLyBSLyGJgM3zfYq6hRYKMD2pxpb4WrmMuvs3JxnwzdHKobxTsgTTSD1WRKklpLm6zAlCZ5yswZo4zVAEjt5LLzFgXpgGyyJqBEw24dQZA74VUEiAlnHFLIHWVbe7a/R2rIisk7BIg7Ko7I6kOhnlyxTQTJC7K0WFWSEaBOVpZCSSfDxbLfeTckpt9U0S1uYKENwt1jUJsKa6LwqQJjjenmKQ++YJpgTJq6OqsSBCjzTRftc+UqoCRYbrBCiuHQeYUsSXIqFr4/RyCilah7rnKUL6fZBKgj1BY8RpA2aFGbEhToXkiyaZPuHahqdTLhnENnXieNLxdUSdCWZXR9VgcZRRgimlT2yMqxGfgxYncjU47TxWBKl0HI7n6YbSGqaSGUynj6YFmLJYLNZ4NBXBVGtuwA/pWgEhGgkmnu8TyBzLc3Tl/5jheJ/AdFOiA0xvqT/meTrA1IB1sSoJvK7lRQLovjtZh52petQ6I5xy+Q0TFkfqsCCkUgIS5XDuSaOIoB6Los1Yn6ATMGgeEQ2kCN6BDBVmh+kQXkipAFbZtb0kok7WX2ewy0FbFNFdEK7G8lizNEUJZwfV4nDmRzD1HJVPgPi9gONtAkwrFcCUIsOLQiuxNNqA06Jt7u0iu4MpRWBdyz8HpgSDFC11AairXEmVBbNEm9fEamReK71H+blzxb4vjLJgRbQGeddMQ4DsbkobmCPW25PyMUWDUh/Wx37MMdWZG7EysgbfHh1+rBaKYzXzRDWC8nVDUDuVzGA6fcRgymKxWF40FcGUIoAnBZDOOFmLtTG1MFg+QghF7Ch6tyZGjZnBWhnFpOU0GMcBplWo8AKm7nB1rtyC70/UYkO8VsIeLSOQojSA+eFaCX6uXFEa3HOpyiZgUSMjnhsSDIp5jrLOIC12CLALy9dgUZQJ+9PV8j3qit6WpMbsUA0SL+hlhJUG8pDrDI4BSrSeMpjaPgmmNMBpaUSVBDeKzrraQ/BMUVPabwLThacMAj4dx4vqphzT+QI8vYEpRVcpt3V9vE5247vqJfidEVSHLW7ASlB9qdKGQ1niGIn31idZZF6tq4zLtC2KhG4UIOqap5VydNfKwU+OiClFl9dEVWFBhA4J5+hYOY4TmSB/KkZLyQym00cMpiwWi+VFUxFMyRStWxKpxewQFUIKdDJnkbqxqQueoqQzglQCWtUyYkfrU2RzS7IB3wrYzLtuFhDjyJH0BqYEeBTNnBuqRuolo4ymEnztz9BipoCzE3k6CcjlmnqxjQaZPkBTUi2OUGGpaBdFRF11uUxwOT+4CvNC67AopBIzgtUyukrvUV1HslSYI0DwcJZa5mFS+/QCuukJTmpnisB4wJSAek9qnWw3HZubdTQjgV2Our9cZYFBgN6mOMf8r5RGQPtJObmLI9SYE1LnFUzpeNH+LgjXIO6sXr6u0tZjnwD0GcEaBBc48m5pe65jRO1bGFqDVfFmOTiK6nU3pTksFe1eEFqLghs0A4JdzjAwP0yFRaccOaa0fwczxLESx+FojlYCKW2HIqll4jOgtnnWOxXMYDp9xGDKYrFYXjRVwZS6amnwz0wBoNSdvCHJhJ3pFqxLNEsoooFORaXWoagbTcO0P5MGRGmwOt6IQwVNuFhBA50sWBJnx4ZEx+j0j/XTVE5G2f28LMaIPZkmbEs1ycE16+J1EhYNlgaEFduxO6teDljam67HnDA9fsjQD0sLcJmiuYeydZgZasT3wVrMD6mRaQmu9wmqV8SI5acM2JVuxIFMHfZnm7E7t1VApGPQD3V1L4i2S9AkmKVl9KCB2WEmbE+3ykFaBG5LaFR+rHVoVP75W1YZMaUI5+ZkE3ZlWLE6sR5ZV41i/WaEFWoxK8wgAFCDrWk2LA6vw6oolRy0FOcclX9aQO6cUzbsSTc5B1k1y8FnM8XxpjSBPRmiXvEZzA7VyQgs7Q9B8YEsHfbkNMloKR0b+rwoR5jqoHrdTVBJ01nRyP4V0TrsyLBj6SmN2J86LIuzyUFktB6lL9CgtYWRRsexEtv4MduCXdlNMsfVs96pYAbT6SMGUxaLxfKiqQqmZIpA5l23YJ8AzlXRagkv1PVOc39SFNEFbmSCKBrcRGC0KkaDA7lmlKttEuT251gQVGCU0Un3+vUCGtMuW+RURDT90uoYNU4WmGSqAM1TShHLs7cEmKYbsCisGisFyAWLetznVfV0iYC1Xak6bE81IPacEe7P9aeudWrjgWyjHCi1KLRaAt6pc/ahAVtFpSbszbZJQHXlsVbr7DIXNvyMRUZWCYDpCVcHc20SWmkdOhanSy0CKgXwRaoFXGsRf8k2FF3UmxvFvontRqmxMVEvH+t6ttyCH7IdDy2gdW7WibanmxF51gSjOPa0jOA8tURAe7JORpjphuBEPh1/cVPgPP40D+nuDCMWi2NE88sezzfKCLZSjim1nT4TOgbLRVu2JOmRe80qANokbiYaZf4qrUfHl2ZPOOg8VgvFsdoYr0HkOYrOjkyjmApmMJ0+YjCdQup8+BwhZ2w4kGPC7e5nzqUsFmuyNJXBlExwQ3BHEETwRbDmDQoJeuS6Yh36S69dy7yWcdbvrW7396leb/W47FjfsX2ldd3baJfrDa/Ttb1hy5xl3JfRv2kZrT+0nnOZY/9HtpVe03t0LGld1/quOlyvPcs5llN7HeWV36djpPy+kt3bSeVlHc6/rnWGjtUoPvupYAbT6SMG0ymk5q6nWBVVh1knK2Bue+RcymKxJktTHUzZ7J+LGUynjxhMp5AYTFks34rBlM0ODDOYTh8xmE4hMZiyWL4VgymbHRhmMJ0+YjCdQmIwZbF8KwZTNjswzGA6fcRgOoXEYMpi+VYMpmx2YJjBdPqIwXQKicGUxfKtGEzZ7MAwg+n0EYPpFBKDKYvlWzGYstmBYQbT6SMG0ykkBlMWy7diMGWzA8MMptNHDKZTSAymLJZvxWDKZgeGGUynjxhMp5AYTFks34rBlM0ODDOYTh8xmE4hMZiyWL4VgymbHRhmMJ0+YjCdQmIwZbF8q0ACU3oOemNTk+J7gWrXc9wV3xPWmBpQXG5DhbZ+yu3beE3PtFdaPlG21jfhlqYedfp6cex/PseUwXT6iMF0ConBlMXyrQIFTPXmRmxJ1GJ3hhHXam2K6wSaK9R2bE/RYXeaDjU6+4j39ZYG7Eg1Yk2iHadLzQJMh7/vT1Nb6hsdf5XeH49tAhiP5mixOdmI/OsmxXUmwoU3TViT3IjNcTVym0rrTEUzmE4fMZhOITGYsli+VaCAaaXWjhUJ9Vgdb5YQp7ROIJmioZer7VgabcSySC1u1o2E6cQLRqyMtyHtshH2hsACqMtVViRfbZB/aV+U1hmrDZZGbE01Y2mMGTFndRNWr6fzrhuxOMqE9THVMnqqtM5UNIPp9BGD6RQSgymL5VsFCpgSuBXcMONMuU1GGpXWIdD5UtiRXe8Kyz2ttI7nMqO1AYWlVtlVb7Y1DnuPtpNzzSTet8FkU94fd491v2j9sZZx94kcNeZFWhGSr/lkKsJYttHY2ISLFRbk37ShVl+vuI43j2ZbrvddYLrBC5iOtd2BYgbT6SMG0ykkBlMWy7cKFDBtEFCTcsmI7Ot2mZdJyy5UWpF1s0lCzsVKG8KLDNKXxL9pfVeZtCtWVOs/dqUbBNhmXbMi/bJ5CBi15gZkXDHjZJ4WQfk65F43Qy+W0XsEZldr7Mi4apeR2xzxXtR5O8pUNvnejVo7ooqNOJ6rk39LVZQv6gDTjCsWsb5VwOdHMFUZxXKxbdpOcL4WyRdNqNJ9zIfUie3m3mzAuQq7/HfyJROCCvSIv2CE1rnvSiZ4v1JtRew5I07kahEiytA+Ga2ObdPxOH/LjISL1mER3DKVHUmX7ThbbpF1nC23YmNcLb4/WSe7w5MumXFN7L8LUGX7Rb3BBTq5D0kXjeK4fGw/fT5Z1+txuaYBtzR2RJwxIe+GBVZ7E4pumpEmjiMtp/rOlpnl/iVd0AsbxL/FzYdY5mrvTdE2iiyfEMc2WGwrRayrFtt3B8sq8ZnEnTeJ9hiQfVXUX2LA0uiRYErfAdqXIHHMybRdlWE4IF8Vxy/S+VnS35viM3Z/359mMJ0+YjCdQmIwZbF8q0ABUwK7uSG12JBqE+BpkcuOCnhYmdiALQKe1iTasDDaitmhOqyJ0+N8uRn1AmxWR9diQaQJief1cnARAc35WxYsiNBjc5JBQE69hJMfMvRYHG3BwtBqzAmqxKIoM07kGSQYUj0RxRYsi7VgS3wNVsRbsSr5NlIvGeR2NqRYMD9chwXBlVgSY8axQhtMAgZvqW1YFqnD2niDhCdqM0HgjlQ9FoltzQ/XYp7wQrGt9fG6IQi6XmPFljQ7NsRrsSVBjaUJTZgbrsf8CCN2JatR76XbP+eqURyfJtF2E2aLc+TcUI3czsEsjQRlq71RAJceC2PsiDmrHyqXLKBwWUIjfkyvk/t79HQLZodo8ZtDpZgVosbK1HaEFdvkdm+p7QJ0DLJeavu8MEf718XpRLsd7b9SZcG6RKs4vlqsjKzBorgmHC5okMd6S4I4fgkNSBfHjsBzZ4oGy8WxXBJnF/unF5+VBZvja2U958Sx3ZzWgMWxVnHOr8ScEJXc1s5UrQBOB2zTMd6ZZsTcMHF8xOe8WADpkvAazDwpvituYHqj1orVMRpZntrt2JYJW5N0KBd1yHYLKF0eY5Sfy4LgCiyJFttKVsn3AsEMptNHDKZTSAymLJZvFUhgSnCyOs6AEieYHsnW4PsgDRaEqxBepJPRuNVRNfjuZB1Ci4wyGhp3zoAZwVocyNLLaCNFBMNPO5ZRRMwiYC20yIA5YQaczNNBZ2lAjb4e25O1As7UKBR1Upkwsc53J1WYI2DvYKYG6VcsuCZAjCKs34u6Ys4aJMBW6xtwtdomy1BUcFGEALtojQRT2odD2QbMFPC8L10jo4EUoduTpsGsUD12COikKOJ1AVFr47RyexviNcgVwHmqSMBUSI0AMJ0s43l8yJR7G3nGgNI6m9yPvOsmLI/SYGZQHap1dgmmhzJUmBmiGwamFK2cf8qEH9Pq5GCh67U27EisxYwglQDhWhSVWkT5enk8j+RQ+/XYm6YWsGcTx8Aq94WWbUtSo7HRCXiRKnx7og6rxL7HimNzpsyRzrBVgOnCSCMySgxyX0vr7CgutyJdvF4bQ23TIuq0TrbrsgDcU+KzojxX2h+6oVgbpxHHRY2r4thTW0+JdWeI/VseUYszYv9lPbHi2J2oGQJTvaUR2xLVErYPi8+Ojg+1cWNcnSirxrEcB+geFMeGwDjqjFZ+frXihoVSD1zHyd9mMJ0+YjCdQmIwZbF8q0AH01kCsggOCXooKkjd4gSdBwVAUS4qdVnPCa4VcKiW/6b11sWqsDBCK7uMKQq4PELAkngdU6yTEHRBwMjRXAGcAnpjz5sEvDrAlAB0r4BIiirS9iXkFukFVGqxK1WLcwKwVIYGCWf0vieYEvAuCqvFonA1StwGFRH8LooQ+3KiUraPwHRdvB4zBGAT/NI6NPXRlkQN5oYbUHBDeUQ7daVTm+pEG0oF9FK96+IJsDUyCvs5MP1BgCnBNS07mavGnHAjQgu0Q+2kLvzF4XVYKNpPwObq2qfjuPiUFjNF+yltgKBvhdjnWcF1EiZd26GINUWcXWDqWk7bzLxixsJTOmwUIO7qXqf66fNRmxplpJkiqNuTtOLz1QgItcgu/X2Zjs8l6YLRuY1mpFw0yIioC0yprStjDfIGxhUdJeddo++KDjtTDRK8KZ92XoQJu1K0AvKt8ji69jEQzGA6fcRgOoXEYMpi+VYBDaY5Gtl1H12slQNrCCKyrpjw/Uk1DmY7wJTyRLclaTAzWI3CG2YJiwRM21IMMl+U6p15vALfH6vCotBqrIisxXLhecFVsjuY8jXNAugkmApQjS7WD5uCiGB3T7pB1K/BshgBdxkGmaNJsOUJpjfrrALearAuTisA6WPOK6UmrIrT45ujFTI/k8B0fYKo80TVUD4twfC2RJWARb0c3OMq627KtY0uNmBPlg2bkk1yuzMELM4MVsnIpjuYxp5z68q/6OgG3+cGpjT4aXaYQcKaa8ooajO1f02sVoDvR8AjEF0jPpevj1RKqKTXK2P0WBBaK1MaXOt5A1OqlyKriwSYFty0DIG9xlQv80v35VixOcWMVTHi8xbHhCLJpwWY0jGlz5EisxcrPkaRC8TxWTKUY9qIfAGgiyMNWBJWJT7vj58dHWeqi1I6KF+Yvg9UH31XaDYFSlmgHFjX+v42g+n0EYPpFBKDKYvlW00FMKWuV8pXJDDN9ABTiiASXH4fpEZIkRHJl4yy25wG7RC0EHRSpHKhAMjYs3pcEIBz/hbZgouVVhmVo6idC0yjzhiGgSlBm1rAY+ZVAU+J1K2sxpqYOqiM9SPAtExA7MwT1RLC3MGOBiStiNHh++OVckoldzB1RQ8/B6YWcXwiTlOupQ7bk3XIu2FDagnBqVrmiRKYUtoCdVc7IqaO7nJyigKYHneCaWjBRzCleVlnBVVjZZRG5my6yl+qNAsQ1eHbY5VyEJkLTBeG1cqBZq71vIHp/gxx4yDadCJPNzRQiz43gtL5YVoB8hrkiP3JvGrG+ji1jJgSmNbo6rEjVXwu4vOmgVuu+vKHgWmTnDN1SaRe3HhUDZvR4bJoJ30vtqYYUSE+K1pWoxef5RULNidoZcR6dYxa7pOrjD/NYDp9xGA6hcRgymL5VlMdTGk9ylVcekqDJeG1WBZeJaNhhc7ucCqzPrZOAl3yRUdeKoEn/SUYJECiupXAlIDNIECKYIrWuyHAc0OCgNMTNRJCPcGUop/y/CVAMb3EKKOJ1MaoYoPYDy02xNXKbvPxgCnlQ+7JMMr8yxKxv9Qe6r7fkKCXXfkEpgTYJ3IF2AkY252iknVSpHBHskbmabqDKUVKKW/0SJZatLFRjqin9VdFi/YHq+VsB7Tf9B6BP7V/nTiOdExGC6Z07GnA1mxx7CmXlgZNUX2yXrGtI7nihiJYi9xrJrk/leJ47kzVy1QNAlM6dpTzOiNIiwOZagn11eI4H8zSYWaQaghMCaIpokuDnrKvmuRnS9s4Jr4/M0P0OJytk98vAlBaTp8v5aGuj9diwSn9UDqFv81gOn3EYDqFxGDKYvlWgQKmRgEOM09WY02CZWhU/qFsjQA1E06ddgdTswAqAw7mmCS40HqOUfeOwUvU7Ut5jHVO4CMQzL5mxiLq6o3U4USBGTEXrAg+TaO9CUqsTjA1YmaYUUCkaQhMCWbCTptwIMeMpEsWnCwwCZARkBWnlhBKXdSUu0rRRAJTKhd3wYx5EXoJrMfyTLKdCwQwLY3Sy0FGVC9tc32iGTNO1gyBKUETDciaF2kRoDYSTGlqqhP5FA3W4od0vWzPnjQBaCerJMzSgCna16wrRiygfNZgFbam6LEySiWgXSVBbk/KRzCllAjKv6R80r3ZdqRddkRcEy+aZf7mwnANjrraL/aRIpLUDU/boDzdlbEmzA+tGwGmG+NqsCjairRLBgmImxPU8kZicbgKu9ONAq4tOJRrkpAZc9Ykbzy2JuuQUmKRA9hmB1XLz5eOFdWXSfsTphLHqhZ7BZjTTAaLxbGlAV/roh1gahNQS3nItM9LIzU4lm/G/iyjHMi2Jt7RXU/fnUMCbg/n28Q+WsT3wChTC9bHaYa+R/42g+n0EYPpFBKDKYvlWwUKmBIU7UzR4VhhvRwIQ8sSLhixK9MuYcvV3Xy+wo4dGTYBgB/nDiXYyr5mkd2+29PMiDurG1qfTICUVmLGnkyzjMhSt/q2NJuAUytq9Hb5bHfqqt+ZQXOY0oh7RzmqlyaLp5zOFVFaOU3VgWyTTAVoaHTkfP6QZcLhXDPUBgfcELDGCzjdmW7Gqjgj1iaYsC/LjBwBxy7gpcjgiSKxH2J/XXOpEniGnzFjb04DLlV97LZ2WUZaBdAeyRP7EGuQ0zcFF5llxHOPAEuqk9ajR7tGnTVjXYIe6wT8EqQVXDdhr9j38ELt0HHRCTA8KEBwfYIRW9IbkHnNJnM/KWqaQO0Xx3G1W/sJ7imqSmVpgBEB3l4BxnRsh9ooQPJkngb7chtRLGCQ3gsSALgj1eFdGVbszqrHgVyrfK9C1HNS3CisizeKfdLiuGgrld+dRbMZOKKYBI10PDcmGeRNy/5ss/w+HMg24qi4caFIK61HqRURZwwCxk3yuNO+78+2iHZYhmA8W5Tbnd2AldGOz3K/uOG44DZ4y99mMJ0+YjCdQmIwZbF8q0ABU4KaWgF3KpOj25yWUVStxuDolnWtRyPoacomAitP+KT8QbL7gByXqU4ahU3QSwOaaMJ7qp+icgR9tA2ql/5SdM1VjmCS2kWj4ClCSuBJEVZ6j4CnzijabGwcWkamKB61g8qUiTIyj9XtfddIdAJbGtRFy6gdVHet2F8q71rX3dQuiqzSPtzS1Mu2Utc4laE6XesRsNP75ep6+T61jfaBoNO9PnpN61UIuyCf/Ln207GkfabjSe12LSfTlF21hiZ5o0HtpX2Sn4s43tJinylKTO+RqX3UTldbaZ9of1wQT6a6KrR0w1I/dPxpBgE5Eb/bZ0Xr0edK03S5PivXQwHI1G7Xfn18/2N5f5vBdPqIwXQKicGUxfKtAgVM2ezpbgbT6SMG0ykkBlMWy7diMGWzA8MMptNHDKZTSAymLJZvxWDKZgeGGUynjxhMp5AYTFks34rBlM0ODDOYTh8xmE4hMZiyWL4VgymbHRhmMJ0+YjCdQmIwZbF8KwZTNjswzGA6fcRgOoXEYMpi+Va9vb24e/cum832s9+8eeP8VY5ODKZTVwymU0gMpiyWb/X69WsZqWGz2f71hw8fnL/K0YnBdOqKwXQKicGUxWKxWKzPi8F06orBdAqJwZTFYrFYrM+LwXTqisF0ConBlMVisVisz4vBdOqKwXQKicGUxWKxWKzPi8F06orBdAqJwZTFYrFYrM+LwXTqisF0ConBlMVisVisz4vBdOqKwXQKyQWm3x+/hQuqDtR3PGGz2eNwa88zNHQqv8dms6e+w8/a8ZtDDKZTUQymU0ht4mK6JroOf7P/JpvN/gKvjVXh1wdLFd9js9k/H+/LMjqvoKypIgbTKaTBV++Qdr0FqwWcroyqZbPZ4/SP4mLFvyM2++ftTQkalGg6nVdQ1lQRg+kU08CLt+jqe45ONps9bvc8esm/Izb7Z+7uRy/w8vU759WTNVXEYMpisVif0P3HL1FYdQcJV5rRP/DauZTFYrFYkyEGUxaLxfqEGjqfYnW0Suar3bk/6FzKYrFYrMkQgymLxWJ9QtY7j7EsokaC6YMnr5xLWSwWizUZYjBlsVisT8jU9giLwqolmD59/sa5lMVisViTIQZTFovF+oQYTFksFst3YjBlsVisT8jY2o8FoVX41cFSBlMWi8WaZDGYslgs1iekburDrBMVmClM07WxWCwWa/LEYMpisVifUF3DQ3x/7BbmBVfh2UsGUxaLxZpMMZiyWCzWJ8RgymKxWL4TgymLxWJ9QjX1D/Dt0XIsCK1mMGWxWKxJFoMpi8VifULlll45In9NTB0GX/HjDVksFmsyxWDKYrFYn5ALTNfHqfCcwZTFYrEmVQymLBaL9QkxmLJYLJbvxGDKYrFYXvTTT8B1Q7cE043xagZTFovFmmQxmLJYLJYXvXv/AefqOiSY7ssy4uVrBlMWi8WaTDGYslgslhcxmLJYLJZvxWDKYrFYXsRgymKxWL4VgymLxWJ50Zt3H1BY2S7B9Ei+Ba/evHe+w2KxWKzJEIMpi8VieRGBaGZpqwTT0GI7Xrx5h97HL1Hf8YTNZk8Tt3QP4N37n5xnBdZki8GUxWKxvMgTTJ++eIOkq83yNZvNnh5eGFoF290neMk9Jj4RgymLxWJ5EYMpm83+zeEymcrT1vPMeWZgTaYYTFksFsuLXrx6h4QrTfLiFFvSiFdv3+Ph01dovjfAZrOngcvMPfj1wVKsiVHBfveJ88zAmkwxmLJYLJYX0bPxoy40SDBNvdYiB0OxWKzpI8ox/epQKdbGqtDQ8dS5lDWZYjBlsVgsL2IwZbGmt7TNfTJiuiVRgzv3B51LWZMpBlMWi8XyIgZTFmt6i8HU92IwZbFYLC96+uItThZZJZgWVLbjLU8Zw2JNK7lyTHek6tDd/8K5lDWZYjBlsVgsL3ry/A2O5lskmBbX3uW5DFmsaaZr+nsSTPek6+XAR9bki8GUxWKxvIjBlMWa3irRdkkw3ZthQN/Aa+dS1mSKwZTFYrG8iMD0UK5Zgik9M5/BlMWaXiqsuoNfCTDdn23EwIu3zqWsyRSDKYvFYnnRo2evsTvdIMH0urEbH35iMGWxppPyKtrxqwOlOJhrwvNX75xLWZMpBlMWi8Xyov6B19iZqpdgWmbpYTBlsaaZ0m/elmB6OM8snwTHmnwxmLJYLJYXMZiyWNNb9MS3Xx64KWfnYPlGDKYsFovlRX1PX2NrklaCaYXtPoMpizXNxGDqezGYslgslhfdf/wSa2LqJJjqmvudS1ks1nRRyBm7HJUfeb7euYQ12WIwZbFYLC8iMF0d7QBTY+sj51IWizVddCTPgq8OlSH+cpNzCWuyxWDKYrFYXsRgymJNb9F0cQSmCVcYTH0lBlMWi8Xyot5HL7HsVI28MJnbHzuXslis6aLtKTp8faQM2eWtziWsyRaDKYvFYnnRvf4XmHOyErNOVMDe8cS5lMViTRdtSdLimyPlyKtocy5hTbYYTFksFsuLGExZrOmrt+9/wuZEDb49Wo7T1XedS1mTLQZTFovF8iIGUxZr+urZy7dYH6fGjOO3UKLpci5lTbYYTFksFsuLOvuey2jJvJAqNHY9dS5lsVjTQU9ffATTKzoGU1+JwZTFYrG86O6DQTkinwZA3e4ecC5lsVjTQQ+fvsKaGBVmnbiFMnOvcylrssVgymKxWF7EYMpiTV9RKs+q6DrMPlmBavsD51LWZIvBlMVisbyIwZTFmr5iMPWPGExZLBbLixo6nkgwXRurQnvvoHMpi8WaDmrofIKlETWYH1IF6x2ex9hXYjBlsVgsLzK09ksw3ZSoQceD586lLNbPXx0Pn8Nwux96P1nX0oe6hgeott+HqvEh9OK10nqT6XN1dzEvuAozT1SgsKpdcZ3JtKa5D1Vi/12uFcfDH8eB3HxvAO8//OT8dkyufAqmgy/fQSsOdIm2CxdUnWw2mx3QjrnUKMF0UVg1Mm7eVlzn5+ibxm75OFbW9FXUhQY5G8Xc4Eq/eE5QpZwR46uDpfjuWDnmitdK602maZq4Xx0oxS/FOeA70RaldSbTtP1fi/13+ZsjZX45DuSN8RrU1PsmncFnYPryzXvkVbTLXC2aeuH7Y2w2mx3Ypie+EJjSxYkukkrr/By9OLwa5ZYe59mbNR21P9skv/v+9F/vv6G4nO0707nva3EeJDD+Mcvk/HZMrnwGpv0Dr7Ayqk7uKFG/3NnDZfJkH4imCxJ9EK4Ph56VrbSeP01tcv/yKK3jT/9GfL50p+lqHx1TpfV8atEG9+NGn7Hien40HSc6Xq420nFUWs9fpt/tLw842kZ/A+13POx3IaMMyuv5y/R5DrUvUH4XTtNn6fpctyXr0H6f82qnqyIvNMqbFPpe0F+KYCpF0ibLtD36bbh+K9QOpfUm218dcpyL6TdBx0FpncnyHOdf2q7rOND5w3O9yfR3Ytu/pOvRjzfkOcEX8hmY9j19JZOIXQf31wfLcCTfgjJzT0D6krpLhq5d7T1eaFVcz58+VmAZat+KyFrFdfzpyAsN+O6o4wdFkfLCyjuK6/nS1/TdOJxnHjpuezIMiuv50+frOrA62nETR3eqwWcC67uXU9Yqu5OofTRaNflai+J6/nLwGdsQ/NGgpeKau4rr+csJl5uGvn9Lxe+CHnWotJ4/nCI+S9eFmCYWv93zzHkGZ0030YwU0eIcHnLGjrxb7egbeOV8xzd6/uod4sVvxXWjmV3mn2fV07PyafszT9zCDWO3c6lvRemPrnPGkXyzc6lvdLa2A79xfgY/ezClL1uO+LIHqh4PvhkGMARVgSZKjXC1b0eKb74wYxH9iAlcqH1bxY/7bgBEX169fY8sAVau4xZ9qdH5TuCIJnXek66X7aM75bMCVANJjZ1P5Y0GtW9JeI1M0A8knRPHyxVp+THLiJ5HgZUrSQM6XN8/uuh19b1wvuN/0cAK6tGitjGYTm+ZWvtl2h19FwhI7vj4/M1g+lEMppMkBtOJF4Pp2MVg+uViMP0yMZiypoIYTB1iMGUwDRgxmH65GEzHJwbTLxOD6fjFYMpyicHUIQZTBtOAEYPpl4vBdHxiMP0yMZiOXwymLJcYTB1iMGUwDRgxmH65GEzHJwbTLxOD6fjFYMpyicHUIQZTBtOAEYPpl4vBdHxiMP0yMZiOXwymLJcYTB1iMGUwDRgxmH65GEzHJwbTLxOD6fjFYMpyicHUIQZTBtOAEYPpl4vBdHxiMP0yMZiOXwymLJcYTB1iMGUwDRgxmH65GEzHJwbTLxOD6fjFYMpyicHUIQZTBtOAEYPpl4vBdHxiMP0yMZiOXwymLJcYTB1iMGUwDRgxmH65GEzHJwbTLxOD6fjFYMpyicHUIQbTnxGYEgC8evPR9/qey4vYL8XOkenLllHaOmwdKvPu/QdnDb7XT8Lv3v+Et+8+SDg4lGsa+jLQs4JpOfn9B1rTP6JtvxXHiNqRXd421L7t4gvjap8/j+GHnxzHj3xVf28ITLckatHaPeB4T7RPrOZTyeMmtv3s1Vtk3Lw9dNwiLzYMtZc+e3/K9bn2PHqB3WkfwfR0zd2hNn7w03ePPi9XG2x3nshnvFP7FovfdF3DQ8d7ov30+ftDrs+XfEYcLxeY7ss0ovPhc7mcfhf++oTdfxfV9vtD37/N4ndBF/yh9vnh+Lm3Td30cAhM18Wq0dj11K1tzgKsaSEGU4cYTH8mYPpaAOaBHCNWRtZihdNLI6rFRbYc80OqsDCsCrNOVGCOgBbX++RNiRqUmnqctfheL16/w0VNJyLO1eNkkU1cdKuHvgwbEzQIF8tPnW+A4XY/3osTtT+kEhAQeaFBtmVDvHqofXODKuUyMoGMPy5wpLbeZzjlbAdFcX9z2PGFniPadyTPLJcnXW3Gk+dvnCUmXwRzlbb78riFnLFjXdzH47Yyqm7ouF03dOO1uEHyhwis6MRL7ThRaMU88Tuh9n11sEzAi+O7R7bffeIs4VsNvHiL2EuNsg0Hc8wSmKl93x4tx94Mg1wefbERrX6KsFnvPpa/W2oHHa9fHyyV7VsYWo1j4njS8oLKdnnz62vRT7Gl+5k8PtSOPeJ4ub5/s4MqcDTfIpfT59/72PfR3bsPBofa9kOWEb9yHjs6Rx/Kdfxms0Tb+gZeOUuwfq6imxACQrKq4cEQmFJgoaHzqVxO10lfBGcYTD+KwXQCRFBEILA2RjV0kvvlgZv4XlzElkTUYLmA0HkCVFzvkb8+XC4vfH0Dr521+F4UOSiuvTt00VXy8lO1sAk48Ff04La4wBHkKbWNTD9i+hL7C0yfPn+LVQL2lNrm8vFCi88jf9qWPgEpDthTMp2AS809PjnhelO+ACeltrm8QLT/wRP/wMG7Dx/kjYVSu1xeG6sSAOu7Gw53UVTUlV7gzQUV/ksdovZROotSu8gE0mFn7fKi72tR79DONJ1iu8i/OlAqbsjr8UZAC+vnrQ7xPaXAQcKVJnHDZB4CEgooBZ+xyeX54nf0eHDyr9MMph/FYDpBopMYwSnlKdGJzXVQlfz1kTIZiXz0zD8XNXfRhd89EuluunjQD+X5q7fOtX0v4ia6gCm1j7wtRefXnDoCO8rx8/aZUzehP6J+lCpyssgqb5CU2nUg2+SXaJW7qAt/mbjxUWofObO01W/gTFvVCbifecKRmqHkS5pOx8p+EH2+lDvs7XtHF9ZHz/x300vnw9PVd4ZSDDxNKS/m9kfOtX0r6qYv0XThu6PKN+R0o958b8C5NuvnrG5xDqJrttL3gEznTzqP0u9tsvT0xVvc63+Blu4BhBTbh3o/4kqacK/vhfRk3sBRTIfA27UtVw8b9fgWVt2Ry+g4UXR5MvVS7CNth7aX40zb+2th6qFytY0CQZMRhHr19gO6xWdA20i/cRtfOT+DDfGaoW3TMZqsq9GkDn6ik3GV/T5WRtbJvFLaMU9/fVhA6bkG3PczFLhEn/F5AVZKbaVoKXXj+1v0g6Xos2f76FieV3X4PVey48FzmZbh2T4ydVPTD84fqu98MnSSc/csAQV0YfZX/qZLlKOZV/Exb9jdlOpC0XJ/6sngGwSdtiq2b22sWg5w9Jfok2sQn++aGOVofVbpbceKflRbzzOZU6rUvmMFVvn5+0sU0d3lzGv2NH3m/uxJYPlOdM0+U3t3WG+mu2k5nUcnS88ElCZeacbGBLUMEC2g1L/QKpnaRGk5dF1ZL5YTIL6cJDgm4KQc/41iO7Q9Sleia//c4Eo5gJuWbRK/40vimjGZonEtmxJoWxqZVjhPbH9xWA1mn6iQy+j4HMm3YPDVxF9Pi8RNNKUvftx2lTwG34ljQcvo2NAxev9hcs5ZkwqmJAI9Q2u/zOXzjFbRToaJO6JAGzVLFwjPbkG6Y4i51BgQJ2j6QVKXivvxJPD/ge6kxF2Ov0VgfEHVOSI6RHmwlvbHfhuAQts9Ie723dtEx3BfllFCVyCIBhjQSc+9jV8dKpXA+vqdf/Jf3aVpGpkSQd08NNDN3zdEdFHNLmsdymt2mWC1NwDOMXR0isQFlc577u2j30lbr/8jknShnXFieNSUui/ben076IXlX1FgYWeqcmrH8ULrpJ+/6TfiSqebdfKWvNbR7CkUeKHzNeU+19Q/kGwxGaJrfKa4kaXtURt+eaAUJZpOcfNoGVpGgz5pMO9kytT2SKY+yjYIUw597q02zHTm/dJ544wAyMm4ob0t9m1hmGOMDaVS0LYva7vksaBldByySlsnLZgz6WDqEn2R1sWqhrraqEs3/Gx9QICUki6qOyUQUFvJNGArULqz6KtA3eHu029RjiRFS/2VW+opylXamfoxAkOfe+SFejz14aAnJVnvPJYnNle7CBLKzP4bcOepN2/fyxwud6jfGK8JmO8efX6hbt1r5N3penQFyO+4WZxQ3Qe3EaTShY6OayCIeoY2eHSVUmrOZHcLjkauXFNX7xZBAHWf+quHg+Uf0Q0mAY9nagedNymwMNmidLodKY5rB51nKGJJpu8jvaaByZM9FqW195nspaJt0o03bZ9SDuk6Rm0IPm1zrjl5IkCmHkaKUv9abJeuCdSOXwsuIUCkWTMmc7AppWzQvpJd26ZjQceEjk37JM7S4DMwpRNvpdWRc0o7GSS+XJTDEKjqERcQV9IzOepCg8zvDBQNvnorLxr0paEvytZkLe77aWCMkuhHRd0t3x1zANZicfelanzot2ipS89evpWjjF2fKyVzU5J9IInmjqRuFGrf1+K3Qjk+b976H1xcoptM6mKj9n0vbohonlV/dkO7iy6qqddbhpL1qduJ7v4DScU1d4e+f9RFZmx95PffhUsl2s6hY0fT+5mobQF03mP5RpTaQbNbuKfghZ+zy/OnL1Rc+3EuYpfpOkfnnZumnkn/vbx8/V5OZ+kaeOVuyrP3VaCAZkIgIPRsAw0Wp7zTyZxFhuarVhpTQMeE8vnpGE2WfAamJJpGiuCURv119j13Lg1MEUjTIB6KuFBUbTLvDsYj+mHqWvplygFFdikvNtAuIDSYiEZq011mkLj7GvTRSe1TopkXVE19coQ7/chuWXud7wSOaDBK+s1W2V1CM1i09gQWWFEEjR4+QReKbeKGKJAmiCdRe2iwk6u7ibr4A0lPX7wZ+v7RaHeaiitQRL/RVdEqGZGhm3FfgQgrsESBBeq5cXVd0/dV1fRQnj99IfreLXJ2JbtM5xtKu6LBUb4Q9a5R74ur+5pMUBYpfrOTld/qKTp3UQqBe+8ttYdy1WmO4ckUgSd14bvDOW2bcnxpZqLJlE/BlEQRDQLUqXAXfvfBc+xK1yO2pDHgLm4kahNd2CiHzh/TzHxO9BkT3FPSurbZ/4PGXKIpjcLP2uVgD0q2D0TRaMxVUbXIEIDqq4vBWGRpeyRzhml6tUBJH3GJmkMPUaAu8/bewHtyER2tMzV35E0lPTUr0D7ea/ourBTfPX0ADPRk+U+Ud08DXghG6Hzp66ngaJYP96gpTZNIg6l9JQpOURDNPWedejgs7b7t4aD0Cff0M7pZSBbtmuzxLlQ79ZjMC/o4poCORcq1lklPPfI5mE4l0QW3wtorATVQReH2usYHzleBJwLm1Ou3J/1HNFbR7AqUpxuI0OcSDUbx57y+nxNNX+WL+QzHI5oaivLEA1WUR3dBtO95AN5Q0s0affdeB+DNOMu3onELNABH64fHDj98+lpG5wiMqdeNAgm+vo7QDDjr4lRDUJZ8tQWDL337m6UeFRp47YqaUhSXpmvyhagHhWZJcME5zQRADwuZbDGYfkb0QwhkeKFRcYEGfZ7yx9N2PqdA/1xJgTAg5lMKxM/VJfpoKSUiUEXfvUDshSHRDXkgHzuW7/R48I3MZfRHjxzlrdPN5bdHymXklFIJfC36nSY6o6Y04Ifmcva16FxGjwqmGwRqB4058KU0YtsrTtU6I7UtPrluMpiyWCwWi8UaIbpJ8We60937g/LR1j9kGvyW70xpVTSHqb+ezEaiz4BmQ6FUApo9w5eifaZHeVPePh0LX8gvYBpoOWmsyRB9xoH5OfP3bzqIon6BMTftVBT/RlguvX//Hq9evUJjYyMePXqEd+/e4cMkTazukozai+087OtH3lUd9E09eCte+/J7SduifX/79i0Sz6lhaOzyyb57irb39u073FA342y5Da/fvPFZG2g7tM9lmkbk37TKY+GLbfsFTJ++6MW7D4F+0fgJL988EZ7ckW9forfvXuL9h8AcvPPyzQBevqZjF1gXOGpTIH+mLn34IC4GbwN3YvO3719h4GXg5jbTZ/z4eWDmmNIF79lL33dLjlbv3r/GgDhHs6a3nj17hurKSqxftRR/9ru/g5m//DP8ufj767/8EyTERKG1tVVCy0SKQPDevS7kZGfi27/+Bf70v/57fPdXf4w/+I+/jdVL5+Pa1St4LOB4sgH18ePHYluXsW7FYrHt/xMz/+ZP8ee/9zv45m/+G+JjItEm9n2y2/D69Ws0iZuBg/v24L//8e/il3/6X/HLP/td/Onv/kfs37sTqrpavHgxORFMAlCrxYwjB37AX/zhf8Gvf/F7+Os/+b/xiz/4L3KZTquRNyuTJZ+D6U8/fUD3IzuePg+cSc2VRMD34GkLnjzvFq8CL3rw/sM79D27g+ev/fN87U/rJ3HcunBfHL9AA+f7T5rwaLDD+Spw9eL1E/n9C1Q9edGDnicNzleBpwcDt3Gv3yrPN4GmV+KmresRPUEn8M4rpCfi3NzzuD4gjx3LN+rp6UFqYhx2rZ6HqpxQPNOfxfv6y9Kdt7KRdGQz9u/YgNKbNyRMToQIcnVaLQ7u2ozwvWvRdjN9aJvkuoIIHNq8DJEhx9He1jZpYEj7Hh50DEe2LkN1bhhemM7J7b+1l8g2xR/aiAM71qOysmLCwdylwcFBXDh3FrvWLsbZmAO4X5M/dBye6s7gfOwB7N+8HGnJ8fIGYiL1/PlznD9XjF1rFuJ01I/oqysY2na/uhCnI/eJba9ATma6hOfJkM/B9M27F7j7UId7jyb/yQlfojfvXqLtgVqADE3L4J+8kk/p9bvn6OgzCMjqDLgLCMFo75NG3HmglccxUETHqbW3Bt2P7fjwU+AO3CH1i5uOtvt1AdlOuiB0P7aJ9qkCsrucPuf2h1q0P9Dg9dvAm1Hj4UCbPHaB9Ntw1z0BzXcf6uW5mjX91Nvbi4TocOSE78MTAUEuKHH3a+tFmM7HIeTHLQJOrztLjl90TlGrVDixbyvUhafwynJBcbsEZRcSDiH0yD7c65r4Z9UTlB4/dAAXxTYea04rtoFsOh+LsP1bcPPGxIG5SwSGhQV5iDm8A6030hS3T+6uzEFG0E7EnAqfMEAkIM7LyULUoW3iBiRLcbtkei/52HYkxsdO+P6TfA6mAy/v43ZvtXBNwEXT3PX8dT+aussdJ+i3gXeCpkhpS08luvutAXcc3wgYICht6r4VUBFdikI23ivHHXFj9Opt4M1v6dIHcSNEcNAk2vr89eQ/AnCsIqAi6GvpqcLgK9+PUv2cKI2E2na7p1qmDQWSPghovvvQINpXHZDd5XQuoeNG52c6V7Oml6h7NjszA4kCOp4ZPkZJvbm7KhebVi1GfX29s4bx6cmTJ1i7ZB7MF+Lwzl6iuC2XCVpLEo9i/+7tztITo5cvX+L4kcM4H3cYb2yXFLftMrWx8Uoyju3ZDKPR4Kzhy0X5m7fKy3F851rcE+CptG13PzeeQ5L4rFKSEp01jF+07etXryJo73r0Vucpbs/dFEU/uWsNzhWfcdYwcfIpmFIk4+HAbQkHzd0VGHgVuHlWvU+aRDvLJJwOvgqsiabpOPYNtMv2tfRWBVzk5dnLPnncqH33n9LUFoHRZflgoNVxzAS0BBqwuItymwn86Hdy/2mzc2ng6OnLXgkv9Bk72hdYXdL9z+7KmyLX8QukHoUX4rNt7a2VNx2UVvITAqu3g87JrmP3UPxeAunYsSZXFLW8ce0qDmxajAG3rvvP2VaSiF1b1qOj466zprGJIoRbN6yRXfWfg1KXCRyTjm5FclK8zIf8UlHEMT0lCeknd2JwFEBOprbW5EXg2I87Jix629jYgO2rF+JO6fA0hk/5seYMju1eL6DyyhdFL21WC37YuBytHikUn3JXRQ4O79wAVV3dhA6K8imYUtdQZ59JwgFd1Aj+AlH0A229r5LtJD8QcBVIJ2iKalDUxdW+py8CJ1+Xjt39Jy1DbWu/rw6Iiy+lY1AKiatdlP9KkclAFOU1N3dXynZS5DmQIuL0O6Bj57rx6OgzysEygSL6TLv6zUOfM6W7BFKPR/9gh7wpH2pbgHWXUwoOQTO1j87VNMCSNT3U3NyMDUtnC9jIVoQQb35jvYiLCYcRFnQMT5+M7VGVBIQxUZHICN6tWPen/NZWgt3rluCagGm67oxXBHOVt8pxcs+GMe87OSd0F0JOHP1iMKMBVzs2r4Wq8JTidj7lhivJOLBzE+rtdmdtYxN14W9dvxK14uZAqX5vJjjXFEXi6L6duHPnjrO2L5dPwfTF68eyi8h10aBu8kC6qLlEo6FdbSQTHAQSxLwW7WtyXtzIgZSvSzmRlJv78fiVB0SeH333KFLlalcgQgGJANoVrSfT7yWQIvYUne9w3lySW3vrAqp9NLCo3e37R2lDzwOkffTZ0m/1Y9vosw2cXiM6F9958PHmjdpH6S+sn78IEDdv3IDqvDBFAPmcH9QW4Oj2VSgvKxsToGnUauzdtAK9boN7xmLjuVjs3rIB3d00SHl8ojSCvds2oDInVHEbn/ML03msnPMVTCaTs8bxKSE+DrGHNilu43N+Y72E7JBdiI+OHNdI/ZzsbATtWK5Y9+dMqRXxot2ZaSl482Zixhz4DEzpjubxYKc44Tnuxsmt92sDMkeNRm272kimri2CwUDR4+ddw9pHF5BAGSTz+u2zoWiay4EwCv7R4N2hSBWZ8nMJVgNNjsGB+qF2NovvXt+zdue7/hflDBOMutpHN0iPnnV8UcRiIvXk+T00i8/W1T4639BnHwg9HpTXfOeh1u3Ylcu0g0A5dnQudr95o2NH55pAaR9r8lRRcUt2Ib8UkKUEH58zRc4uxB/CycP7Rz1KnADqVFiIHPlNg6mU6v2cn+iKEfHjBpw5fXrc31OC6V2r5sp8TaVtjMbqokisXrVy3F3pHR0dWLV0oZzxQKn+0fhueSY2LZ+L27fHNpvLw4cPMWfmd6PKK/Xm1hvpWLlgBu7fn5i8dJ+BKXVHukcLHCdmuuhOXPh3IkRf7s4+47B2kgNpiqGuvo9dlWQ5yOhVYAwyeiQutO5tI3f2052k/y5ujkiVfUS7HFAQOCkaJIrutbgBNPlevy0g5v2l30a/gFBXV6/LNP1bIPR80M1Z75PmYW0jd/VbA+L4UV5zS3fVsLbRlFZvA6TXiPLWHfmlH9vXLc7ZgTgrCWviRN24u3dtR0VWiCJ0jNY0GGbNvK9hMhqdNX9aBoMeB7asQvsY8ik9/c5+GVU5YTj64+5xRU0JJBfO+R6WC/GK9Y/WFDXcsXqRHLg0VlGEOTY6Sua3epuNYDSmm4O049sRKWB/tKJzelJCPGIOji9S6zJNpRUjbhCSE+OdNX+ZfAamFAmiQSfuJz0yjT4OpO78V28HZCTXs52USxcI8w6++/DaIyIkwFSAQiAMkqHj4x7tc5mOpz9HwdNk647BRMPb1dlvDKjpmAiSaSohz3ZSnu7LAOhSJbij3+uI9j1QBcQsB5QyovT9o/OOv3s86HtGubmebaMIJaUf+Ft0DiZI9mwfHTvOM/156/r1azixa63sjleCjrG4IjsEG9es+GzkkEb/x0SGIzNoh2I9YzF1pR/YsBBXLpdI0BqLzp8/hx83LFasd6yuyQ/Hjm2bxjyvaFNTE37cvhENl5MV6x2Ln+qK8f1f/5mc9mo0am9vx9b1q9ByPVWxvrH4ifYMvv7rX6Cv78t7wX0GpjT1iOdJj0zAEEhP4qGnxTT3DI9YkSlXLRByEgde9AzrknaZBva8e+/fQTIEBu45xC4TSFMXq79Ek8F7wryjXRUBddH98BMNahsJVvR5B8KDHgjuhnf1Okxd0o6pj/zbPuqKVrr5JdN3wJ/yTNEY1jb52fpXNFuAe26uuwP5CV+sL5PsTo8IRV7YHhlxUwKOsZhyHWf/+i/kQKpPqbe3B8vmfI2O8kzFesbqmxknsXvrhjE9jYjyIZctWQTTuTjFOsdqmjrr8Pa1qK6ucm7h86JoKaUhhO5ZM+rZAD7ntBPbEREe5tyCdxHEFxUVImLfBjzVFyvWNVYf374S+Xm5zi2MXz4DU+ruUzrp0UWXRpWP9U5nMkRzDPY8qffaTn9fQOgY9TxuEO0Z3pVKJmDw95yhjwe7FKGZ2kvt9ke3+fuf3ilGqlwOpGmjXr8bFMdveFeqyzS1kH+7VH+Sx0qpbWQasEWPUfWXfvrpPfoUos0uU3e+P0Xz0VJes1Lb6GEFdO7xl+i88uQFzQSh/N3rfvxlc1SyAlcdd+/ixx0bYCiOUQSN8ViCUdinwYgmpt+2bKYcWa9Ux1hNk+HP+OWfjynHkZ79v2LhbDzRep9Ifyx+ZbmIpKNbkJyUOOonQlF0NTz4JE5H7VOsczym+U+//s2v5bysnxKlcIQGn0Bx9P4JuSkha09HYcXyZWMaAKckn4ApNVIpkuYydUMHQh4TRYS8RTXIjsf0+Q+g6fnkd90GT7ibgLB/0H/5ugSd9EQlpbaR6bi+9kPEmUaR3+3z/pnSDVOgyDE4ULmdNGjGnxF7StOg779S28jyKVB+zOOkJ1BRaoZS28gEhV96shyv6LfRPzAy99pl6o3x55RgdO51nwnC07fFTa+/jh1rckVPW9q8+PsJi9aR20szMHvmDDk/qTdt37QB11KOKZYfr49uXoKiggLnFj6vjLRUxBzcjJfm8ed1ero8MxhH9+8dNSDfvXMH21YtRNPVFMX6xmOa43Xdkjmoq611bkVZt2/fxo/b1sF68cvya939UFWIVUvmfzZi/jn5BEwH5YTrynfjZOpCevve/12q1B1JE9YrtZFMcODPXLVnzqdmKbWN7M9BHjTFFk2rpdQucoto98AL3z9JhgaFeYsEkWmi+MCYJ5QG3X2chsnT1F3uzwFuNF3ap34b5Bdv/DfLwes3z7xE6z968KV/pmai/FKankypTS77c3aSt+KGx1s3Ppl+P4MvA+shI6wv1/v37xAeGoSs4J2KkDFe0+j2vRuWorS01Lml4Xrw4AH+5hd/NKFASG66kozZ3389qmjlwMAAdu3YJp+Fr1TXeP2wLh87V86FTqtxbunTunH9GrYvm6FY13hN0U96vv7hgwe83lDS8uvXruGHNXPxagI/B8r3jTu0GekC+r8kiOcTMH0w8HFCbiX7+6JLom7Ih0/pqVTKbSQTxAy89E/XL33IDwZuf/I4ykEyfsrXpePyKWim7nzHk2R8191LUb5Pde+SKc80EB69SNFwb/mRLj942iL3yR8afN2v2CZ3U8qEv+Q5xZuSe5/654EeFOn+1I05mSa295doHtrPnZ/pHM76eYnyS+d//2s0T2C0jkwRu6LIH3HimPKk89nZWQjauUqx7Jd69td/hYaGBueWvMtoMODgjnVoG8NTjkbrsN2rkJUp6h3F1FH7dm3DhbiDivV8ietLErFl/WqvMxXQvLUhJ48iP2KvYvnxmqC4LCMIP+zZJVMFxqtJB1PHU4o+TtrszXTR9aeoy/dTESsyjX4nuPJHPtjbd6/Q1W9RbJfL/srXpYgQPR1LqU3upmmj3vgwMk7t8pb68NE0o0GTz4+Zp+hzc39ogpIpquWv6a3o96nUJnfTQEZ/tU9pijdPO56i5fseBRr4p9Qed9NDKfz1EI/RfLaUihNITyBjfbmoK3fGX/8J3n7mufDjMT0NaMfWTfJpRp5asWzpuJ5uNBqH/7BORus+p7PFxTi5Y/mEpjC4XJp2ArtGORDrL/7ov6K3Olexni8xDcQ6tH0NqqurnVsarsHBZ1g8+2v5vH+l8l9i+6VE/Lhjo5xtYLyadDCVT9xRmH7J03TR9aco0nj7MxErMs0h6o+R3PQEltb7Hyc29+b7T5p9foGjNAyCTqX2uJsiqr6M6I4mUkWmblZ/TllGUOwYdOc9akWmyJU/nqJFgP+pNA2XKY/TH9NGUfqK0qwLnm7trZHzxPpan7uhJFO0nAZI+V4/iXPvx8cve3ObOPcE4gMpWOMXjcg+smlipkrydPO1VOzbvg52j0dk0mCfb37zFXprxj+Z+6d8U0Dhls2bnFtTFkULExPikHxk84QN+nF3R3kWZvzqv30yx5bU1dWFX//5709KG54J4D71w1rk5+U5tzZcNJ3Ur3/x+xOeTkHurcrD4W0rUVlZ4dza2DXpYEpPrRkNHNBFmUYl+0MEBqPpCiT74zF91H37WEZdPg0uZIpO+xqc6YLV0vOpbvyPfjTY6bPoJG1LqQ2ephkN/Jvj93JU4EemffK16Pv+6TQNh+l37o8HUdBsAZ/qinaZ2kc9Hr7U2w+v5TlDqT3udrStzVnKd6Jz7mjOK9S+/gB7GArry7Rh3RrcygxShIsvdb+6CCd2rMKVK1ecW3NIq9Vi88qFcr5NpXJfauqaX7xgnmKk1iWaZ/PIj3tkl7NSHV9qmmx+1i//7LMRw9ycHBm1VarjS00PHsgL242I8FDFyO3Fixewd81cxbJf6jfWiwjdtRL5ubmKqRyj0aSCqeNpTyMnbfZmehKPP+QYnPD5iJ/LEq7guy5Ligh9asS7u+kC/cKH00bRcegfJdSTKXr04afJj+gSzHd6PCHLm+mY9T1rk2X8IcpxpfxlpbZ5Wj7owcdpB6O/uaTP1yR/T74SfWY0ndFo4IpM3z9fDhCkFA2leZGVTOkI73zcXU5P3lNqi5LpyX3cnf/zEM3h+Ys//SM81pxRhIsvNeWZRv24DunpqcNyLbOzMhG5f4McJKNU7ktNz9zfvm4ZjJ94+lR7exs2L5+H1htpinVMhI9tXYYCL9FKl9atWY3K7C972tanfCsrGEf271GcIeDHH/bgXMyPiuUmwnnhexAVEfrZqLE3TSqYOp644320p6cpx9MfOWo08GS0Fw8ywTbNj+krUZd02yjSIVz2ZeSFjkNn/+gAkCyfJCOO92SLjtloIlUuyyeQffB9dz6BPUXxRhPxI9M+vX7nu+58uolw3FyOrn2OAXi+e5IRfZcot1WpLUpue6DyWZc0QTMNahrtZ0tTbvmyu5zOtXSjo9QWJdNxDqSHobDGLxogNPvrv1GEiony+biDCD15FE+fOr4zBKiHDh2Uyycjr5U8oC+WE8YXFXqfNkqn1WLtvN9MGhyTyzODsHH9GucWR4rmGP2rv/xveKQuUiw/EW4T4L1r3dIRg8Hoc/jqb/4Kd8sm5uEGSlYXncIPW9ejt3d8g8UnDUzppPz0+ecHdLi7rbfOL9MxfWricCVTt6Yvp7d69vLhiOeTf8pyEIr4zxeiQWOfG03uaV88SUZGqro/n3fosr9mNKBu/K4xgD3tky8f9ECPyxwL+NF3gdJOfKVn4rs0mjQDl+l8RO3zxe+DPttPzYvsabo5prls6ezpC9EUb0pP8vJmOnZ0rvTVuYU1eTpdVITDWyanG9llGgC1b/sG3LvnOB9Q9/quHVtRVzA5A5/IFKnNCd2F0BDvz4svzM/H0S1LFMtPlPtVhfjTP/oD5xZHiib3n/XNryYlv9Tl54Zz2LjwG6hUKudWHSJY/Otf0KC3ydv2vYpsrFnwHdraxpc6NWlgSpM200AcpROcNzeLixo9gcTXGm03ubt9OcUQRV2U2uDNBLE0it8XIgD8/7d33lFSVN3a//uu+8d37133XfcN+ppzTmAERUkikqPAkGHIzAw5pyEHyVFyzhkkCpKjoEiSLDkKCKiv+6vf6a6huud0T4eqnvb1PGs9S5xKp6q6znnO3vvsrWtDOJKo3VtgqdJXyApFnpmvClRiB13iN5mQ6doUilTRSlQ7+R4PRyHwIVWqEuPO/91nbT4TWZiBTb6nRLikiVuORvhBfreJcpeTLSCSRWNO0qcnQzEUg/jQ3xJu43vFX6c+HI+tHi/N6lSWI4d9GXeoy96+RVNXE7rruGRkV+nSuWPIykf9+/SSCb0ytMe6RQTnh/nfkcuX9YstyfGaVreKp8IUkqd06ZLFAbGeO3bskFqVSmn3d4tMED77tIB8911sY71nwvTeb7fl+MXILS02f7xCdaXExm9G4/K1+eOV/f4zeAueRbQWSZioRSjRxBDbZHW0l4MbbvxoLFU2EXz/SmAMHW78SBdoOUmhhzv3vF/9HsvkEvLsscZ5Dd5zNK5om8cvbPM8HAKrIjl0I3Xj28Ryn4jMBuQTDlUmOhzp05OhGIpBfGjerImsntBLKyrc4o0dc6VuhWKyf5+vHDBxn53SGygXs25/t7hhaj/p3K61SuSvQ1qjVPlyXKb2WDeZUr6E7Nmzx3/VQEyaOFH6tm6gFinpjnWLQzo0knFjRgfE+c6dM0c6N62p3d9NptUsK6tXfem/anTwTJhStz3aThkep3RlAt35uAJD1bAOR8RsItIy4V7WXT8nEvfptcsNy06ki3acxGX5k4er4H3u3egnG8QfJjKjgW9x4H5tW8KRCkxUKfMapKaKJAdxMPF8EH7iNW7dvRxRKrpg0i95nYWB2NdI0kQFk0VmPm+Mt9/uXUv8Ho/h3fLs6NsN/rhApFSrWkW+Weit5RLWr1hMNm/erK67ft066ZZeT856kLfTyd3zhkqnVs3lhx/0ay0qlyku+xYO1x7rJlunVpWlS5f6rxqIPr17yeS+rbXHuckZA9pK78yuarGbjSGDB8vobs21+7vJPi3ryOSJE/xXjQ6eCFME0cUbOSdc1xGhg7BIBFjdTJ3+aOI3bTKAJCInIguZdNfPibgQvbYK3bxzUT0H3fXDc62c96iSDBZmVtjH9E6tYxKZ5xKLX7SuXptUKfPaXU5FoGhdvTaxFnrZPt4z1uZYJr9QVdHy0DPzMyEaEeQd1pE+iUp0XkKVN45hUgkTnXLLwF3gXq6ZUlWOelD1KJhdm6bInNkz1Vi7cMEC6ZlRW27sdD+pvZNHVo6Tjmn1Ze9evbUyf95X5fLWmdpj3eTQTk1k5MgR/qsGolnTprLGY4s1XD+pj6Q3rheQMqplRrosH9NDu7+bJNa3V/eu/qtGB2+EqfUjjGbBRCDX+gc17935JFWPxRXo41pV7chL8AxicUlDrFbEf3oJBtBo4jidVEntPUjbE6ulyqbX79QJJmCxPj8KGnhp3eW3d+nGMe21IyELun79zbu0TJw7Fle0Tfonr4QzE/NrVPKK8d2S09bLZ8e79U14Y2sfz467NPhj4tChQ9Ksfi05vX6yVlC4yTHdm8uQQQNUjOPkSZOkf6u6nsdVnv96mnRsUkM2btzgv+P7oEZ+/rwved4GuGBYZ5WWKRiIxLp1aivLru44N3lw2RipWq64Kj9ro1LFirJ/0Ujt/m6SHLmN69XyXzU6eCJMsQTpOrRIST6/RCzeUYsTYnAF2sQV5mWs5O17V2O2qDHonLt6wBo+vBH4DJyximaINQlXrNu4fY8KWbG/U45N1KpjX/5NfTtyInHHXuar5Xcdz/ulPK6XsZJqRXkc7xnizvYCPLt43i3f7s93vcsQwYQmkhKu4Ug2DoM/JjZt2iTtm9W1BNx0raBwk4tHdpG2LdOUGBsxbKh8kZmm3c9NkgaqQ8Mqsnz5cv8d38e+ffvksxIFtce5zR1zhkiN6in+K98Hq+KbNKgnBzwoBxrMa9vnSOF8ebLq1vPfiuXLyYm1k7T7u8lDK8ZK6WIF1XWjhSfCNJqE6zoy6HqdukctTlCJw2OzGkBEo5fxVhQcYIDXXTsSIiy8cuf7VhxHH8dpk9QzVJJxUwRyrqs3T2uvFykJTUjE4hOsddGkOdKRBW5eTTyI844tTOM+r/zk3QK8aFO86UhyeS+A8ItXNOM18gpkgohlQaWTuVGBzMAdrFu3Tjqn1ZOLm2doBYWbJIF8o7o1VCnSQQP6yfQBbbX7uc0OqZVlwYIF/ju+D1In1a1YXHuM2zy8cpyULl3af+X7OHnypDRrVE+VbdUd5zbffe059fwBYRxVK1eQU+u8t5ZTdvajd/Oo60YL14UpcVskytd1ZtHw6q3TKiTAK+DGj2XhiZMM3L7Bzf12sjo83vZ5Fa/Le4mmGlAocn9uuiyxVMX7zGAiKpCRSD1WV6pNFrh5ZbEnn6bumtGQMBkvwO+PlGO6a0ZDr6posfBLd71oiDvfi7ZxzlgyQQQzt4qhGMSPZcuWSmbLBp4md7eZbMIUK2rLOhW1x7jNUMKUUqUtmqSq8qm649ymU5hSn792ShU589UU7b5uMqmEKSt5j8YY9O8kaYi8XDxBdRpSs+iuHQ1JG+VF3kESm0daPz0UiXEjTtDtAcQNUQ9J2+NmlaBff7sT02r8YKqMBh6IAidYQKK7djQkm8Q9j6ponbwcn6sXYu33okIaC4PitTZDXxWt+7FXbuH89YPa60VDCil40Tb61NMxpHgLJqE4iaxAZuAeFi9aKL1bN5Cr22ZrBYWb3DN/mFSrUEol1++T2U0WDu+i3c9t9kqvJTOmTwtIkwQWLlwo7RtU0R7jNhGelStWyFaWk9yerZqmyrHVE7THuc3iBd5SVlpw/PhxqVujqvy4wdvMCPD23gWS58Vn1HWjhevClITcsa7kdRJX02+eLQD4XbkCY12c4CQLAbwowcjiiWgTm+vIQiC3F8lEW2o2FEmMfuO2e4UK3LBUQUpDepknFHEQSxomHb1Y4MbE43CMK7aD6UWVL5+1WX+9aIhwJsm8u/g9bjc+xBvhqwLlLnzvNj43PmRSRB9l8MfD/HlzpW+bhir+UCco3OR3S0ap0qe4kHt16yRLR3fX7uc2+7euJ1MmT5Jffw2cGM+ePVu6NquuPcZtHreEZ9XPKsm1a9f8V/eBONc2zVLluIclQZ0sWzS/HD50SF37yJEjklo7Rc5utES7Zl+3+dLTj6nrRgtXhSmWOZ+LLX7BB71KG0X9b5Kp664ZLQ+dXafEOAOSW8DK5Fvxrr9mNMQqROoa98CK4x/jduPbPKeqBLljVXPDvQsZdAkl8QrEJccTn+skngW3oSaXccQ2O8kiILdxwaVvg36Klf1uehRYfOfWt3HmyjeueztIE6W7VrRkUs/3Ztz5fzxMnjRRhnRqIjd3eZu2CR5cPlbKFi8kly5dkswuHWTFWO/TFMFBbVNl0sTx8ssvgd7MkSNHyrAODbXHuE1q0adUqZyt+hNxrqSzOrPee3c6rFT8fgUmihykN6glFzZ5H18MX3/+qWzvIBK4KkxjTcgdil6VriSlEFYx3TVjIeLKTXd+rJWLQvHqTaxC7ghn7vPc1ehKpIYjltdffrvrP3vswAoZewaDQPoG3QPqnF6ARV9uCT9c2r+5mHaLBWR8d/EsCnTSrfdrg0lMvCEuTlJFy82CHqrak0sTc18VKHeLjcRSfjkUvVxcaeAdEilMcRkXzv+mWoneuU2GfDWlr3Y/t0maqlEjhsndu4F9TyKFKQuM6tWsluVGt5FoYZpauYR8/fXX6tqJFqYF330jZAWucHBVmGLhdMsSBBGPXlRXunXnimuDB2Rwc9NdfuvuVaE6ku5asZB4ULcSdnOfxIbqrhMLsS5hZYoXrDRmpb/uGrHwJIOuNdFyGyxqIy5Zd81YyD1T6MAt3PvNer/W71l3rVioFuC52D7c+LEmhtcRYe+rtBQ/mMiQn1d3nVhIOIWboRr0pbEm/deRiaCb79YgMUikMCUl1UeWODl79qx0apUmG6f20+7nNsdlpsuIYUMCEsuDRApT8sTWr5Wi4jqdSLQwbVS1lHz11Xp17UQL0yLWpIR3Hy1cE6a4dNRKbRcFH0nivajEQxJ13fVipRJX1oDpBniOl63nqLtOrGQgd2v1O6LZLVelTZJ9xws3LVXwsCVYvBh07/xyw1XhhzuaevZugXt2c3JJHLGblYKwNrs5AeH5XbDa50ZBD2LN3fTE0LZz1rt1q9gIfSmLqvTXip58b2QlMe78PxYSKUxPrp0onxTMJ+fPn5euHVrL2ol9tPu5zRGdm8i4MaMCSnGCRArTk2snSe3qVeXHHwn1u49EC9Oa5T6WHTu2q2snWpjmy/OSXL8efepP14TpL7/9rFYz6zqwWIkAcrsSD6ut3VicEExfO+N3l+OqdNONb5PYMjdAKUfd+eMhC8jiyWdKyiQ3LVU2vSiree0WiwPdFFa4VHe4MvEgJyq/Y7fc+DZPUqXKhewBhJG43cdA0kbd+y3+FfDklT3s8rulbW65y/l23Z5UUuHLjXdrkDhMnTJZBndsLD95XBoUJtvipzFjxsjgdqnaY9xmqMVP27Ztkw6WMD2dgFyi0Ln4ae/evdI8taacT5AwzfXFT6zUdiNVTzDdLl2JVcOt+D4nfeIqfssB7mO3Bw/oTrzu73LMVYuQj9wvcbWxAmu1my5KmycvUfbTvUEXVyrWTd214qHPpXrJf5XYweQSoaG7RjwkfZwbhSjcygYRTNz58VbR8i2odGfxnZO0jWIW8YI+9ORF9ydvWNfveFwMxcBdLJg/T/okaFX+/sUjpXLpT+TKlSvSu3tnWTKqm3Y/t9mvVV0lwIOF6dy5c6VzkxTtMW4TYVqlcsVsFsP9+/dL6wSuyi9d+D05esRn4Dt69KjUr1UtIavyf9m/RF559gl13WjhijDFCnn11hltxxUvfaUr3auuhCvQrawBgVzrimXj2q34KheFIuIg3nhdX6lZb55dPKvgsVR5MdlwuwKZ24vabCLsfS7V+Cz2CHy3FpA5SftI6h5f+373WZtddEU76Wtf7BNLqoUdv+Dewk8n3XCXq0wQHkzeICm3vM77a+AeEpnHdOvMQVKnWiUlzvr36SVzBnfU7uc2u1ric87s2dl+l4nMY3r0yy+kfLmy2cIJEp3H9KO3X5WLF30LkBKZx5Tf13tvvKyuGy1cEaYsrHEj4bqOuD2vWsLDDTc5P9JTl+OvShWKbpTp88JiBRnQ4xX4V27FXzEmFLnvWAY33PheWKpsKsHiwm8PqEVtHghoGG8VLZ49AsNtN75N0kbFkz0Ai6QX1mabJJ2Pp4oW+VpJM6Y7d7wkFzH5R2PH76o8rNshJDbV4kqPMlgYuI8VK5ZLjxapf8rKT19++aWk1yqnPcZthqr8dPjwYcloUt8Sromv/ES8a81qn/05Kj/9+i93kjaHIsLDjZQ4WL+8cPnaRPTGI6CJ1fIiHAJitWKRR6xAnLlRajYUWTQSyyp4ZalyMUVZME9fQTDHH6KB8HOj2lMo4uKOx7pL/CbiUXduN+h7v7GnPnI7FV0w6b/ISBALEGVuL6h0ktX5/M5jBX2nm2migsmzczPcysBbbNiwQTo2r6tdAPPTrrmyaHhnqVG6kJQq+I5kptWQsxsDrWu/frtEbuycK/OHdpTmKaXk+o7QIQHrJvaRJvVrKWH0+cD+Mq1/G+1+v1o8tHysdGxQWUp99LbULltY1k3qLff2L87a5xfr31tmDJRGVYrLJx/klXb1K8qVbdnFNe1DmGIdDcaOHTvUYqDgY65tny1zPm8n1Up+JKWt+x7cPlXOxenuVjlcy5b1X/k+KAvatGE9td25/919i+Traf2lfsVi6hm0ql1ODiwdHbBPtMSdnu+NF7KEKfGun1UqLyfXTcra5+e9C2XztAFSu1wR9c47pFaS75eNVs/Rea5oiVW2UL431XWjhSvCFGuBrsNyiwy6lOiMF7iLvXIFwiPnNsU1+JIaxiurBjxxkXjd2PKtkk/RCzevTQY3XLXR4Xe5cfucZ1ZIiKCPz1rlA+LFSwGNpZPE+LFadwkz8GJRoE3aF0+VL+IsvXzPMNbUTMQhs0hJd063ePVW7N4Y+k4vYnOd9KLCl4E3YGV2q8Z1tIKzf6s68vpzT0hm8+oyoVe6EklDOzQI2O/i5hnSvVmK5M/zovzlv/+fnN84PWC7kzMHtpUeXToqd/boUSNlZOcm2v1we7/3+nNStUQBGdejufTOqCVVihewxM19y95Pu+Yp4dq9aYqM6tJEXn76MWlUubgSX85zETvboVFVWbN6tf+O7wNXdomP3gnY/+buedK1STV599Vn1XXHZ6ZJ3fJFrfvPCNgvWq6b1EcaN2rov/J9UJ61Qf06sn/xqKx9efbzh3SQ5594WNrWqygTrWs3r15K2tStEHDOaPnjV1OkdJH3s8qi8h7KlSsrR6znzXbE8JQ+LeTlZx6Tzo2rqHfeuMqn6v3f3rMg4FxMEmjnz3sXqOP4G/9/a/f8gAmEzV3zhkpKxTLqutHCFWF61sWE6zoiDuLNNYgr8NzVA66mFAompVhjLXHoS2z+vRrAded2g/HE63JfXrkqIfd97tr3UVkneadeWqps3vj5nP+KsePer94sanOS5xerO5pyrl7+9mC079cGx3hpbbZJFahYQB5eL78NSKhLbPBN3jz/7Vl9l8EfAydOnJAGdWrIibX3rWYQ9+4zjz4o0/q1yvrbvX2Ls1kOEaaLR3SWeZaQeunpR1WuUud2Jwd3aChjR49UHqMZ06dLnxa1s0SNk2kppaXEh2/J5S0zs/7GdW/vmZ/1/79YIshpnUVMvmIJKoSS/TdI/tCOTWvLtq1b/Hd8HyTcf+e1F+TON/fbsH/xCHn12cdl7uD2WVZCznnJ0ZZYOG1AG+nZo4f/yvfBgqx69erItlmfZ+17zpokfJD3JelrPR/7b1iIncI8Fu6ZP0zqVK0gP/983xtUu1ZN2eq/NgL1o7dfkYFt6ln37jsGCyqTDafgv7hphvpdrJnQU3qm1ZDhnRrJsdXjZfqA1tK5URWZNahdtsV0S0d1lZZpTfxXjQ5xC1PKZ3oVVO/k+WuHVSxrrMCSSdJ03bndo69iUCyD7z0S13toUYNYY1koxGAVDX7//Td1X94sfLpPVg3fi8KdT+iDF4uJgulGWc2rN71Z1OakqrIUY6EHRKPunG4y1gV4iG2s/bpzuknCaOjPogETyss/ndCez00y6Y1l0uFVJohgEqoR7bMzyB3g1q1WtbIcWTkuQEjMH9pBnnv8IUscRhZ7SrL8F558JKwwbZdaWRYvWqSuu3TJEsnMqJNt0dXN3fOVwBzdVW9NDUXCDSoUza8Eq/PvuKE7ZTSUb7/VTzQL538rQPBN7JUu+V5/IW7XfTD7tU6ViRMm+K8aiFYtW8iyMd2z9kXwPfvYP+WHVe7Gna4clylt0psGVMDq2L6d9a47qe1LRnaVvC8+Ld8sGJ7tWCcJKWASUqNMIfm8bX35OP8bihk1y0qXxlWVqF49vmeWsIfjMtNkYL8+/qtGh7iFqW9Bh7fWAkhS8nhcqlSl8tqqARG/WMeiBdV7CAXQndNN+uJ1o3Pnk20gEQLw6Nmv5ebPkafGuX3Xm9RfwVSDbowhEDa8XHRnE29ArIUe3EyqH46xVPnyKoVaMLnGzSg9CkxCvXbj27x5N/piI5SDdbegg54IZ8YCg+QH1svqKdWUq9UpPoZ1bCivP/+EspI6/x6KkQjTWmWLqLhOsHHDBumaXj/bwpvzm6bLU488IMtHR5ZKCsvehil95amHHwiwOtrcMWeIdGqdrizDOuBe3mXtY+9PHG2hd15TLmnneeJlep3KsmrVKv9VAzFwQH/5omeLrH1nD2orzz/xkFzcHJ+VNpiT+7aSAX16BtSrHzVypAzt6JsEYAXN9/rz2eJdg0k+2sf/+Xfr2Q5WLv4ezatLnhefUgKf91e9VEFVuMBpie7RvKbMmD7Nf9XoELcw9SJpcyjGWrqS+D43XIEHTq+WA6dWa7fZZKECrrNoQP5T2ue1KxWSb5VcrtGA5Pzcl+58bvPSjWNqsI8EVIzSncNtMqGJJ4ZOxW8mSPidvRa9SxUx67U13OaFG4f9V40cWPmDz/PtyVWy/cBC2bxvvsV5svXbBepvwftFQ4T9+esH/VeNDEyWE9X/YdWOFr53qz+fm+QZXLjhbjEUA+/QqUN7mTckMHUTIgWL6dXtkaWRykmY8veG1UrLgQMH1DX5b4eMxvL98jEB+93YMdc6z8MyoWd6wN91JJZx2+zPpci7r2WLfbW5enwv6dyxXciKQ53at5E5Q9pn7T+qS2MVL3txc2iBHQtLfVxQjh075r9qIObPnyedmtbMcp8jyhHabuc27ZleS2Za4vC33+57m1evXi1plmhmOwvY8rz4pHyzMLzF9NvFI+VJq332u/68XX0VeoEQJbyiTvmiMqB1Xev/F6rtWE7rlC8m27Zt9V81OsQlTH/77ZeQ1oKNe2bL4DFdZMDwDhbby4iJPeSbH5Zn22/794tk4uwBMmfZiGzbghnrqnJcvicvhrZqzP9ytAwc2VG1s7/FWUuHZ9tn0eqx0ndoO+nRr4VMnjtIvjm2Its+Pq6Vi9cpcRh52AHtO3P5G825fFy0ZpyMn9lPxk3ro7h22/SA7QjmLzdPkTFTesmoST1llfVv53YnGUB8wjkydz5ufJ8AzC5cuO74Gf1kwAjfO4Zrgtpmc8/RZTJtwWD5YkZf2X98pXYfSCzdrxFWkgllCdp/YqVMXzhEBo7wvVPat3T9ePnu1H3hsvvIUpkwq5963/2HtVe/1a92zgo4j00mDOetCVikzywYvmpPgdZ6nh2/M56H/V637J8fsE8sZAFTtGm3dJM2vtXRk3tmvVueJQIweL9oeZxCFFGGuuj6GH7jNeqVk2q1ykhKnbLSKL261efMybZftMQzQL8WKVhwFnyO3YetQd76rY+b7nuv9G97j2bv+6LlsfNbrW8jOss9YlF3LrjZ+r2NmpSZ9e3SR2/7bqF230jIe4rm2RnkHkaOGC7DOjcNEB+49p98+B8ya2A7ueu3mrL6/sRavVjaPH2AvPTUo3IphJXv+2VjJCO1uhz7wVdy+syZM9K2RXPZNW9YwH6ImJplCknZwu/Khc33MwUcWzU+oDoVLvu9C4Yp61y3ptXUSnp7m5OIrW5du2RLrm+DGvrDHIuwds4ZrNzULD6y7/vq9jlq4RDZAuz9sBQSX3vXEmP8m6wGtInYyuB4VOJD330zj9y+rS8cs3nzZqmfUiHL9U0y/ndefVYJPjsGFwuuzrVPGqZbe+YrEYhQxMJNXKjdNns/zo2rffWqVQFjAhOEiiWLqn2+swQnFtMhlsi371W9c0sgcw/2uXzC9B9y1p//FHd+8Q/yKmHK/dcpV1QGtq6XJUxZqJZSqpAcPBjdRN9GXMLUV3EneyUgBt2REzPlOUuJV6r2qVSvW1aat64luw4uCdiHwaVhWjW1X+WUEgHn0BEhEu2gC7AQhnPjV6xWXPK8/bLUqFtOtZVB2Ll956HFUrFqcalSs7SULFdYXsv7ghKKzn2cxG0bTeqZn+9eC7ki+sDpNVLkk/fl3fdfl5LlC6vrj53aO2AfBuTynxVTbSxY9D35sPDbamLg3MdJRFaksX6I5lBlIPdZAvPFV56Wj0t8kPXs5q4YlW0/3vWMxUPldeu5vfrG88rSFbyPTSrd3LmXc2oc2hXKwoz1rEjx/FLUem60q2a98jJxVv8Ai9ryDRPk7fdelQpVikvVWqWlbqNKagLgPI+Tp6xBN5ZQEn6vuvjcvZbw41kULPpu1ntduGpswD6xMprUQkygdOVcN+6eLc8+/4R8WuYj9QxrpZaXVVumZtsvWvpSH0VusSf2WpeKbpIl9p6x2teqU6qaMA4d11VNcoP3i5ZknohmgeCZq/uynYOJLu+W74J3W7l6CWXZDd4vWh6xnl00VaD47R2/uE17Lkgf9uQzj6rvVvXRrWqFnJxFQsaCWENJDBILlc+z7mdZwgMistrVqyhvvvS0dGpYRYa0byBNqpaQMd0CBeyVbbNlev/Wkla9tPztL/+jFjQtH909WwjAhin9pEvbDDl/zudBRKS1btlCrVa3LYU291iCE2FWs6wvhpFV4akVi8lpRz15LHPlrPGNeNRODT9TFjraRj1+ex+E0bjMdBk2dIi6pg4rli+XFrXLZx2DxTa9Rhl5/40XpGvjapY4TFX3jQXZKUwJH6hb/mM5sHSUiqdsUausEqeEQDS19rf3gywM+rRYEf8Vs+Ps2bNStFCBLGHKQqMvejSXly2B3KZueSUU02uWUfGbzvPe3DVfCfPlY7qrUAyyJiAid84ZIo2qfKoEpL3v5a2zpHnN8rJzpy+UwsbNmzelwHtvK3GNoB3esZG8+tzj0tF6poOtd94spZT0a1lbbbfPtW/RCHniob8rsc7/92tZRwq+/Yp63ljYa5ctojI6cD62H1n5hTStXTlkOEVOiEuYhqq4gxD5fFQnKVDwLVn59WTZsn+emok73eCIBDrGDj2aSJlKRa0OvFDAOXTkWtGXrvxd6wp0skjx96Ve48+UxYq27jp0X0DDb35YIUvWfSGbvpkrG6wB+/2P3pRKKZ8G7OPk4XNUDIos7IDBA4taKFcqwvSlV56VFu3ryZebJstKi8HCbpslxKYvHCxrtk1T7XzsyYeUJdC5j5PkgyT2LBJQbvCwJRZ15+G5PPbEQzJqcmbWs9NZkhGKdSzhV7hYPnktzwtq3+B9nFSVZHKwTl6/dVZ7LNz8zTxLdL6mxIqvXfNl79FlAfsssMTDW+++agnUiWp/9tl3PJQVPPaMBqGqPe06vFQefOhvMnxC96z3uudIYBtjJYtxIgW5T3VpwNbvmCnPv/CkjJ/RN+sZ7j/xZbb9ouVB6xuOpn28Z52rHGGa74M8Vv8yKdu2eHjIulak7WNypJuYT5k3SF554zmZvmioererLUHvzrNbJ5du+KxPkYDfXrgYbH57Tz79iPVu+f37+uhvTwa2kz5vp9UfYi2fMu/zsFZzruVGkRED73Hq1Cn5pHCBLOFhk9XXU/u2UoIHsTHEEmlO4Qeps87q8SZVSigxhJDBDe+01sEZA9vJoP59s1IVMdb16pkpMwe1yyZiEWhbZg5UOTRTShZUom/95D5ZQgdihcNS2qRaSWlqEfHY2RLQh1fcX8SF9a5XqwayaFH2HKY29u/fJ3UqfKIsg75rL1Wps7iHuhU+Vvk8x3Zvplb32+eFuy0hiGCmYhPhBH0t8cZCrlmD2soAS5Q5910wrJO0b9vaf8Xs+Ne//iWFC36kVuPbx9y07m/JyC7qmWJBzmyekm1R0u29C6R9/Uoqn+vBZaNVZgLa/u2SkdIrvaayMtv7Ehfatmk9ldA/GBXKlFTb2Y9nxnVTK31iXbewNdGopVz7zlX55CTt0qRqVlaENZYwH2YJWkIrELDT+reStRN7Zb3X9ZP7qknJxYsX/VeMDjEL03BJm21h+pE1u1m/Y4YSesHCANIJfmt12HUaVpJS5Qtn2x5MLGSsbo4GCJycFid8/OkH0jAtRbUThnM1I8YKWfdVO7WCdrvNyz+djMi6y0rbM1dCJ79GmGJ9yRzQQg1ukOcbuM9q1WZciAyCL7z8lIyd1idgn0CySCZn4cyzY6DRn8P3LBjYmGCoZ3d4SYC73CZu8hLlCsnAER0k79svK5ETvI+TVLoJ7+79Xbn8dcdCW5iOntLT366l6nfm3GfhqjHy5juvqBCSNVunKfH8XZgYRURBLBkNiE3FChx8Ptr0yGMPyszFQ9U7pX286+D9YiEW0H9F6C6/fPOEVrwgTF965Rklsux3G/y7i5W8398iCHXh9+frY7JP2ibNGSBvWe946oLBss7qY/AauNW+M1f2qaIhOYG8rDpr7pT5n6vfuS1Ig8VePMR7EUnbwFXr2w2XHg9h+sxzj2f1e4TbBD/Dpi1qKA9MoY99k8o3331FhcU493HyrPW+3CiGYuAtGJs+LVZUuZBt8WETQUK6JARHsICEiEgsZYhGm8GilL/1a11Ppk+b6r+iD4sXL5Ju6fXUSnzn/tB3Xp+bnONta6KTbPddk32y78fCqkZ1qmvFmA0S3LdqUlf2zA8Ufbiuuba6b4cbO2u7dR3uk+vZ/+bv7BucAiujVgVZuWKF/4p6dO3SWWZbIt15HOfmnmhD8DO1yTPgHdnPi/9Cu232fqz679mts1y5kt2g8vmgATKmW7OsfQOua91LsEXbvpb9/zwr5z3zO7Fd/xw7tkeajBoxLCAbQDSIWZj6kjbr3UR0boNHd5ZHH/+nigNLbVZFeg5sGXLgwI0aiTCFOYuWQESyOOHTMgUlz1svS4NmVVVbpy8aot2P9hMzRgdNDKNuH5unLu21xEHO7nLS+4RbGGMLU6zKmQNaKq7fOTNgn+9OrbYEzjBp1qqW5CuQR7lf9x8PPxhGEq9LfCnPW3c8tC2mJcoWUs+ucUZ1+SqobYjQ9z54Q8VSDh/fXd7I+2KOwpSwi3CDG+7dcCnKsOq8ne91KVaygNWuKiqMZPHaQDc9sbDlKheTop++ryzgpSsUkdlLh2uFtU1EUjRlP/mdhlrUhjB94MG/SmrTKuqd9hncRnZ8vzjbfrEQC2gkVaDINBCqlDDv8ZHHH5QyFYuqbwKBstMRihMPiZWMpH2kDiMmVXcOBPMD//yrvJP/dRUOUa12GRU3rNs3WkZSRQvRfP7aQe27nWoJ08effEhadqin3u2QcV0DwkjiIRbaSCz3/PZyKm88enIveeiRf6hvBPbo30JN0Jz7MGF/5rnHVOgLEz5ChTr3aq76Jed+No9f2B5RKI5B7qNLp44y5/P7i4DcJAKxW0Z92fDVV/6r+XDkyBGpUaWCZ3X6v1s6Wqp8VjlgFXowqH7UJ7ObLBzRRXuOeInA+/j9vHLhQvgFsytXrpQMR0iBm0QkYvUdPmxowMInG5s2bZJ6lYprj42Xt3bNl8z0WrJg/nz/1aJHTMKUTjlcxR2fMO0kzz7/uLRoX1c69mgiw77ort0XRiNMf7AGjWhKV9JO3XmcLF76IxV20DGzqWorMWK6/XC3fmKJnaYtauY4CCKuEFA5gTRWuuNt2sL0w8LvSIPmVRVXbAx0X/K8560cpdpfu0EFee/9N9RCKOc+wSReNyfgqtRZhGwiTB9/8mGpXrecujYD1td77y9AQTA3bVlTCX+sWt37Z8hLrzytFpLlZEXiuYQC7t1w7VLC9L3XpEqNkla7mkj3fhnq3Tn3QShs2jtXvto1S+YuHynFS32oYgG3Hwgdp8hELJpBl4pAoYQ9wvTvD/yfmnDwTpu2rGEJ9kBRECtJ3+az7oYHsdcICd05EKaPP/Ww1LJ+TzzDrr3TXBN+fBuRVPlSFskQYSRYTPO89ZKMmNBD/faDF7fFQ8INrt0+q6xKofDLbz+rvLu64xGm/3zo7yp2mXfbvntj16ymTLLxGuXkjaGP1IUZODlqck9ltef9QkJfdgTF6dZtVFnKWr9R/s33XLHap9YEuKbqc5z72WRMoBgKY4RBcmP58uXSsk58lYVCUbmR0xsrIeoEid4rlCujYjB1x8XL+cM6S4f27fxX04NFUePHjZVhnRplWfncJIu+qpUrEXLhk43Lly9L4Xx5xF4w5CZZGNavTQOZP2+u/2qBwMVeqkh+uebBBOHUuknSOb2+bNmy2X+16BGTMGXBBAtodB0TpNPClY8lI5KVvHUbV5bS5YtotwWTgSqa0oE/XtVbhJzElY9FSLfN5g5LsGBhY5GAU3yFYyTVqnJKbI4wxULbrW+6WtkLww3AuPNZBIUlKdTgAYmly0k451Rq1nblk6VAu/3YCinySX7lMscyicD+7//5f1KybCHZlMPvIlRqHAbkc1iqwrgobVf+mKBFYuHYunMDJf7DvVtEAYI50kGX9GahrOEI04cffVCJGPVef1ge9n1FRwo9fKe+03DwuaL1iwJx5b/4yjMyc8lQ7fZ4ibUxXPt4z6woD7XATcWYFiDGNHDC4STP07ZU8m87xp2/5fSsz10/FHaB4K07l0MuWMSVj2he8fUk9W5DZ/CIjeeuHlDW7nBAWIebvEFE/dPPPabdZtMnTD9W/+a50bc0a10r7PM7b723aLKSGOQOECeF33tD7mkqMcXLr6b0lRYZaQEVh2y0a9PGM2tlh8Y1ZOGCBf4rhcaypfpk/25w7pAOkukvw5oTSn/8UUCMrFtkQVT7tAaye/cu/5UCQdxvg1pVVUYC3fHxkEVZ7Vo0l5MnczaOhEJMwhRLWihLC6TTUjGmRd5RwfO6fSBpfXYeXKzSvWCJJMg+XHynTSqZROLOx42fk9UAFi3+vjTJqK7dBvdZA0uFKp9I4U/yqcFm63cLlGUtp8HtbA4lDrmHnOqTI0xZSIFLULcdbtg9SzbsmqUWzyB4sAATE6bb1ybC7moO5VMRN7pjbSJMn3jqYbXiXbed58PEZJ0lctZun64sly+89JQsWvNFlmAIRd6brtINCzrCpf6CWTGmkzK12yFxpWSF2GH9/rBA8/trlJaSo1WQ314kgy7ilUVcunNAnzB9QMWY6rZDYv5mLhlmtWmZesfEw/Lc1u+cJUvXT1BZEXTHweMXdsidezf9rckOX0Wg0JNLhCnvakaIsBbIghlCENZZ75ZnyW+Ub5qFZVjfiFvUHQdZEEbhhlAgxCVUNgjIb453zOI13XYslCwArFKjlFqwiJXvs+olVYYNxFbbLo1U/KfuWHjM6t9CT9zsak/6ECElTN9+Wf3GdNshWQ8Wrh6rntdK6/e3eO0Xqj3cD99KuL4Fyz2V7EKBfoXJm+5YJ4kxferZ8MKU+P/SFXwWU357FRCmYSymkN9ePMVQDBIDhFPD2tXUoiOdwIiVxDqO6ZGu3Mg6kHQ+rXYl7bHxkFjPIh/mj2jBDTGoHVo0kW/9C4DcIrGnHRtWkcWLFqrJdU4YNKCvjOuRpj1XPNw5d6g0bpiqqnzpgNV47KiRMrxzk2zxpPGQWNRFI7tKl84dw4ZT5ISYhCnpjUJZMiCd1hfT+0hK3bLZYpZsYvUjB+Z7H+SRl157Vl54+WlL+OVXsYi6/Z3EhRaJOx+LZU5WA1ijfjnp1LOZdhtcbQ26r+d9UcWhMhiysAExi3DQ7W9TlTgMY3UhtUpO8a88y/wF3pT+w9ppt8OJswZI3ndekZLlCsmHRd6VN958SZasC71AwaYvXlf/8dDunCpR7Tu2UlkZic3UbQ/mxNn9pUTZgmHd5TZ5b7rUOPwtp2T126yJQ4WqnyhrpG47HDOlt4qXy1cgr1pEQzgCgkC3r5M/XNgSUZypL34zeyohm3uOLrXe04syZ/lI7XY4Z/kI9VtbuHqMdO7VTC1qIyUSIRMVqn6qwhB0x0GeHxbRUEB06bIF2Px6zxwpVuIDWbBqjHY7xH2e/8O8yq1OPkye5Y6Di6T3562tydGHShDqjoOEG4RLfUQcpS5bgM1VW6YoLwK5OHXb6V9YRd61T5pabT5wZCfp0ru5+mZp38iJPcJOjujfbt3Rx3L+8utdOXM59LslP+3HJQpYgn2GdjvfNO3CS8QzIlVesZIfqthrfofEpobrW2ibL9RF/+3SN4YKM3CS98Y3oNtms02nBpLarKr6N8+0UXqKans4YUr7IokhNshdsDJ8xrSp0rtlHSUodEIjFl7bMUfqpVQKWRIUwVLYEpDhKkbFwtUTekmzxg39VwkP2tC5U0dZNKKLWkikO18sJBds60a15MCByMpY79q1SxpWKZmVIcANIo5HdGuuctWGw/Zt2ySjTqWIS9BGQpU5IaOeKj8bD2ISppFUUcLKg1s0lNsZSyDWqmVfTVBWSFxyWK74m25/JxF8N+/kVJ7vdxVukJPwg1h1t4XJrcmKaawftI/2QixE4TpnSG36n+6Enr1dvB7aVenk3BUjlYVFtw0ywCJw+lnilUVnpI0KtTjBSaySodJv0e5wuV8h989CLNzQuu3BtC1/4UIRbPLeeD5OYAm69NOxHJ8Z5+d56TJB2KTtCLsZi4aqFFuR3oMadO/mPOjiVeB3qjsHpI3kdsVjoNsOsTjOWDhUhWfwnGctGaYsgVgosbCFS28FL1jPL5R1l0lRuFRCXIfnE84NjcWWfXh2uKwRYjxXvuGv984Nm+UAXrpxXL3TYGBt9mWDyPnb8JJUtdOBhZ/hFt8R9jNvxSjRFRSxyftc8OUY9QzpT8ihi8UUsU9fQzyn7jib4bxGCP5wvz2bfI/BCymDiXdoiyPshn9HMrGkKIdB8mPPnt2qdKabInHX3KFSq2b1sBazPr16yKQ+LbXHx0LEZbPqZWTdurX+K+QM4i97tkx1rRQpOU8XjewifXp2UwusIsGPFB1o3kDlIdWdMxaSraBa+ZLy/ffhK8WdPn1KurRJly0zB2nPEwtJK5XyWUU5589dGytiEqbHwiRtTgzXKldaqI4ZIAxIiq4/PlGkYtAhf4sCwYp9XWLzRJJk59dDlE9VpWZDuCoTxVOX9sivjtX5uAfDWSETRSZmOSGnRW2J4MnLu9UinWBgJb/803HtMYlkqEpBWJt/DJEtIJFkoWWwVZJnR4x7JBNKL0nmAJ03hj7R925zt32RLK40yH0gILp1aC3rJ/fTCo1Y2LNFXZkWlCYqGFgKySXq1sKfk2snSeWSRSIWhODHH3+UKhVJku+OKCcP6eAOjWXa1CnKGh0J7ty5IyOGDpEJPTNcs1qTDL/qZ5VDVr6yQSjHkM8HyaS+LbXpsWLh8jE9pFWLFhHffyhELUx9SZtzV7BAlWswjEsVVyBJ0XXHJpKIT6e4skEe0R/O5Xb71qpFHsECn/bmlPs1ETx2PrCSjLJU5RBekAgSX50TclrUlghi8dYVesCKGomr12viUdCF5PjSgeVs8fOaxGHf+zWwfTy7c1dz/90qy72mghaTt9NXQqd4SxSxxofyxhgkD7Bqjhk1UsZ0b54tF2csJNdlwXxvanNnOnHp4kVpXKuK7F90v1JRPJwzuIP07NYpogVHNhBPLdLTZOW4TO05o6W94AgrdKRgortyxXLJbFE/ZGnXaNkro45MtcRxJCDXamarBqqcqe5c0bJpzQqybm3kVutQiFqYkrQ5t2fjkBi6UKl7fhef1SC3rRoQIaWLpcPiy8CsOyaRPGEJ5+BFKGrFca6LZt/gdj+p/e/auuS5Qerehyv7ycKioyHSHCWaV/AsBFn98CZEEuKSCF75KXulICySun1zg8FVoJgMJ8PkCF68nt1dzuQtkrh6r6kWV0ZZDMUgd0A983bpjeX7ZWO1YiNSYvHDPd8ns7v/zKGBNW/6tCkysF2DgMTtsRBB17JeFdm2FQ9HdGDleMUSRVVspO7c0XDBiC4qblWXNzQcrl+/Lh3btZF1k/rGbTU9bonj0sUKRizQyZrQMiPNFYv5jtlDpGa1ykpsx4uohCmWtXAJ1xPNULkQsRokgysQkhPxkiWSneLAtzAmdLWnRNIXr3tfONNOqgHRbt3+iSZJ7Um2T7L/UMngE008BuFKL2KtDxe/mUhisefZOUE2Bt2+uUHCNYLxY5J8G/Ck1T6nR4HYdt1+ucHjF3dkGwSS6d2evrwv4NkZJCewHA4aOEAm9m0dV15P4gsbVCsXtuqSE4cOHZROGY3jspqy0Gfp6O7SN7NrjlbaUOjVvatM6ddKe/5IibCtV62C7PvmG/9Zo8PyZcukc/M6KhxAd/5IiMW7b6t6MnXyRP9ZI8NX69dJs9qVreNjf/fU8E+vXUE2btzgP2t8iEqYRpK0OZHEZRVsDQJYs5LBjW8TQeUMO8CqES7dVmJJvO79RSi0M1Sp2dygSmpvvU/apSvtmVtkghaq7OeFG6Rhyn1rPUQgYyF1IhnidG1i3XOmFsJVfuRs8rxnrKPO1EzEjOv2yw3y7JxtSzbDwQ/noyuGYpB7OHbsmNSoXE4ub4nNnYxAnNK3lQwZ2C/HxPI2sOqNGj5MJvZpJbf3xhZrenHzTOnVppGsWL482yQtUhw8+L00SiknZy1hrbtGJCRFEon9Y42tvHnzpjRpWF92xLEIitRXLRvVlpMnA708OYGyoY0apKr6+7rzRsJ1k/pI24ymIdNTRYuohCkutiNJ4CayScccXPYToUqaqGRw49v0lTi8Hw+mqmblsOI9kfTF6/rEASIQMajbLzdoJ7XHqqvbnlvknepySSbDorZgOhe48Z7DrShPNHm/zkIUFCVIFlEPnVWqGPhYEKXbLzfIpOPqrfvuchZDJYMb3+aRcxvUmGGQ/OC3PXTIEBndvblWeOTEY6snSNcWDWXH9u1RCURWjmc0qiPHV0/Unjccyb+5bnJfad+6pXKHxwrc2UMG9bOEdWslsHXXCscLm2dItTLF5PSp0F60SLBxwwZpVrNCyBr54UhmgRFdmsrUSROiirO1sWvnTqldoVhMccYUKeieVktWrlgW96InGxELU+I2k2FBRzBv/hwYv4nF5ezVA9p9c4usbkeM+tr3q1rxrtsvt4iFyo6ZVKI+l1fjB5PndfZacr1TBMD129lDSW7dvZoU8blOYrG3Ea7aU+5wrbLQ08MAqj3p98s9UmiC/u/23euWGEymZxfoLv/p54vafXKTJPrn2RkkP7CcNW9QVzZOHRCVQLuxY64M75YmU6dMijq+EiGzds0aadOoptzes0B7/lA89/U0qV2tspw4EZ2FUIejR45IZoeWsn3OkKjiPHHhd2lWU1YsWxqzxdYGz27k0M9lbGZ6VAKR8ItV43tLZtdOMYcz8B6GDxkk43q2iEoYk1Vh1uCOlrDvr6y+biFiYXovwqTNiWZw6Uq1OCGJLEI2z1nCCouGL7H5Du0+uUkWFtG+ZJx8YJ1MLjEF1/oG3YD4zeSKz7VJHDGWUrwJqpxrEnkTIFWWCDfg95c8IS73eeLCDrlrTdwu3fghCZ+dL9QFJNvkDTJmMHYY/DFw9OhRad24jhxYOiZigTZ3aGfpldldW340UowdNUJGdGkmt/dGJk5Z8NQqtZpsjWHBUyh8tW6d9GjdSE6vn6K9ZjAR0lMHtJPRw4eqEp9u4Mb169KlbYasntBb7kUY83lw+Vhp07xhxLG9oXDx4gXJ7NRa1k7sE/G1t84eLB3btJQzZ8JXkYwWEQvTm3cuJlWMn01fPr/7uRBZeKLbL7d57MIWNfjmlNg8t4g7n5yXPE/d9txksokBm7jsnRkNfPk3kyc+1yaiHks4v78Tl0JXe8otIpwJ17itqj3lfpqoYB62+r1rt8/Iqct7tNtzkz7L/Vn126OP0e2Tm2TMCFfhyyC5QPoo0hf179BcTq2brBUjNklqv3HaAOnUtqWcPx+6ylwkQNR2btdK5g/vLLdysJxe2jJTRvfIkInjRvuPdgdkCpgyeZIM6tBEru8IX4kJ4bZmYl8ZkNlJThw/7j9D/MDqygKq7m2by+55w3KsSnXSekeZrRrKurVr/GeIHVx7166d0q11U9m7YHiOE5OjX34hHdJSVfiG24hImOIqYmU5KUB0nU9uEje0swpUMroCIeKKNEyXbhzTbs9tkmwfcZCsIjAZ6fvt3R90ySuZjBY/vtvz1w6qth49nxypjpzkN3fhxlFV1SsZJ21Yx09f3puUnhjaRoW7G9a3m0yLxmzy21NZSUIsFDRIPty6dVMWL5gnXTJS5fCKcVpR8tPOeTJjYHvJ7Nhajv0Qf5UvRBECr3/PLjIuM0Oubp+d7ZoIpRNrJ0r/dg1lkiVK3Vpo4wSWz1kzpqmYyWOrxmdrA8TNPmNgO8ns0EqOHCYPeHwu/GAwOdi2dYt0adlY1kzorW0DoRYslOrUrI6sWrnCtdhOrr1509fSLq2+WtCkvbYlljfPGCgdrWtv/nqja9d2IiJhihsQixqdTLKRgQwXG+AHcvzCNu1+yUBKbCajxcrHtUn5jmmXj7426vbJTZLRwC77eePn5FrU5iTWXcpYEmagu4/cJmmZKOrAYqhkJKIvOUWzL+UWccS0T/dsc5vBWUkMkh/Em26yREfVciVkULsGSqThur69Z75KSJ9apbT07t5FTp086Zow4zwXLlyQEYMHSUq5T9RKd+JXuS4lU0d1babas2j+XNdc5zpw70sWLZSalcrIoPYN5OzGaaoNV7bOkhVje0itcsWkT4+uqkiA26LUBvGmRw4flrRG9SW9VgXZNW+o//kvUJWdOjaqJo3qVJdtW7bkWOEpWnBtQjrSG3Pt8qpc6s3d89W73zl3iLSuX1maNagje/fs8USUgoiE6b/+9YuyprE6NRnpqw70u9XO39QKZN0+yUCeITF+yUosVrp25yYp6HDh2hE5f/WQ9e8z2n1yk/z2SBuFRQiLpO65JgMpo3rt9lntPSQDWbijq5CWDGDwIRRC91yTgZesd0sye91zTQbS7zGGGPzxwIKWcWPHyqfFP5E8efJI3rx5Jb1ZM9m9e7dnogQgjNq0biVvv/22uu6HHxaQoUMGx7y4JxZcunRJxo4ZLQULfqTakD9fPslIT5M9Ht+7E1znyy+/lJSqVVUbYKWK5WXBgvmuLjbSAesp166eUk3efPNN9e5px7JlyyJOCRYrIo4xNTAwMDAwMDAwMPASRpgaGBgYGBgYGBgkBYwwNTAwMDAwMDAwSAoYYWpgYGBgYGBgYJAUMMLUwMDAwMDAwMAgKWCEqYGBgYGBgYGBQVLACFMDAwMDAwMDA4OkgBGmBgYGBgYGBgYGSQEjTA08BVUkTp8+7XlCXsC1zp49Kzdu3PD/5c8DqpUcO3bMkzJ9BgYGBvGCZPH0U/fuRVdIg+Po10j4noygXdevX/esCtSfEUaY/klgl3tbt26dquawcuVKxe3bt3taQYJKHZUrV5YNGzb4/+IdLl++LLVr15Y5c+b4/xIdzp07J+vXr1edZzJi586dMmvWrGzl+Hi3q1atks8++0y++eYb/18NDAwMkgMHDx6UsWPHSpcuXaR79+4yd+5cVVkpEhw/fly6desma9as8f8lubBx40Zp2bKlMsAYuAMjTP8koJ7u9OnT5bnnnpM33nhDlXqD9evXV5Y2r8DH+re//U0JKq/x448/ytNPPy39+vXz/yU6zJ49W5VeO3PmjP8vyYUePXqodxfcvpMnT0qlSpWkY8eOauZuYGBgkCzYs2ePFChQQF577TWpVq2aMlS8/vrr0q5du4iMAN99952kpKSo/jkZsWjRIvn000/lyJEj/r8YxAsjTP8kwN0wePBgefXVV2XBggXy7bffKiJKvbQQIqIQprFaMaMBbvwXX3xRBg4c6P9LdBg/frz89a9/lRMnTvj/klzAovv9999nc2nx9xUrViS0jrSBgYFBTrh69aoULlxY3n33XSVQsZJevHhR1dqfPHmy/Pzzz/49Q4P+jj4u2FOULCBMjXEO44+BOzDC9E8CW5jSQezfv9//10BgbcMl3LVrV2nbtq1yt+Aet4Eref78+XLgwAEZOnSodOrUSTZt2hQQM0RYwOLFi5X1bsyYMaoD+vvf/x4gTLGiTpo0Sdq0aSM9e/aUzZs3y507d9Q23NJYPocNG6Zm1NOmTQvp8qFTI0QAN0///v3VeV555RUZNGiQ2s65OBYh3qFDB+VC2rt3b8gYpwkTJgQI03379qljf/jhBxk9erS6XwQgHRFiHrc/7iWnsEfoI3B5DjzzQ4cOyahRo6RVq1bq/HRgxEwBJgZLlixRHXafPn3U8yZOluvj9mrdurVMnTo16/557lgN7PZzfoQq7wIXGdfBZWbHOvEceX6nTp1Sx/EMpkyZEvBODQwMDLzCuHHj5C9/+YsaO4Jh91P0/cuXL5dSpUpJnjx5pEiRIqq/tUPMMDhkZGTIV199pf6ffrd9+/aq78f6iperefPmWUYW+szOnTvL+fPn1f6AkDXCvOgf6Tdxv/P/eA2LFy8u8+bNy1oHwT4NGzZUfT9tqlChgjov/XRqaqq88847Urp0adUOsGPHDqlRo0ZWP839EC5Xrlw55eFCmNM3I9IB4x9jH+2nT6YN7Pv1119njQ20kfGsZs2aanvJkiXV+EAbeW4I9b59+8qHH36oyBhgj6H/DjDC9E+CnIQpYoeP5YUXXlBuYeIV+XeTJk3UDBcgWP/5z3+qj4gP8+OPP5bHHntMiVnAjBGB9fDDD0vZsmXlk08+UR/N//3f/6kPH+B25lg+turVq6t/cw7EHKIM4cbf6CyaNm2qOh46JPuDdQKh99JLLyk3Csfkz59fHnnkEfWRAjq2Bg0aqGvRoVSpUkXtv3DhwqxO0YlgYTpkyBAVGsD9lihRQooVKyaPPvqozJw5U3UCCGI6UoQroP10iE8++aR6Zlu2bJGiRYuqY3mOPIvy5ctnuXxoJ+crVKiQ6rzS0tLU8+HZ0zk3a9ZMtRlXERgwYIA6N5ZR2r906VJ5+eWX1f3TMXL/b731lhK8YO3aterZ8j55V7yTBx98UL1n3f0bGBgYuAn6PcaMUNZE+nX6U/pB9kXA0Q/iZWO8op9i8o3rH5ELmGyzP/06xgvE3RNPPKGOo19m+1NPPaWMBhzP2IYBBG8hfS9Ckr6yXr16al+MKGwj3Iz2IFr/8z//U52fUDcMGghBBCrjDMcQLsZ/AWMbxpejR4+qMQAjAOMG4ta+n4ceekh69eql9sfAwDhM312rVi11roIFC0revHmVuKXNiFYEN+MXzwfDBqEQGDK4R8YmBPLw4cPV2Mm4++9kcDDC9E8CW5jSSfDBIKAgHyOWR0QU2/j4mZXxMfMR8EFhZQP8+BGZWEIRR8xk+bjq1KmjPmg+ejoEPmRWUfIxY8lD7PHxsg8dCe52xDGdFbNIZrt0DAg8LJK0A2slHygfmy5uko/z+eefV50LIpCV+Ag9OjSsrYBz0UEws+Va3CcfOgJN5/YOFqbM2pntExpAO7gfxDYCFbB47Nlnn1XPCfA86LgIhGd/xDDC2raSbtu2Td577z31/OjARo4cKf/7v/+rBC77cAwdEudEjHL/tNPucHh/tjDlWoheYq/ozDgf1lk6M0Qq/8+56LDpXLknnhGWBzp1Lxe8GRgYGAD6Ivp2+jId6LuZWDMZZ4wCWCcbN26sxhb6tsOHDyvLI/0zYMxiXPriiy/U/zNWIf7wluHuJyYV4Yng41z0rfT5jD1sT09PV304/TlgrMJIwljCWIOl8r/+678kMzMzK3wArxP3wZhphx/YYpu++h//+Iey2LLAGAFLv29bYBmrMDIwNnJ+LLK0j2va/TDj4wMPPKA8jFwTIYpBwzYK0XdjpOAYzoE3DYOJveCK8QX+u8AI0z8JbGGKEELQYEXj4+FvfAhYQxFx165d8x/h+xjoHPjo+Qh79+6tFk/ZLgnAx4J1k84Bdz0fFx+eDT5oZpO4ITjugw8+kEaNGvm3+oCbhw+bD5xOiJkhLhQyCISKQULEIpKdi6pwXSNWbVe+LcKYXSICIR82M2E6r2AEC9MRI0aotjvvt0WLFqoDBHQaCFWEOWCGjuhGsNLpYZ1FqNrX5vkx88diyTPn/E4LJ+DZMXvGwrls2TIlMG04hSnX4t+2tdqGLfwRs1iaH3/8cRVuYYPZN1ZThK2BgYGBl8AVTX8USjThHqdPJLTLCYQafTdZRoKF6YwZM9SE2znO4NZm/ELoIQgxduCJQthu3bpVtYEwNAQyxgHOzRgI8WIxrvFfxhCEKduZ2NvgvIjSZ555Rlk5cbvbcApTQsXo0wnFcvbdjFP0u1hLbWGK4cMGbeTcXJM2IG4xUCA+7XZyzxyH0GVs4JlwjxiOQo2Tf1QYYfongdOVjxDkQ4P8yPlYsaIyI3R+TGzH/Yzlj5knrgiEn9OCiShj9sl23BZYLJ2xPQgge/ETszsserhVnCAdCCKTrAF0YFhTK1asqNzyCFSEW/CMm3tABOOutsG16IDsxU+IUCyezDxtIhSx6DKzDUawMMVNQofjvF9im2xhSpt4JnQ4dIZcF0HJ/dC50H7EqX1t4oTocOh0EfII03z58qmO1wb3T2dN58cMm+PonLmWU5hyDizLdIROIMLp4Li+LUyx1Nqgc+Y4rAgGBgYGXgLLHsYQp8HDCWI/MX44DQyAMCX6T/rCUMIUF78N1hjQ7zFmAcYbxCVjCR40DAh2v865EKe2wQDiKcRryDiJMCUEyik+6X85N144xCL9Kv0946VTmDIuIbQnTpwYIMaJV6XfxSBiC1PGSxv00bSfPptxskyZMmosoc93thEjA23BUIRXEcsq4wRGJvr8fxcYYfongS1MiUvhBx0MxBofu+3eAFgE+ViYKfKR6YQpAeS2MEX0IBadYomPEGGKxZTOibQhiC4nEJfEpdrB7YAPj48Q4YbrxXaL2ED8ITonT57s/4uoUAJmzbbFlI+W2WukSecjEaZYJG1hChDNdFLEG9E5ILoRnTxHLL+EMtgun2DohKkTnJtOjufF/TuFKc+Mf9Mp2qDDwhqN+MciawtTZuM2jDA1MDBIFBByTNyxaNqiEdCn0u/RZ7///vvKu0X/BRir7H5W58qPRJhipPjoo49U/CihAvzXNrrg5UP4Oft1rm1v1wlTtjHG2cBAQT+LGHQKU8j6ACy2jAPAvh8EJF7InIQp4yQhZ7STvt4GYzDt4L+0xX5eCGqujzfs3wVGmP5JwMfx+eefKze2Tpgyc0Ww4NLn40Kc2e4RWzAiuoKFKa4aW5giFnGJEMROh8PHRowRYg9hygeFyEVQsWqRzgNrIJ0E1kRc5sxwceHTIREziXuF89mxPja4Hh0XLg6OYSbKYinEqr34idhSZs0IOjuGc9euXepe7U7IieB0Ucy0+X/n/ZKtACuoDZ4rVlj+xrPFjQ9oLyEQhC7gdufazIRx1RDeABC+CFPuE9DREEC/evVqJWzZn+fCM6TD5f3ZwhSrNB0ulgDunw6Sla1st/O42sKUjsuGbWk1wtTAwMBr0A9iWCAkCuspbmesifTV9OuIMMYchCaubfpP+m/6McQmfSL9IxN0O6aUVfe2W9wGYVJYWG1hyliDGORvLOJ1etbIGoN3kEVThEJBXO/0zRyHQSTYlU9fjGGG9QT058TE0u8zZjHZ5/4IL2NcYpxk3MTwwP3gxWLcxPgDENT0+2y3gfGAYxizaAPim2NYf0DbGS/Zn7YxHvEsMMrQxzO+IXrtLAH/DjDC9E8CrHYIISyWzphGGwgsPig+YmZzCCo6A8Qa7n6A4MEK6LRA4ubnA+WD5INiFshsE1cJ56Az4px2uigEFC52Pjp7JSJxMrhsAB8+4QPMOplJs83+WIPBOWkPM1fazCIfVrfTEQCsjKR4QsByTlwj/BeLqs6KSYdHUD2dEOBe6KCY5dpAWNNmJxDd//Ef/6Hc9HaIAB0qopu/sXKfuF7uhdAEZuSARVDM6hGjgHuko+EdsS/Ph/vC6sA23h/Pks6c8yPg2U572JfOlmdgz7JZXcpEgVWoNpjdMwiYGFMDA4NEgEk0C4no6+ivCSerW7euEn4YCOiLEG38HbIfY5Ht/mciz5hBXCVApDHm2AYEgOBlgZPTs8ZCIsYDFlI5xyzEMuMaayMYY+g7OT/9Kf0qE33O7zTgYChgrGP8oH+mX0dMsj/3gYHA9jZyPywURnwyDtr3Yy9kot0stMK9bwPDCkYY29toi0/GDfp42ogRhj4d8c1YwBhJW7hH3PzBxps/Moww/ZOADwjRhCgNFSjNR812xCGdAIIJwWkDUcmH4xSJWFdxTXB+gIjlg2ZWinUSUccx9spyYAek82EiOrHe2cfTBmaUbGO2iRUW0awDrhI+aNrLTJJrYKl1ii4+Yrs9pIni387FTE5wPDFC9vXoUOncnNZVRCsdlxPcM1ZJnoXz2XAcnRFtw1KJJZRZtf38eR+03/mM2Wa/A+KsuJ6zPQh4+xqcn+3M+Lk32mp35oDOmL853zf37rxHAwMDA69BH0S/TB9JSjx7cm2Dfh8BSv/IeODsszAi0I/af+O/9J1O4wL9PH9znpPtiEWnO9wGYwft4XqMMZzf6Xqnr7X/H9Dn0neyL8ewv3PM4zrOccJ5P/TRwffDGOgU0VyT9juvybjgbCPb2Y/rIkI5r/28nGPIvwOMMDUwMDAwMDAwMEgKGGFqYGBgYGBgYGCQFDDC1MDAwMDAwMDAIClghKmBgYGBgYGBgUFSwAhTAwMDAwMDAwODpIARpgYGBgYGBgYGBkkBI0wNDAwMDAwMDAySAkaYGhgYGBgYGBgYJAWMMDUwMDAwMDAwMEgKGGFqYGBgYGBgYGCQFDDC1MDAwMDAwMDAIClghKmBgYGBgYGBgUFSwAhTAwMDAwMDAwODJIDI/wePD9ivr9PvHQAAAABJRU5ErkJggg==" width="678" height="576" alt="Escala de tiempo

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La estructura arriba descrita permite, desde el inicio, a los inversionistas del Fideicomiso poder invertir en Vehículos de Inversión Regionales, cuando estos inviertan en empresas establecidas en México. En el caso de que esos Vehículos de Inversión realicen llamados de capital para invertir en empresas fuera de México, el Fideicomiso podrá excusarse de atender dichos llamados, los que serán cubiertos por FdeFII-AenP, como se presenta en la siguiente ilustración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Esquema de acceso de Vehículos de Inversión Regionales.4</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<img 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" width="671" height="196" alt="Imagen de la pantalla de un celular con letras

Descripción generada automáticamente con confianza media" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Consecuentemente, FdeFII-AenP implementó un proceso de mantenimiento de cartera (“</span><span style="font-family:Arial; font-size:10pt; font-style:italic">warehousing</span><span style="font-family:Arial; font-size:10pt">”) para el Fideicomiso, comprometiéndose, considerando siempre el cabal cumplimiento al régimen de inversión de los Tenedores, a invitar al Fideicomiso a adquirir hasta un 80% de las inversiones realizadas por los Vehículos de Inversión Regionales en empresas establecidas fuera de la República Mexicana durante el último año, a un costo para el Fideicomiso FFLATAM-15-1 igual al monto de la inversión efectuada, más la parte proporcional de gastos y un interés por entrada tardía equivalente a la tasa de Cetes de 91 días, vigente al momento de la operación, más 200 puntos básicos (CETES + 2). Para inversiones más maduras, se propondría al Fideicomiso FFLATAM-15-1 comprarlas a un precio por negociarse, como se presenta en la siguiente ilustración.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Esquema de rebalanceo de portafolio.</span>
</p>
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<img 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8onBgjolZIY85V3YiysqIBSKBQKhUJ5KWbPns1GRqr7dHUSTuDs96oEsbpobqMu+7w3f9Pakd/o6KMe6hGktvUL5ttFRUW9B5JY285PY23jLByqTj5xtnybHurSrk78Lp9QHm7jA+C+D7VVqw69gNCoL7q6qBf8OFh9qdNgPitSrekXEcF/6x0kHPlxIF/yXX/1pV5u/PwQOKe9h6LlReQTAwW0NMZ89fXplpa0C55CoVAoFMoLg62fEdGCfW83/lTbnlVL4tNCXGqph/qBmZ262MJenW3rxC/u6qyOHOypHuIcwId1dxEO4fqij9/X3IYva9tTfcVsiDrBPURwRQmGujzTnvK4daaTv7rbEC9hyiBPdWT0yJFNfX01td0D+WFdnfll/T34ya7BfBfIjy42/xgvKp8YIKBXS2Ms1t6abvnTPg0VUAqFQqFQKC8AilxElMaj4xD+DK7j+bgkPk/gmFHcvvOrvvw9Swf+lL0vnzvIS9j9VR/+3uOtnzhm08aRP+AbrI6Miqp+hnt1gKRKFy5cqJg0aZJS+x23/TQYPXp0QzwPn3GiFeUxXkY+MUpnWFwvjTHfgjshlW2zkhM6uYtCoVAoFMrzgJIG8aGlPV9s0l1dVlkQXybE9TcHqU8M9RE22Tjzl5pZ/503SiqO8xziw5cM8eL3BoVrXLxDNe8HBk5SUml8tbysfGKUxpqXlMSYJV+bbvlF2aQ+SiqgFAqFQqFQngdsMVT0cFEntu6hvlNZIF82cHY7tqYadX90ByU496CbM397kKf61nf9+buDvfg/3QPU2WGRw81DQ0NraetFeQXUhHxigIA+KIk1yyyJ7fxV2dQW/+kkJGz13rdvH3fs2DEFjdc78Oek/bFRKBQK5W0GWxs9g6LHtevNn36Z3Y6qCpTOx5dwatOTL+vqzP/lEiBcH+DFX7W05++6BfCnPf3DjLVbbP5r4B7mOIEGu5DfhrixuHODktguPV5WPjFKYy3u3Ym1SLs1o7MZ5q19pf86Bw8efP/IkSMrDx8+fIjG6xvwMyqCn9USOFasCUyhUCiUtxAUzzFjxrQKiRA0vd34P78fKBDT7gKu4SmuzfkiMmrcVf3w057qhzj+s6qZ7l/2FUgvV77EI5BPwTU6vYKFCWGRQmzwv7wuJyEa6f2Zlj/diTVfVhJjtu1tiNKYznF3YszzS2dYPKxKKJ83cCeku7EWiXenm3U7Oekbcfztv80ff/zxMQhNJgjOfRqvddwE+Uw8duxYXe2PjkKhUChvIyCfDM/zHW2dhPT2A9Ul3/QXCApoxyF8mflQgejC0oF/aGGvLutsx5f9NEQgHQZjGoF0shOIhb1AcKcia0eBdLHnz3R34tf2dud/tnbgf/u2P3+jJYisrvUT1xL9cRCmF7veCyOjh/lCHZqp1WpDt9mzH9nGcdy4cXXg2scQr6SrDls9/4q16A8C9UdprDluJ/l2xAzzu1WJ5EvELXiHOyDfvv+FgO7fv78JiM1OCELj9Y1Dhw6VHjhwIIXKJ4VCobzluLnNZiPU6m7f9eePY0slblvZuidPPu+NLZTl8RXE//rxZdogX2vjm/48+W4AT34YyBMzkFIHX/64d7CQGRLBj1OrNT28QoZ37+EmaCyGCpvM7fmjkNfd9iCemP6Hgeo7No7qLTw//H/aqlSArbE4jo/nR7QLj+ajwtTqfnCuFYS4d3xNgfJZGmMxGITsbBVCReM5At7hzdJYy+0gof3PaNqptK/4X4HK55sRVD4pFAqFIuLmplF5B/PCZ73UF3CC0ONd5LrA7nPsgsc02B2PW2RiKybuUIQtm+0H8mVDPPnjQ7z4g+6B6pXhkfyo4AiNR6RGY+QborHwCxW2DPQUbna2E3DMJ4ir+lZ/d34+tm5qqyIyYsSIlmq1ug/P8+29goTBdt5CgbUTn+HmL8SGhmrer8kxoVQ+azrMb9ydYRH3b7eAUvl8M4LKJ4VCoVDEFkY/v8jG/T3U2cbd1Heed293XeB92CraYZD6rw6D+QcDPdU5PiF8iqMfnxIdHW0VHq75OCxCnQjfS9r1xT3h1Q9/GsT/6ejLD5swYYK+tjoiUKcvIEJAQIc4+vN+PZz5U+0H8aX2PsKVoHDND7p1PWsCKp81H6UzLG6VxJgnl8zs3J0s7KAg5NUvw0Tl880IKp8UCuV1BFu0VJJatRrAsV5DVcN3lUrl+xJtiJ8NDN6Ba3QdyBoCJI/z9NO07WzH38TWy6rE8llDN7Ho634C6echxA3yFLbaOKovufnzv4VFqgd5B6tPdBqivm8I5XzRW32rmwu/NCJi+FfaqlQAdao7fPjwb+Fo4RUieNr5COv6uPGb7X2FdcHhmh/hfI116f4n8jnTkpTM7UnuLOxPbs/vS27PsgVhs6w6bTUBgidGVddeh4D3WVoywzz79gwzy8tLrWq/agGl8vlmBJVPCoXyX4P/MxJlU1+i30ihUDRhWbaNTMZZs6zcTcJK7RvUaRCiUBlESBlODI7jIvAapDOVS+SfwL24XAeOAaQLXL8gwcET9H1DNFbfDuBvYxf640L5IoEz2Xu4CBu7OqnXfTtAwO74Gw4+6rguDuozLW3V97GV9MdB/EF7H8FZW41HALn8hOd5L4hh0dHRdvD9y9DQ0PfhyGGrJxxr7B8f/7Z8ls7qQm4ttiPXNwnkdtx4cmnzaHJlmQcIaLcq01cVpTOtyI05vcmtub3gc5cq07wOUTrD/B4cC2/HWFiR2WZ1XqWAUvl8M4LKJ4VC+S/QCSd2m9YHgWzOyWTWrIwdC0K5HeIIxzCEYVgihXinYSMiV+oTqYwlMhlDWDHYUplMsU+hxyazrHQo5GMIgd22VEBfAGxF9AnWdPquP3+rpuQTl2j6caD6zk+D+FIcD4qyied0XfpG8NnGkV8fyfMdtNV4BOyGx6WfoG5mIKAdIiMjG2sv1Tj/rnxakluLhpCzu+PItYNp5FT8HHI6YyW5nDiT3FrhLkpl6WxbUjqnGxy7kjvwHe+rOA/nSmfZiNJ5avt0cmn7RHJz4eDy6xhw7fF7X5MovB1raYOL27+qnZCofL4ZQeWTQqH8FygkEra1jJWPlsvZbBnDXZEx7B0pw9zTkzEPJFLmIQTRhR5IZ+XvleKhVMo8AEG9K5UpjkilKpRQumjxC7B69WqZT/DIppb2/HUUxMdF8kUDRVMnm4/HF3140seN3xoZyZtDFaqUEWzdxIlF2slFr+wfFv+mfGJXO7Z43jh9WJTQklnWIIzW5NYsW3Jjpi25tsSFnE1eQM7kbyWXMpeTm0scxetXlnuRs4lzyZnsteT8jqnk/KowcvGPfeTi0SJyJGk5ubTYRbz3fHyseO/FzGXk+nJ3ENDXo1W0dIb5wzszzHeVTLfojVtxal99jULl880IKp8UCuVfok49mVxlxbLySQzDxktlTBGI5lU43gWJLEOZ1JOy5SHjiJThCEgpYVk4yuTn9KSKI3D+BIjmLbinChFl70O6YoaRe0jq1KG/0F6Avm7hdQZ6CFlGXYXSqmSxpgNnylsM5U+4+gnBgYGB//qakJX5N+Xz5sIh5FziHFKyZzMpndu94jyO3bwKgnk6eSE5l76UXF0dRM6mLiKX8taTk4t9yOnUJeRi+hJyZaU/ufyrH7m22Jnc2rOV3C1cR66vjyDnl3mT8ynzQTpXkAu/hYuCev33fHJ1Xn9SMuN1aQE1v3s71jz7Vqz5kDOzbWt8GSYqn29GUPmkUCivGqWMk3WTyZi5UhlXKJWx50EeS/SkzD1RGkEksWUTzqNUFoFwrpSx8qkMx2lYlh3IStmBIJVmEkb5DYilr0zGZstksirkk8E8/mKkzFpI/5O2bMpzYK/RKLxCBE2bHvyFmt5as6poYcuXmdsLyQHhfPd/eyvNx/k35fP6IntyMnkxKdn1G7kz59Exnlc3jyCncjeTc78GkdtzupMrv/qQ8wfzybnVIJcpC8jFogRyKW4qubrUVZykdGvnEvJX1hxyZ+lQcmH9MHImdSm5vHkU3NuD3FzpTa6eOEhOLQsgt2baPlLOfxnwjkvuxFqkQziSGhZQKp9vRlD5pFAorwJWKVF+qJQpe4JAxoIU7gTZvKwnZbFLHWQTWzmZMhDSW3osly1j2RkgjV4glVaQ/guO4wwVCsXHkI+BNnC3Gz25TG4plbI7qm75FPPEMaFnIY9hkiZNFHAP5TnArvfgCL6dtSOf8mkvdcnT1vqsifi2P3+lhysvhGk0H2qr8J/xr7Z8zh9Azu6YSq4dySG35vYhuhnut2ItyYUt48mp/G3k0hJXcbzmjUVDyIVDBeTKb2Hk+nI3cg3k9EraAnItYxG5ucSB3MxcQP5KjyV3Fw0g5zeNJmfSlpJr66PF/EqX2pNrJw6Qk8sCQT67PlKH/zpKZ1jcvjPDMu1OrJVzTQoolc83I6h8UiiUmkQK0vgRyN9gEMWpMimbAaJ4E6TwIQhoGUQJxDWGYUtlUuaOTMbtlHHKviCbJnAvLjD+tNnLelKp3FFPyu3G1tKq5BMD5LOMY5gFkgaSWtr7KM8Bdn87+At9e7ioMzvZ8aXt+qjLanIMqC5Mu6sf2joKq10C+PaaGt6t6EX4V8d8zu5Krq0KIBeP7CKXk2aQC2uiydVNw+AYRU5umUzO7FxHLqfMJtdX+ZGryTPI+fwt5OLKIHLtVx9yY2MUuZG1iNzYn0yuL3OF+2eSO7vXkEtrIsmZ36LI+cxfydXMJeTa6iBydfvP5PLhfHJlgT0pmfH6zYYvjQUBjbXI/CvWzBHHgOJOVtofxwtD5fPNCCqfFAqlRjA3N2/0wbvvdgHpnAjymc9gNzrIILZGgoA+kDHs7wzHrWYZdiPHsNdYKXONZRVT4dbKkojyia2cKgOJ5B2FRPJR/Xfrm9RrXM/0/Sbvf8Zxytl6MvbqP8gn4WTMIq18KlBsGzdu3NTAwMAIPres9U6tlgb1DYwlSknl1jY9ib6kMVxvpc/qm4oyrFTidayLKMRyibwZ/KcZfGwofv0bRqmUvA/3GMNzm2pbbFGk60Oq5qy+xFQfzuM1FvLWl+jjjG28v6r/0Uqh0g2grBaYHusL5zD9vypnvr6+8pAIQeMRJKT28+B/7zSELzXtUT5THXckaturfEejqqTyWaP9QP52H1e1S0RERD1tsf8p/6Z84mz3knm9ybX4X8jl7BXkj7j55HTiHHJu4yhy/tcgcnnzSHIxYxk5vfUXciljCbmynidXFtqTK2ujyKUdk8mVxBhyK3kquTW/H7m0Kphcy15Ojm/4mZxf7EaubhlFLqQtJmd2TCfnEmeRq3GTyme9P+f6of9WwPsuvTPDLK90mvmQa1O61yWal1u7Vyef+w8cJHmF+0l63r5HIi13L9lTfIDs3rOPZBc8eg0jO38POXDgEMnM20O2pxWI3x8XJ13shGubk3LJluQ8krOruOL8oUOHq8xbF2l5xaRo735y8NAhMf3uon0kHspaH59DUncWoZhV5IVRANex3nhfZt5eUrxv/yPXMZ9dew6I1zPy94l1OVTpelVxAN5PYuYusiEhp/yZD5aXicfde6p+b/mF+8RnezwvXeC1ouL9JDlrNzzLTpK7a2/FMz6ZlsonhUJ5ORQgSq1btWrh1bhhozROJsfudILiCceHjEx2Cq4ngkhFy+VyM47hIkBAr3My9iLHKcLh/gbYWsowzFeN6jcyr1+nfi+VQmVfv1ZdP32lclijRu/ENH6vUewnn3w836B27cNSGVeldOqCkbJErscsql8+6x0Xpx8LdRtlUNvgZ07BRdetX19Tt27tSVAnXFsSBVDJKJlvOI4JgDqGQgRBRIEoB8tkKmv43ArSSFmp3AnSaOQM4wt1/RLO6QRUXy6XWbBydhg831Q5K3fgOIkxw0h+YBSMmlPIpinl8jFwbzRcGwfPj/n3gvLbwKPrxBvrIWcUiu/lUtYJ0viX14WJhrICZTJZZ3DQf3UZKVzaSFxfk+fXewUJRTZO/NnOdvzVbs787W7OwulvB6hv4e5EugXlqwu8jttvGndTP2zTQ/2XSXf1Pfj8wGyo+gbI5wBc4klb5H/Kvyuf5YFrc95c5kpOrwwn55d6ketzeoOMWYrjNS8v8ySnV0WSq0tcxKWTMD1OVLoAcnpxhR8pnV/eXX97pjW5tMJXvP/mnF7k1my4d4krOb8qVMzjdV7/8+8w/+tOjFlx6XTzAWR2h3deRkB18llQWEyWb8sn45bvhMipiNGL0kkSyNHm5HwyY20uGbfi72vjIe2MValkV9F+MmttFomalUCWb82pUp727z9I5q/PIoG/bCNBU3eQuet2kr1aKUTxnblmJxm7LPvvsldAWdrPY5Zmkvj0fFEiUTQ3JeUT9cw44j1xKxm/JI3k7drziLStSywgY5dkkLFQv8m/ZpJtKbkVsoiBsrkMnhWvT1iZQxZuevR65cC6oWyu3pFLNPOSoMwtZPmWLFEa8foeOG5OKSivb6UYA+Wv3Ab5wv2P54mxb/8Bkp5TJL6vEfNTiO+kLWTl1kw4X3V6Kp8UCuVFwf9B6INg/QBytKhunbqnaxnUxiWSHsqkTCkrY8+DqO2Sy9hRKlb1OaRVGnAGxnKWncIxLFznripYxTQUMYVCnFy0o17deofr1ql3SSFX3qlbu+5f+qpapEH9d0jDdxqRDz/8mNSuXRekttpll8RgZEwJJ5NNbyiRGGArpL5CudmoVcu/atUyOCHnuNUNGjRYVa9u3QIFw8yBOilYCduO4ZjtHMcWyOSyKQwnDZaxMpBTLo1huGK5TD5eX1+/MUigD8jgXo5lLnKsbCbU9wu4n8N3APJpxcm51SCfV0Awx+qDWLKsdADHyfLkHHNDLme3yuR64zmGWQ35FrCsfD8893yZTN4R7sfWVQOJQtFeKpdvYllmI5Q/Gt5rFCNnFoGI7oGyciFvKzGdtiX2VePl5WUA8hkAsRIEcYFarV4WEc0vDo0Q1oVHasY4+vNxPwzkL7ftyROT7uV7vetks4Wtusyom/qOcXf1HZMe6vtf91PfsrTnD3d1jk62cuDTOtmp8zoPUd/q58b/4husMamJ7taX5b+QTxp/R2msRRm8+31w7P8yAqqTz4zcvWT4okzSc0QiGTwumbhNThHDafwOUfbmrMsm7lNSSL/RycRxYvk19ynJJCp2uyhzkXPSSN9RiSRmbX6V8pSdv5eEz0ol3TXxpJsQR7wmJ5CkzALxWjGIWPTsFOI6MYkM/TmJ9BmZSHoOTyQDRsWL5bhMiCfr4naSPXv3i7I3bVUW6TVsB+kxLIEMGJ1AVmxKBzE9UFHW1NU7oZwdpBtc7zcqgYyelyC23uI1bOFcsS2HeE5JEK/3HZVEIuZmgWRWLZ95u4vJ1OXJpP+wjZBnHOkq7CDTV2XC+b3idWxlnbseyhueRPpDWS6T04j7L+lQ5wQSsypDlMzH88RIzd5FJi1NJkPHbCPd4X30H5NEpi5Lqqjn40Hlk0KhvAiMBIRMxnHWMqUsXcrIbuMEIpC/e1Ipc5ZluCSxla+W2G1c0WXMqlTtQKZAqFjCsdw9uYw5znLsXYgykDuxtVTXVY/5afOsUjKrjPJZ8/kga7jeJ86e5uBzayUruwpl7Qbh/FHSQgIeJzfDFkrsSofrMTKGOS/jZL0k9cTuckQfvveBKARJvgzpXfEcCwKpYGS/g0RehPrOBYHE50MY+GzDyeW74WgtnlAyX3NyZhnI6h+sgu0Hp8TZ3HDfdwzDrmEZ9gzDyGYrJJImcO5LKccUQV22gDB/C8m0rar1a4Og28k59qyCZQ5Cuq/hpAJnhrdr1w6ltXJUni2O7xzFuHI8d9c9SKeVIAizQUBXwWe/oKAg3NJUFMXw6OifnHyFzQ6+/KUeLvzN1j3UDz+x5sta2arvfdc/+nwPF3VWXw8+q487v8/BT70N7h8aERHRYMKECY1AZA27O6lzermp/xzooXbR7lbE4HhTOP4rcv04VD5fjwD53IvLMJEZNvVeZCH6x+XTbnwy+Xl5DknZWSRGctYusct7wcYcUT4DZ2SQVXG7Kq5n5uwSWwf/ST5F4fslmfQdEUf6jowjDiCZs39LFa9hq2VWLuSXXUjmrcsk3iCG/UfuALHdUl4OnC/cU0wOHjxIEjJ2E/XcdNJ7RLyYpg/IIz8rTmx91ZWF8tmN30a6qbeSnpptxOXnOLITu7QPHgLRPUjGL0klPdQgk+otpM/wuKfKZ2JWEXEYs5W4jt9CukauI7bqbVXKZ88RSSRk6hayOWU3ScvbT1Jz9pI87M6vphsdWzyDYxLJoJGbSY+otVQ+KRRKzYMtioxCMVcKAinOXJfJUBpLZFJmNwhSMPhUlTPNsVsZrq/GbnkUTEgvHlEcsbuclbFl5QFiyrC34PNfTwjmUwLEE1s+FxhwnLG2SJlCIWkC8nlFwbKHQSI74cl6knp1cGynnGWdQBCvKBSyqfr6kkbiHTrqSOpKFVJ7jmPuclJppr5E0ojjFIKC5WKUMjZNIWULlFLGW5uaqcXVspFL5esVjOJH8QTD/MCyzDqw30fkE0EJZhlmI8hmPsh4oIxlh4GAP2Q4JkBiII4prQBk1ljBcAtBPksZubiGab2ff/753U8/NflMxbKf60vYNiqJqp1EKXkfkovixnESIyXDfAN1+RZDKQERLh8+8FyMGDGiHcjnaBRQCMfo6GhPNzc3FF0JCnB4tOaH6Gihv38YP7GfO3+9dXf1X33coosCw/me3iCaIJIqiHdHjx7dGI4owBX4hqrHW9jzp7u78DNARk3heis49oLjf7JJAJXP1ydAQItvT7MYWjbVqvLY6mficfl0nJhKZq4rb5GsHIs25YryGTk3myTt/Hu8pi7+ST6xG3zw2HgSPD2BRMxMIv1G4jFRFMLK6dbF55LA6Ylk4KgdZPTcrY9cw1iyBeuRTDwmJ5JR8+NJj2HxZPCobeKYU53ooXz2GrYdxG4biOMm0mt4PFmyIZUU7t0ndt9HzE4ldmPiiPPYzaQ3pHuafBYU7iWrNuPQgmLST72a2ERtrkY+E4k6ZiPJKah+zGvlSErPJfFpOeTXLZnEZcwGKp8UCqVmQRkCsZojZdgSEL4yXAwePh+WMgx2nWP3OnYNV9VioQdy5gSSeVDcsQgXkWfZMhnD/MnKZNkggusVHKeWy+RWDKP4gWOYULmsfGmmZwlRZmXsVahbeGOJuM0mUiGfIHmnmjVrEdC06cd9OQUnQF1xK89hHMtdk8tllpD28bGHSk4m685y3FUpx2VK9PUb4X2QT4BCKu2nkLEzQAp3QR4OkJaRyTgbkMw4neDicAS5nF0H0gjyKX1EPgFwQyYSnn2PVMHGM3LuAsonh62vj+3QJE5AkrKOchlzH1cHgPxb9O/f3+2TT5plsazidziXCu9uo0LKxHMcOxP+YfA9K2dHwvsrlMu44nq1a6e91/idbPg+T5vlM7N69WoOBRSEUOB5fjkIqO/w4cN7BgcHi+8XhRJbK1Ee/UKFCS7+/NWgcPW8yMjIhnBNit3peMSA5I/8mQjVaN53D9Is8gsRNHB/S8j3eyhjFOT3gTbJvwqVz9cjSsTud8uku7gNJ/xMtD+eZ+Zx+ew3OpH4T0siE5eUx8yViSR/d3GFfDpNSCLD5pZfm7wsmWxMyBa7zZ8mn6kZecRnajKxGxtHZq7JIvM25IB8xhGnnxPJzvyiR8drPkU+C3bvIaMWppJ+I7aTYfNTydbU3WTouDjSHQR01fYcsUse06F89h62g7hNiCPD5+4QWyXVs3aIrZ84RtVh3A7iNzWBaGbH/aN8otBi1zm27vbnf6tWPsVud3gm18kpxPuXRDJtZaY46ejx/HRx4OBBMTbE51D5pFAoNUd9Zf0PQbSGgDStBdm8opM+KcudkjJyT5lMbs5xBtjiWF23qR7DgPTJmLuMVHZKxsp/AVkbDPl9hUILUtUcx1ZCOn34bgTiOQXSPnO3O05EgvwTQMa6QB66OojyqWJkV5QMd6x2rdpr9GvVmsfJ5UtlHDcN5Hckw7A3sAteIqmn63LXAT7NfCNjuGKpUiefCgHO+bASyRfvN27s3ahBw9MgvHkgjT0gerIsEy+XyUT5VEhAPhlmHcswf0jZJ+QT3oU0QMZIi6ScNJNluPtyhn2olHDd4Vrl2f+IAuTYHPJ+IJXJ9ko4Sas5c+a0+uDDj1fK5coDnJTj4efSupZKZfv+Bx8cVOnrb4R3+ZuCYY+pWGZd86Yfu3zR5rMokGaNNr/nAsSxPkhnfxDDZSCJLvDZGc59DYH/yBARZ8eHaNqGhvPDIM288PDwx9/lE8yePZuNiB7WP0qtcYnWaH5SjxhhDHk2g3ikhfTfgsrn6xEgn2m4/SaZ8UONdLt3H54ojoMcNDaRDIbwm5pEMvL+ls9eI5PIgNHl1+3HJ5E567NJ4d6ny+f8NSB8IJqhM1LIxqQCiF0gaEmQfzJZvCmb7Ks0Kedp8rk5MYcExSSJ4ynnrssmmfl7iTA3RazzmEVpZGdBeYusTj5DYlPImrhc0mdkArEfu41sSsolUbOSSB/NZlGgZ/6W8Yh8zv0tmfwCQv3L8lQS8yvUNeHvyVM4Iakq+dy9dx+I707iPz2Z+P+CUgvvZkwCGTwuify8PEuc3b9oXZqYJ8bkpUni7HbdRCQsg8onhUKpEbCbHeQlmpExhTIZcx272lH48AhydhvELxskLJVjmCUymayb9rbHkbF67GgO7mOk0t36MnmneuVjLJ9o3QDB+x7yy8Fu+cqCWV2IrZ4geSBhbhKJAY5L1CGrW1fRpJ6+6kqDuvWO1qtdz0OpVGIXdF8QNF94pmCQutu4mxKkbVB+SwWQpViPgywnE7vdIR3Ip9xHIuEMP/7442bv1H8nkJWxWZAmX6VSzeJYNgHuaY83GzDMDyCA60BusV6PyGe9evXqwLkRLMflsxw7i5NxOQqWfYgtnHC5fnmqCqCqso5ylv0Lyl8I9f+wrKzso2YtWiyBz0UqlRyeWSJ9R6V6r16tuvGcgjsPkQwye7xu7Von3n23UVadOnU2KKSKAeXZPR+48LxWCodCRERHRzcHwcTPRvb29hXDK+B7XRDUjiCnrvD5kVZkFE049wlEJ22rqCJKLUSGR/HLPAOFHfY+6mR7X36tk796fEDYMPtIjaYtpPlXJfRl5fP2wgHk5q9e5NZqP3JrpQ+5vdSBlM60JBdWhZLr8we80lnnJXO6kQsr/MkNKKeq629ClMwwf3h3hmVaSWynHtcnWdR/EfFEnmj5HJUgtgqOXxgnxowVj7Z8OoJE8rPjxWsTF8eTTdjyue/p8hk5I17Md9DIrcTr503Ea8IW0n/EVlFyo2Ylk6JKwvU0+Zy5Op04/ZxA+g7fTlzGbiL+k7eQISM3i62ObpMSSXxWeSuqTj6j5qaBOO8lXlMSRAHVzEkQ7/eakkjmb8giCzZkPyKfoTHYGhtPnCYkivfMWpNZUXZ18omtl/mFxSQ+s4jEZxSSuIwiMmxBGhk4JpH4gIhOXILvK1HMEwNbXdclFFTMaqfySaFQagI9MJ9mIFQakM4DIFkPdGM0dYHjLHE/do6TEwXH/QliF6G99xGwZRPHY7IM+xAkLd2AM8CF5RGUslp1JHXqwb0mCgXTnmGkPgwjO4KTjyqXVVXgbkeQ702WlU3GsY7lWVYgtnzWUcqv1DYwOAwSJrZKAg2wtRWkryvDsucYuXwbVBDX8Kxota1TR1IPBHEow3KnIO9JcKouI7Z8yn04iTjRSAry94GcYdxZlvv9nXfeOaZQKn6XyeVmeL8C5BOEcR087x/SR+UTF+L/EURyOZT9G9SjmwLEHt7dPY5jVkGZn0EacVwlAu/tE1YuGwV5XWAViiFwqg7I5wdNm7dYVLt2vcIP3nsP5RP/R90InieLk8vvsnJ5BspnbZXqYN26tdewcnaiilXpZuc/9//UUQRHjRr1Acjl/+CzFI7fQnQBEf1Im0Rs/YRrLSC8IN5HacXzmH7EiBGGIKV94R4b+P4ThEqt1gyKjNZEeIdogkA+Q5381LOG+qmzerryuQERwsLwcM3HkK4V3NMhMpLvCEJqhPdBlnrYnR8VFYX16QjnPoSorrX9mXkZ+bw9w4pc2TaeXMxeKS76fmn7JHJxTQQpmWlFzm3/hVxa7ARprKu8tybi5ry+5PTGseTaEqcqr7/OURorRmlJjHl6yXTznmS22T+2mj+Nx+Vz6PhkMnF5JsnIzhcjO7cAxOxAhXwGzUgjv+3IKb++M5/sLtwjjtusSj7xPHaru0xMEMdd9uQ3kR5Ra0jP6LXi557DE8iQsSCNaXlkH5SB91Qnn9ilrpmXInbX9xS2Qh7ryvNSrxfHfaJcLgShxCWjdPKpnpdOdu3ZTyYtTyd9RiWTQaPjSJ8RCWTkogxxTdIFGx+Vz9/iC8iSbRi7yYodu0hC1t/jN6uTT5RdFEldSyZ2009ekQHPlSC27s5Zk07WJe4S88RYvLWAZBXsE/PD9FQ+KRTKy6KnlEjeZ2WykTKZ7KiejHkgjtV8TP50raBKpT7RVxn8znGKMO39jwCS1R3ySgW5ugWft8tkciu5TN5JykpdJTLZMMh7HAjuAhDdDVKZLE3GyC4+LrqPB1x/wMhkpyHfiUqG+apx44qxnjpqYZe4ipXdYFn5IRQ9OAePJSJFsZOx7ESZnD0g5ZgAqBsK2rtKiRIXje8GMrgYRG49o2S+gvP6MiU7iZWx0xgJ0wG+o1xJVSrVewpOEVy/fv2jcqXyOMinOZxn33vvPfO69etuAdE+wzBcJJTVFGfXo5xCOZNBPpfC0dHAwOAdFEMlx61mOOZPPaiPpHxW+zso7JiGZZkEyGcGfEdBZs+dO/dJs+YtlxnUrnOofv2GkXDuA/gZ9WBk7CX4R8Cexu++G1fHwOCEkmG3N6hXz/3DJu9DHqwrxCNi+6KA7L0LMjkQjrp/QIiSOXbs2Hpwvj987gRRF4LBReSjy2fNe6O0wrkBU6dORVFtBOEDIaYNCNV86eKvHjvYmz8SGsXvCYvSfBMQFMZ7B4Ssd/SO2DLUR5gdECrYQVoDCCmOE4X8uoIAN8Hv2mq8MC8jnzdALHFnofO7doh7s4u7Cy11FeXzRNxscn6RC7m4yJlcWeou7lJ0dX0UufqrLykFacXF328vcyLX1obD+WhybZk75NeV3JrTk1xYGUSuL3Mj1zZEQ3o/cmtub3HLzdsLB5Lra0PF9LjL0cV5g8jxzZOgTJfytUMXDiZX14SSK+uiyLXlHnBPF3JloQO5Cnlfg/NXoQ64pujN+f3J9XVQ7gaB3FgdQErm9RLrU9UzvqqAd34TAsd49jo3wVz/RVs8ddTkhKPeIxNJ1LxsELdCMZaDyM1bm0YGjU0izj/Hk9GLUkns6kwxxsDnwaNxPGYimbkqSZzQg/lUJ5/xGbuI77RkuCeORM1OrshnCoie64QdpBfkI8zG5Zt2PyKfOLt9Q1I+GQRy131YIuk7Mp7MWreT5BbseUI+dWVVjl1F+8jyzZlkyWbIk98gznaPmJUEz5VO4tILxGWmVmzLJfPWZZHFGzLIIsgzMCZZLCcK3klSZmGV+WbkFJK1cTnk5yXwTCM3ibP2w2N2iK2xuAxT5aWjMKh8UiiUqsD/ARgopYw/I2VO/ZMEYhjUqkPq1q1foFDUsi/P4lFAnNxBFPeyMuY6SFCuTMYtYaXsNhDNEyCe91BsxVZUFFwxqi5HF1CnMpmUuQpyuRBsEiepVHRra8FneA/KmqxgmCI5w26Ts6wDCnX5ZRFGLpdgy+Jk7P4GER3BMHJvOSP3AFkdDnWeAoKMk5HEiVaQbionY37lpJyftvUTkeLseU7FRcI963B2uYFE0vD999/v17Bx4xVyjsviGMUCuD8UJNQPyhiOdYKw045xReQozyCkc6UsuwYkVAN1dYHyfVlWNlIuk+Haoa0hna41sVOLFi3WyxWKI5DvchB2L8h3PCtltsC9kS1atFyFwwzguRPq1as38v13358C5W2GfH6C21+6O3vMmDENQPx6Qz1+iIyMxJnsYvc7tnZiCykKKIqmdrKSdUCEwPuGqqfDebvhw4ebwzkGJy3B90BIZ56SksLAOQ6E0hS+R8H54VEgn76BIbPdfYOSBntEZNl5CUkBYYJGuyMSTmSqW7nsl+Vl5fNcxgpyPm8Dub46kNxYbE9uzO0ryuUfWRvJ6SU+5OSmn8nJpEXkXMIsciF9CTkHsnptkYO4+9C1jRpyISGGnEtfSs7Fx5JLS73ItSXO5HhBIjm9fRq5kDqfnM9eTa6uDiHXlziSy1vGkHNpS8iFpNnkzKZx5NQCF3I0cTG5DEJ7a8nQ8uspcE/SHHIprXwP+NNbJoj5X8hcLu6kdG6pD7m49WdyLnUxOZ88l1zMWkGurYsUd16q6hlfRZTEmt8oiTFP+CvGsh9J6QB/sV9OPBGdfOJOQKMWgchNSiZzNz4pn8u25hHvX5JJ9LxMkpLzpHxiVzOOEXWelEZ8YjLKY1oK8Z+0SVyLc/TCZJK6828RS8spErvjew+PJ+HTt5As7c5IGxPzSPjMJLF7esLC7RXpF6zPELvWA6bFk7UgqLrzRXsPiOM0B49JIG7jt5D1Cblk2upsMnDkdrFO2DKJ3eL+08rF02tyHFmbkC+uGbpoUzbpP3wr4RdUL5+4zJPvhA3EY1I8GTgaAiTWAbvuJ24TJy/hrkcj5ieRoaO3ksHD1pFBwzeJ4uw5OVGcWLW3mpbM37ZniQvlO0+Ig7rHk0HjUuCZ44jHxDiyfFM62VX46GQlKp8UCuVx9OrXr18bpMaalbF/gOTdr0r+Hg+DWrVIgwb11iqVtbGV8Anq1KkTzHGKo5ifVMrcRcnEJZqqyuufArvjGRlbwsnYTBA0bGmsSkDwf2QNpVJpMMqZQiodyslktgqFBLe/rIwejj2VyeRmMhk7kmO5mSCRP4MEDjQwMNAte6QnU8ktpQrpYJA4e7lUiROsxO51LXqS9yQqqZQdCvVpgWNkQa6t4bOTCtIzjCII5HaGnlxsRe4pdvE3eXI5KpDRRnCPGcdJoxQsG6PgOEHGybqoVJJ3tUlErKysun784YdjcHY7BojqJFYqdwQhNgZLbtmwYcPIWir9mfB+prMyOQgzN1MuZ0c3KJ/M9NL/gwfhwxnsX4Modo+Oju6E0qhtgXwHojac/x8I5EAUybBIfrGTH793qA9/Hs6tGzly5A+Q5l0IFYokzpbXZivB7nRsFcUWVLj+YWhkZEfI96eIaI0VhBnc+xEu8aRNXqPURMvnuX1Z5HLafHJp+0RyYUWA2Ap59uhecnxlJDmbsoicKogjZ7ZMJDfWRZALu3aQcyCEJXN7ksu/hYstktcSppJLuWvJVTjeXOVLzp8+QY5tnkyuLXMjV4uTyIX4GHJ2+y/k9M4N5MzG0aJo4i5Ipxd7k98LUsjlddHk+rYx5FLBJnI1KYbc3jKM3DySRc5sBsnEltm9qeQKbum5YCg5u05Dzu5NI+fXRJNbCweSi5nLyNnMVeT6r95VPmNNR2kstniax5fGdu5PNB1qbPtYnXwWFO4jc9dliRN3NqYUPSI+GNvTC8mEZWkk5rcskrP70e0qMRZuyhF3KBq7PLciRi/NIpExW0j0XJz4s1Ncq1OXHrek/HVrNgmJSSDDZ20Tt97E8yh7M9dkkrGLU8mvm9Mr0i/ekEmGz08mc9ZkkMzcvyUWpTEhLZ8Mm5dCImO3k01JeWTF1hyimZskTkrCNCig2KIYPTuJzPoN798jzmBH0VXPSiBzN+SRA5BGl2flyC4oJj8vSXvkuTB+hmdduSNPXFpp2ZadJHpOKvH5BeR20g4izE0mK7bkiNtlVpUnxo60AhL726PvS4xlOWRTch5I9b5H0lP5pFAoj6MCAeoIknUAJO+ZlzpiWIZgCyLc/3jXNyJ//8P3ZxvUrn2nqnufN0AS78kZ+T6op7s2/+rA7liclV1V4PjBqloBsVsartWrU7t2bZz8g8/z+F7seJ8uj6r+x6nNQ0yjux/BtLrzlaOqMqoC88W02PqHgTJZ3VqIurQ4hg5/wWO5Ly2eldBD4QTB7Dhs2LDBIJY40cgKoi2Ox4Rja5DSaI9Afldfd/7OQE/+vpoXjkdE8xN5XhMQBfIaGhr6+Mz+/4yakM8r+9PI3YxYcjduFLm9yvsJ+TyRuICcXuBMri2yJ3/GLyTnUxeS23N7kUtrosi1ZLivcB25eyCe3EqdQW6s9CGnjh4kp2YNEseUnsn4lZyMm0lOZ/5GTuduIRfnDako/9IiJ/JHQTK5tI4n19Lmkmu/7yZ3dq8h9wtWkNsHk8nRLbHkTOZqcjx+Hrm01INcn9WdnN00FmQ5k9yahfu+W5DLayPImfyt5BqIsS7fVxXwjktKYy3jS2LM+6Sk1Jx4Ijr5RMHZt28/KS5+VHoqB25v+fg+6U8L3LscJQ/vqbycki5wTOjuor3iNps4VlJ3XlyGSDsGtOLcgYNkb/H+arer3AOyhoHX8V4s8/E89oD8Vj6HacV7oLzK6Z43sO5YXv7uPSQ3v0isZ+XnqYmg8kmhUCqjx3GcCYjdKoapWvyqCmzBBFktk7PynyGPJ4ROxao+Yxh2B04Oqur+5wmpjH3AyuSHFQwXBVk/rQsZRauOTKbsKeO4PmLIuN7a6MOpVF0MDOrrFqNHMD08PmeI41GljNJdoVBEwvdecMRdh7ClEtPIWFa/jYxT9pLJ5VZwXZx8BFEBnoMyukCZvWVKrhtbPtkHx5g2xXvgXOX64OfujFKJ4zxxjU/8n/Hjkojf5fCOW0tknA3kHwgRCvWyZxjxvsfHcUKWnBH8x4Zl5W7w2R8+485LumeoUUA0sSW0NoQJyGhXEFF3+NwPjhN8g/lC9wD+ln8Y/1dwhKbMM0RDIqMhoviNUVGjcAzqa0FNdLtfzFwuznrXna9WPhcOJb/HzSfnsft9RSC5vD+DXN42jtxaH05Ks+ZVKZ+n0leUy2fGKlESxfGds6zFfd9xPGm5fKpFib2Sv57cXOlF7i7oS+4u7Eduz+pGLqbMI3/umEMuLnEj12Z0I+c2jSEXD2aTW/N6Qx5dyLVNGnJ+51py/bfgR56tpgPe74OSGLOkklnmXfGda19/jVFZPmm8vkHlk0KhVAKXAFL0l8mYP59lprkuUD7hnlMcwwVCJk+0ZCgZ5ZeslEl4njyrCpmUK+WkXJqCZXFcaUV3bTWgZDXRY5jf5HLZNY5jznIKWTGnZP9UKLlrdevW3mdi0jq8PClaX+36Ko4LUci4XI7lshk5twQkfDPLcic4hjmmnWSkkphIOLmcBaFjc1mWOc5xemkcB2crjTkFSbSDSGQ55qRCzhySy5UecJph9RTT4PwxTsHc4uTMGajTn5ycPSdjZYdZhruuYBXblZyyD05CKs+pHFwJAN6hFyNXHAaD3cpw8hWQTxrDsidYubwABNRHm1SEUTA/QtoNILrZDCvfKLYSM+wBXKsULr/05Jxq0MMucdwBCcSTE9fxjIhoEB09snmEZqRZWBT/i1+YcNXORyCWDgLp48ZfHOwZbYHiqr3/P+W/ks8zIJ+XDuWRqxkLyeXsleTq/tSnyuf5bRPJxfyN5GJRHLkcN4X8nrWJ/LkshBwpSCWX10WRK2vCyfncDeT6rvWkZPsocj1lBrn2q7c4zlQnn1i366v9yZnCJHIqZxOI73hy/Wg+uRQ3ldxcMLCi/q8i4P0m3JllbnHkBXYvehaofL4ZQeWTQqFUoK9fz1Sl0o/Fbu2q5K+6kDIsARHaLpeLk3OeaFkDURoolbIFVd37rCGVcaUyPS5WIVF8W6+8K/lZUDAM8w3HstfguJtlpf04bNmUyyw4hSJapaqthjRSA4nkHZDnuQwj3yCXyr30Wf02uJ4mpG3FKtgB8GzHZYxsN8fJukL62rVrS+qDgDqIuwgxstscK8vEGfKYFxYK1IV7e8tZdhOIcjLOiIdzeuIseoZbDNJ5DPKarlSWL7AP7+dzyMufYWSFDCPdD+EF6cXJSPBOP1Hg4vwsm8sxygCW1TfFuunrs21YhdSO4Zhf4VoW5Ccurl+L41oyCvlGkOelkLct3N9cyXF9QZTXSsq37vzXZA/FEgInE6lC1WpDt0Ah3MqRL/1ugPr+EC9+lLu/5hNt0v+cl5HP27FW5DrIIgojTiDSnS+dYUmubxTIlfmDQAC9yJUVnuT67F7k9pwe5PJS+Aznbs/pTq6uDSfnNo8nF9cJ5MaaYFLyqxu5Pb8fubpxGLk2s5uYz7VffcnVpe7iWp5Xl3uSU5snkBMbQRpBLK/O7UsugXTeWjSY3J7dnVxb5iG2bJ7YNJnc2MiTknk9yY1fPcllnEmPM+axzrO7kSvw/fyW8eT3TVPI1XUR5PaCV7ceKe5cVBJjFndnlllnEtMBh5q8Eqh8vhlB5ZNCoeiQNmr0Xo86desffJbZ7ZVDxrLY7T4apKjyTPIK4NowPRlzvKp7/ylwYhLkf0wmk//MSJRfQnbPM7sZRashI5MVczKuUC6T42xvRCkBsWQY5f/ws1wqdZMzzGGQtQXa7m9d660UhO0dVs46Qx1ONG7ceFuTJk2wCx671ntA7AFpvMqx3G1WJhsNklkxMchAovhBIVPM42SKBfC1Qvg4mWwayzCHcNF++KoqPyth9PUljY1bG/q99/57fxrUqpUnk3F94bwosVD3AoZl1nMSzhDO6brYGQOQSRBqV5lM9gfIZSLu9S6Xy36CvHHbzxS4F2VZD0y9LnxvA59xmEKNd7s/C9gi6heiaescIGx28OVv+oZEW7i5PboY/X/Jy8hnKQZIpyieMx9dqqh0bk9SMtOalMA1jNKZVmKUzNKmB7EsAQHFZY9wKaXSOSCbs21FCcTJSCXapY9KQBZLZuF5vNeW3JjXr3zxejEtnIM8xG54TDvLRlz78zpIb8l8XJ7JUiyrRJu2vM5QLtTrFkjuNUwH9+MyTpXrXlNRGmtx526sxY5bMWady+Z1q1UTs9qrg8rnmxFUPikUigjO7FaoDCI4heq5JwVJWeYSyI0TZFPlGEyQp8VSKXO9qnurCz0pWyaVya7LZMxsVi53AJHCBeT/qav9caS4tBLDyI6BkBUpGAV2nYtjMjlOZs0ZSHDMZ32GYTYzHFfMKtiBkjp1Hv9liALakGHZpFq1DM7Wrq3vI5HUasBxyl4cIy9kZMx+XDQfnv8ohJtEu3ySKJ96ilkyPS5GzEULJ9ObxsqYA1Af7PJ/pOvR2tq6yffft09s9G7jq5DXZJlcZgXHSYyMOw51xMlVOIGo8v+4cQvQrxlGuo5lZfAzkDtB+ja1atVKlMsVZ2QMtwSk3bJOnTo4Oek/Jzx8XJ1ItWZQSDj/R3iU2iE6Oro5xEea8jU/Gey2x605o0eOxHM1OhHln3gZ+aRRdZQvIG9+A4R4y/0ZXTqVLXn5dTz/CSqfb0ZQ+aRQKCIqFfuFjGEWiOtsViGD1QUuMq/HMMUSGdcDsnnifyy4fBDDcImQ7zN15WN+UhkL0onbVsomsRIJttjhrOgX6S6Wga5+yLLMWY7DsZbsNI5jAkEWY0BAZzIK5lsUUZZhzsg4Lg9FTnvf4+BErJlyRnpJLtMbC8bYDL734jh5PsMyO7A7n2HkRTJWniaVq1xx5yOdfOrpsY/KJ8tiy+dBjmFwJ6jHW3FllpaWse++1/ACyPFKqF+wVM5uhvexn5WILZdPTNCADJpAvQWQ4xsgtLjAf+N33383WKFU7ZHJuFPw7rdDXYPxOcvv+O/AdUBxJnxYhHosCOgyv1B+RlCkMCUwnBd8QtRDvEP4ni5+wvBoXiMEh/E22q04xZ87yuikSZOUcHyelu9nhspnzYbYGhxrfuV2rPnGOzMsLcnsdo9PinslUPl8M4LKJ4VCEQHZsQWJSX5e+cQZ7FIpt13CKH7UZvUIcpw5LuOKId+yqu6vHCCedyG/k1KG/Y1l2X44OxyyeJkxijKJSvIuCOJRlmP+4JTMUjkrm8Ay7EaGleOEHFxSqi2I4E0ZxxY8TT6hLmPkjOwcK9MbA/L5iSifchBWjvkVrqtAPt2lrDxfyilSpPBZIWH7P0U+j4Ao8vD1iZZcGxubSe+91+gMCO0amVw2TMqxafBO9sol8uZw+Yl3ASb2EdQ/SsZyOvms17JNm2ZKpb4PI2XXQ72OgJj+DjI/Cq5hef9Jt7sObN2MiIhoFRAijPQPE+KCI4XtAWFCirM/nz/AU0gf6MFfDY0Q/uzpwif0dlOHD/ZS93Hwj7IMitDYqtXqASCfuqETNQqVz5oNUTxnmK+/G9vZpibX8fwnqHy+GUHlk0KhiDSoXXewvkK/6PnlkyXiQuYSg8rLFlUAQhQiY5gTum04nwhsOQUxhQDpZBJkLDtGJpN3hFtfRjp1YB4on3+wMjYPBNKqTp06dWUyrhvDcNHYRQ1S15SRMYdkrOwgCm+9evWqmsykBxI9CaT1BAhqAHyvj/Ip5+R58HwrypNIWCkj9ZbJuVyG41I4GbcI7ln9hHxyetNAFv+EdzZcImmM3egVHDlyRD7E3n7lJ00/uQLlLGLkjA+I4yYQx+MymcwCkjzReoQtmnIZi3UT5fP7780+btu2Learguf5AhfMh/qcZBj2uKR8l6R/tTu7OnCBeZ7nu+DSTD7Bml/6uvM32g9SP+zqxJfZefMPP+vNk+8H8lfNhvKHrBzVWQO91DsDwvg0QRCCda2hNQmVz5oLeIfXSlE8Z1jY4nvVvuJ/BSqfb0ZQ+aRQKCLNmjUb0KB+w13VSmI1IWW4eyA3/ti9rs3qEeBaBAjqySomMYFwMvf0GPaijJHvBekcrt3TvCZnwsqUEuWHIGZnWSl7CGSwE540kBg0rCOpgzOtUWJq6zHMApZjrsnl3CqlUpyE9Mi4SojarB67BiR1F0ggzirHMbK9DPQN8gyUKp18IqxcyXixHJsH0ngZ0h+WPNHyKZvGsezvCo7TvPdexYQj3N1HNnny9C+7du2a26RJk8MgkoE4FILhGEHGsWcYBYPrmuK7qVw3PRRoEOnZkO8p+Oz4v//9b0DTpk3xPYq/1CGvzxo1arQAnusCyOdAOPW842ZfKdgVb+/Nu5kP5U8ad+dJJzsBpZOYwOeWtjxpas2TTyC+6K1+0M+D3xcdHe0J8tkCJzBps6gRRPmcYT6gJNb8OBzvvjURa36vKoF80YD8bt4B8bw9w7wLIf/+MlpUPt+MoPJJoVBE5HL5TyzDbHjeheBBHE/LZSoryKLKFjVOwUVgq2ble0A6H0oZ5gaI1V4QJpwl/yEkfRXdwfg/v/dkKI1SaTGII27F+fj/EOU4eYhhpYdljGyXVCodBOew9ROfBwXnHU7GdYM4CzEH6tsaxx+ampoOaNmiZX7zj1tgtztOHNLVn2XkjAfDMPsYPekFmUSvsnyCY3MxjExxWCaTD8P1PG1tbVU4ySYiIqJZ7959tr7zToPLchk7RtfNDnXuDHkdlMmlOSqVqh223MJ5tkWLFvIPa39YH+rUB+qUzHF68+F8LVbGZslZ9mfcC75du3asOjz80149e8384IOPTmj3h/9Xxt49K76+vvIBHtHePw1Sn23ShSctQDjNhgrEykEg7QeVSyjK52e9eNLfQyDR0cINtZpfFKZWm+IOSSiv2qxeCpTP2zPMLEtndN5yO9Yi520IkM+80lizQyUzLMqqEsnnjZJYizu3Yyw23pne+SfyH63fSuXzzQgqnxQKRURfX78txzGzQXQeVhbFpwW2ZoJEHWEYRXttNk/AMFyEVCoTWz5BpAgrk5VxDHNawXHT9Fl9lKGn7VL0stQFEXSXM+xNKPcPOcO4qyTickiPi64eK5e6gYAeknHMHimjCGclrClU/iuZHjsZnuFPjmN3guThTkUyT0/PtpaWllMMDQ0Py1n5ZiXIK5yvmLkOIt+CZWWxnEx6QfG3fOrVVSiaKKTStSCHt+Ry9kCjRu/EduvWLRDym/rdd9/tNzBQlSpYdpu8fN94cWIN5PWJSsVpWCXzR4MGDY42btxwUr16tb795ptvrD7+8ONfOBmbA8+1UVJf3B0J0qumwD37Ufq/7/D9N5bWlmoQ5VMgvTkSSX1M8yok/4WJ0Gha9HATYv/XX30f5RPjEwjjbjyxsP+7FfTb/jwZ5CUQtwCBRKo1D9S8cIHn+Sj4h0CzmtrvnRCJHkroWxOzzeqUTLXqWhJj8VdVMvk8AXmUlc602FgSY/0/UsNbZj4PVD7fjKDySaFQdHAgh2aMlN0BIYplVcJZObCVlOG4IhBWce3LqlCxqi9A/tbhuEpGymyBtCEKSF+nfG/yV9kKJwUdbMawzBaOkxZB5MvlXJZKoRjapEmTqmZMG+BzgGBOYjk2WcbJ0vXkepl4BLkOgfPtII2qhaSFXKmv76/UV2WplMpUVsqmsApFMlxrBKFr7VHKOM4WpHUeK2OHwXcUPiXkv4LjZHsVLHNELmMLQELT6tarlf9Jk0+y6tetP1GhUAwBg8UWT6yfThKZWrUkDRgl87W+XL5IyXJZMrk0k1Oy2XKFvICTyxdXHioAQt8W6jqBUTBxrEqWqTJQ5NTS1/8N/pGAE3X+k9ao6ghXj/jcM1iYb+2ovmwKgtnUplw8W3blSbs+PLF2FEgPF4H09RBIf0+BDPYWSFiUhgRHaEgXB/5hULjmqiAIC0FC8fkpzwku9n57mqXNy8on3H/vdqzFhpJfrL4iC+1fyWoEzwqVzzcjqHxSKJTKNAKZ6g+StF3GMGVSvaqlUxcsyxGO4yKUEskH2vurQglpWoEQfa5dJL0RxL/1PygFlNuaZSWfQqCUfaZdCL46CQP/U3wM6TDtFxKV5Av8DEqHa3fqutalEqXyQzgPeULeEsyf/RTOV27BxXR15HJ5U4VE8VH5KYkU0plCfKESJwKJ97dV1VF98UHDDz7FciEN/iKuqhUP84Ps5M3L78N6iXX7HM61gGuVx3HqnqENW17/z/D9w/nXZkF3BIcuDPRSj7d1VJ/q5qx+2NddIB3tBNIcBLTDYIHYOgtkiI+GDPQSiKU9T77sW34+FOQzSq0hLgEaEhGtISERwln/MD5o3Lhxz7rrFUXLy8qnuJzSDPMbpTEW60pmmX1ZNumb/3w88cGDB98HsfkV4gCN1zoKIRYdOXJE7LGhUChvN4yBxOAdnG0uY7iFMhlu98hekMmY21IZ8wAnI2FIZewDOHeek7Ez9ct3zqnocqZQngWQz3c8goQN1g78XQt7vqynq0A62ZWP9+zvoQHR5Ml3AwTydT+etO7Bk2YgpaZwtHEqHw+qE1QbR/6+vS+fz2s0XpAn/sOG8ozUQMvn5ZJY81UlU82+Iav7vsrhM8/MsWPHFCA1Xx0+fNiMxusb8DPqBP9QaEcIeS1W36BQKK8HcpZVfc5xsp7wwU1cR1Imm8YwzFKG41aAmM5nGC6ILV8A/rWaPU15Mxg5cmRzz2AhsZcr/+DHQYLYzd6mp7i8EhniLZC28BmFU5ztrh0Lit9xRnyrrrzYQgoyWmbloH7oFcLfFQRhG8hnt9GjR+P+9ZRn4OXk0/wiiOeK0hjzH3H8qDZLCoVCoVBqBKZOHUld7PJVqVSfK5XKr1h9/baS8i0bdeMSKZTnAkSxbV93dXpnO/7hp73Ku9vFiUUDyica4TJLuglI1QWIaVn7QeqyAZ5C2SBP/kwvV2Gte6DGKzJydMOpU6fKtTPh6Z/RanhR+SyNtbhwZ4bZ0juxnTqurqHJXhQKhUKhVAerVOJe6cw3uLi5glH8CJ+/0o4rNIbjF7h/OqNU4nUTuPY/vAaB4xtNJRLlhyCxn+CEI6WS+RrSGOIEG0j3NV7H8YsYSonyg9rlC7mbwPl2n5maflq/du2vGQnzJQSW93l5/orv9OE+cbykXN4U84BoA3k0BUn+AK9BnXGsZRsoo70S6op1wnsNDCQNJZCGZfXbwHdjfI46deq0g7y+g88/Qh3bw/E7zBOOX0N8iekgD/yMz9UGoi087/cQ7aFemP5bfYmkEaQzhM9fsRL2U7xXLhHHZcJHXT4SQ6hjM7wfvn/PsqrPoDx8lx3069Zto3pH9R5cb64dBypXSSTvQdrP4bO+nZ2d8aef/g/XKNWXGBg0xPwgvoMyW8H7wF2marVu3dqoXr2G3zVp0sTIxWVIU0tLy2+bf/QRvguc4PVayFh0dHTTrk788s9689exddOoW3mrJ3anY+smLq9UlXA+HpiudQ+BfNpTwOWY7lo7Cvu6O2vCensI9k4BGgvfyMiGhBAqoFXwvPKJe7XD8dydWItFKJ7/1XJKFAqFQnm7aMhxsr4gQrMYpdxbzsjXg/gskXPcIpZjZ3AMt1rOytM4ufxXmVw+muPgGsMtw2sylh3HSBlvBcNFKDluuVIun6SEcxzDRMtZ2VRWxo6BNGMZjtMoZVxfhYT5kWW5WSwrX9u0yUez6+rXmsnpyeZzesxiHGsKdZgCsrVAyTF+UAcfuC+alXHToQ7zFJxCAHnzVbDsVKgzFMNOgOsroZ4r5Qy7iWVlw+Rycf1ML7lcMVXBsbGcjFtQr16dRfpK/R2slE3kWCaOY9l4SPsL7mLEssxv+krlBBDCOSB6S5VK/Tm19GvPg+fdxjGKOEbGLId0S+QyWUc4+mN+rB7kyzC/KqSsHdTjXfg8H+oynOGkYZCHGtLNhrom1K1Vdx7I53qVUpn4ySfNpjd6t5EHK2dHQFoXrXgO5Dh25gcffPBpx46dpzRt2hz3ajeCd/wTPNdseM+/QvrxDCvfjNIK0jmyTp16yz744GPXoUMGDjUz67zuw/ffHwN1wJ2PXhthCAzTDOowRMgzBPHEdTxxLCeO70QZrUo0/ylwtjxK7P/68Q8726nv9HAVCgZ5Rdv5h2s+0Wg0r9WEq9eBF5DPy6UzzBfA8Tva1U6hUCiUfwV9CdtayXCBIFxjGE4RBvK2FsQyBaTuOMRtDBC+g3KWXSOVy9cwCvkmOcdeBonLhbTrOYaNl7NcnpyTrwZx9VZwsr0cyyWAlIWA1P7KcOwfMo5NlYIUSkG4ZJAfx8nvcIysUCFnp4KEbQFZi1fIlZtBvgpBWMfLZJw1w7LrOJk8H74fhjIuQP0OsxyXCunToNofy+XcclbBTYf67YLyL0KZs0Awh0K9EkHqoP7ya3BtecOGDVNrGdQ6C1L4u1zG7RPrzsmKOFaWD3mdqFWrbr6+vsF8XNuzbp06hxs3bnyYYeQHIQpB/sbIGWYxyKclx0gD5Yz0N8gHnzcXzpkpGeYbuL4M8rOVyWTjof5QF/nBWiqDPz/58OOdIOnL32vYsLhjh5/ymnz8cbpcDu8Rnhne25esXD4FpDe+efPmPrXr1jugUCrj4N10BcHtDWUsAzFeD/kdZxk2Dnd0YljpGoZjZjds+J6lhZmF6zdff51Tr3btxfAuXquWqpEjR35kYS8s/ay38ODz3jzBSUcgoGU43hMlEkO3y1FVsvlPgWuFdnHgi10Chg0PU6txfDKlEs8jn6UxFjdLY80WlsywaEfFk0KhUCj/Jg1BwgaAEK0EYVsK4pbBKthtcjmzWsFwiSCUIHlsP7iOXeNbQSqXgzwuB9nbARHLgnTBtbkgSr+CMG3nOOlOEKwxSrl8GRyncByjgXvCFVK2v0wu78hwHMiaKJFboIz1IIir3m3UaNXHH36wEiR4ESOXr4Q0CyGWcDJ2GqPHLGIYGciYDPdPD+Jksp5SRu4LkjZNxjFLIH8BWyRxn3aQZDsQxglKlh3Dstx0kNF+LCsfBc+wTSFl4uSsdC2rYLaB0G1R6LGboIxFIJuzDAxqL4H6zIAyxsL9v0C+C+FZ1jIyqAejWAt5W0A5gZycW4zPzEA9IZ2zpIGkFieXrYLnXCOXy8dzCnYWoxDrHgQRLJexE+rq186s26DeQqVS/2eQ1NUQi8slXaFRsIqNjJxZq8fqjWflsqlwTq1gVFHY+suwKLnMRgXDbsQufqWS8YfyF73//oezPmv7mQZbPeG9z4OfHy5H9NoIKLZGDvLkR7QfoL6AOxth66eZnUD6eQhlg72FMgc/oQzX+sSJSFXJ5bMEdstDnskBwXxXbbEULc8qnyCecN188c1pFka0q51CoVAo/zb4Px5cVgnXZqsFgetSotDgdzziObyOy2fovmPgZ9yXHLt98ag7h/fjOfyOR+waxcA8cHyiLh3mL0b9+vVrt2gh7tSD13RHDF2+us84Cx+Xf8Gj7hrmjUcsC9caxaOuTlgmfsbydGVWLrtWw4YNDRo0aKDLX3cffq9cH12ZunR41C0ar8ur8r2YFkMft87U5o/XdXniNaz34/fq3hWmqVxPbJUSy8f6tmvXTgXSjPdgutdt7KNeoHpEG0t7ftFnvQRRFFuBhHa248sGeAgPujjgbHaBfN3/xVs/2/RUP7R14leFRPLfa8ukaHkW+SydYX4LxfPOjM7NyOx2r9XWrBQKhUKhUCjPTfi4cXX6uAuR7QfzV1E+UTI/7akuw9ZPXH7p0148+XGwQH4YJIhiWpVgVhdf9uH/6u7Kr3AOGm4eOn48yjelEv8knyCel0pizeffmWn5CXGj4kmhUCgUCuX/Abgvu3Og5uveHvysn0BAP++lLsPF5i0cyme949qe7foIBNcC/aK3UKVkPh4osW17Rt/v4cIvcfbX/OSr0dSmM96f5GnyWRprfrY01mLWrTmWpvTdUSgUCoVC+X+FRqMxcPHXfNbPjQ/o78kneQYLZVaOAjEC+USZxEXlv+nPk052AjHp9qRsPh7NrNVlnYeoLzn48t0hbxyKQKmCquQThLOsZIb5ydJYs5jb0y2/IISuk0qhUCgUCuX/Idi6Fhk5ujGv0fjxguZBXw9B3E4TZRLl84eBPLF1ErAr/QnZfDya2/D3+rurUx381C1BPukEmWqoSj5LYi1OgHhOLZnd+Ss6uYhCoVAoFMr/a7CVkueH9wyJEO67BAik4xBe3Nv9m/58mflQvqwrymffp3e9N7Pmyz7tpb7hHiREBwVp3tFmTamCyvJZvoC8+cnSGea/lMwy+5IQKp4UCoVCoVD+nwPyWT8yepiza4Dw0D9MQwZ48GW93XhxuaXOdgKxtBfE7Tdbdv17v/fKgWM9jbvxpV3s1VmhUZovIT9cZYBSDZXlsyTW/FzpdLOpf83s+Cldx5NCoVAoFMpbQWRkZONIXhPm7M8/9A7RkPaDsPVTIOZDBfL9AIF0GMyT7i4C+W6g2MJZIZy4L3yrrvy91t356z/0F3aHRGqGuLm50dnZ/wDK591p5l1KZ5ifL401ny6u40lbPCkUCoVCobwtaDSaD6PUwvjAcOGhhb0g7nCESy/hLHecbNR+oEBw96NergLBRelRPI26qu9+15+/0c1JOODoxy8LDBOcV69eTVvunoGyJeb6pTHmP5bO7DS1ZGanD+gYTwqFQqFQKG8TeiNGjGij5oVcnxBN2Re9/15YHls2ceyntQNf9l2/6Id2PkIZbrv5WW/+r96u/MqQcL57YNSoDwInTVKCwOIGB5RnALvXyWyzOmR2OxXRvF5br1IoFAqFQqG8UgIDA5VRPN8lLFq4Oti7vNVTN5YT1/r8fiBPnPwE4gjRYUh5t3vHwfzl3q6C/bhx4+rgeqHarCjPAbZ2ktdv5ysKhUKhUCiUVwu2WEZHR/8QHsmfs3YSCLZs6uQTu9h/HMyTIT4CsXbCPeDVZWZD+HuDvfgFnn6atnQRdAqFQqFQKBTKczF16lR5JM+bh0cKV7q5gHx2/Vs+TXsI5LsBAuk8lCc2TvzDHi7qGy7+whrfUL4DSCvuc0+hUCgUCoVCoTw7kZGRDaMFwT0sSvirj7sgLiyvk8/WPcRF5svMhqof9nLlL/mGCbOjozU/UfGkUCgUCoVCobwQarW6jVrNLwiN0og7GVXudsfP3w3g7/V2Vx/t5xE9GaTzM7qUEoVCoVAoFArlhYmOjv5RzQsZgeEacR93nGSE4okz3kE+y74dwF8e7M0vDgsL+xCS0zGeFAqFQqFQKJQXY/bs2SzP813UgibPL0xDDLuVr+GJ4tmmJ3/rm37qY1aO6i0ugYIzIYQuCUShUCgUCoVCeXGioqLeA/mMUvPCPdzZSLd9pmkP/l5PFyE1IIJ3i46ObtKhQwe6hieFQqFQKBQK5eUYOXLkR4IgDFfzmjL3IA1pbsuTFjZ82RAvYX9k5Ih+Go1GpU1KoVAoFAqFQqG8HGq12hQEM0aUz8By+fxxkPqvge68T0iI5l1IQsd4UigUCoVCoVBqBD0Qz28gVoRHa8gAT4GYdIt+OMSLX+sTqP6U7tNOoVAoFAqFQqkxcFtMnue7CoKQEhIp3OvqLBDDruoyZz9+fgTPfwVSWpsKKIVCoVAoFAqlRgC5lIJ8fguxLCCM/6uTHf+gox1/1i2A94Bz4+C6y8iRI5tqk1MoFAqFQqFQKC9HdHT0RyCa6tBI4fZAT+GuZ7A6PTBc/akgCKNBPt1APptok1IoFAqFQqFQKC9HaGhoLZDP3mpBkxylFtLUghAM0lkfojXE+xB0iSUKhUKhUCgUSs0BgvmhWq3uBRJqA59VhBA6w51CoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqE8GykdJEyZr0R+Lliif8FLYvCHm6TOkcGS2kQi0dMmoVAoFAqFQqFQnh0USZTLy4HKD076sa1Peyu+PeEpNzvtrbI97aXod9ZLYXfGR+6McdJb5XLSXdnzmL1Eob2dQqFQKBQKhUJ5NgrcJOxFP67lOV9l1zM+Sr+TPvIxIJ+z4POvJ32Um095KXeAgO6Ac9tPeSk2g3yuPe2lHEO8Ghpos6BQKBQKhUKhUJ6No56Kj054q2JP+SjyT3ort4JwTjrtq/Q+46vsfspX+c1p71qtznnoN7rsW7/2ueDG+mWBEiW2etJudwqFQqFQKBTKcwPC2fOUt2rFKR/9IdgKqj1NAQgheikpKUxBQQFL480I+JnJtD8+CoVCoVAoryOnvJW9T3kp5570VPbQnqJo2bdv38dHjx71OXLkyCwar38cPnx4Mvy8hoKASrU/QgqFQqFQKK8bKJ8nvZVzTngpu2tPUbQcOnSoLcRqiGs03og4BgIaQ1s/KRQKhUJ5jaHyWT1Hjhz5/ODBg9tAaAiN1z9APq9CLKDySaFowcH5pK9Eds2/Tt1TvsoPj/kYGJ3wVLU77qP4/pSnvONJL5XVSW+V5YUQ1btEI2G0t1EoFMorhcpn9VD5fLOCyieFAuzTSLjTQYqPTvjom530VDme8laEn/RSjjnlq//zKR/9Cad8lOXhrZp4yks16ZS3/vhTgapPj2no+nkUCuXfgcpn9VD5fLOCyiflrWd1X4nsrLfyyzM+irDTPoppJz2Vc055KReBfM4G4QTRVI7Aa3DO77S30uO0l8rptLfK/riPvCmhM04pFMq/BJXP6qHy+WYFlU/KW8+5IRJ9kMsI+MWegS2eJzz1zU74yptf0DQ0wOVMiEYifdPXydNoNNKUlBTFtm3b5LgcCX7XXqJQKG8IVD6rh8rnmxVUPilvPWd9DRqe9pGPAfGcd8RKItee/n8B/MWWJiQkNEhKSjLMzMzsiJGYmPh1amqqMUhoXW0yCoXyBkDls3qofL5ZQeWT8tZTWT739ZVw2tNvLPCXWQ+lE1s4t23b1hCOAenp6Um5ubnX8vLy7oCAXobv6SCkQzENhALCIC4uTh9bRvFebVYUCuU1gspn9VD5fLOCyiflref/m3yCQNYGsWwCQvkJHCOzsrKuwF/2hzdv3iy7d+8euXDhQtnu3btvwbUdwEdw9IVYCOknpqam9sN7tVlRKJTXCCqf1UPl880KKp+Ut543TT6xZTMhIaEOyOIPIIqfYmslnk9OTm4H5xzhOA0iDq6NhlhaWFhYcvbsWXL37l1y//59cvr06Qc5OTn78HpaWtqcgoKCc/DL4FZubu51kM8tcM4GyxALo1Aorw1UPquHyuebFVQ+KW89b5p8Yhc5hBVEAQQ4ZNL4+Pj4NnDsBdK5Ij09/Vh2dvZ1uJYL50IzMzOv7dmzh1y6dAnFswxk9DhKJqSLLyoqunTmzJkyvJ6RkVEG9+yHWA73OemklkKhvB5Q+aweKp9vVlD5pLz1vEnyieMyN2/e/AFIZmeIbIg9IIpHUDxBJk3ge3haWtohEM4HIJiX4XxqVlbW3WPHjpGjR4/eKygoOAnp9oGcHi8uLr6KQvrXX3+hlBK4RvLz82/m5uaeh3sXJSYmNtYWS6FQXgOofFYPlc83K6h8Ut56XoV8Yrc1CGAtkL9uKSkpRiB7Su2lFwLzg7w+BSEMhuNoyHMgxACQTeR3iO7wvTVEJMQBkMcSiD+hDnf//PNPcv78eVJUVHQVxPPP3bt3nz958uTDa9eukQcPHkDWROySRxE9c+YM2b9//y3IYz4EnQ1PobxGUPmsHiqfb1ZQ+aS89bwi+ZTiTHOQwjEgfJ1zcnJqay+9EGlpaR9BXiNAPI+ibIKEToB824IgzoLvafDdA47hcH0unNsIUQDyuQvKLbt16xbBMZ/5+fk3du7cefPYsWMPcOxnVWArKFy/CXmvgrxMtcVTKJTXACqf1UPl880KKp+Ut56akE/4C4TLG4kB4sdkZGTUg+O7IIS9QeIM4RfjC4+fxLGXkNcQyAsHeJ6DOAyRAnI5Bs6Hwnnsfo+H2AjnR8H5KIiUzMzM4/v27SvDVk8ovzQ7O7ukqKjo/pUrV6CaVfPw4UNy8eLFsr179/4Jwjts9erV9BcDhfKaQOWzeirL5779B0nx/kNkb6UohnP7DxwkBw/B930HH7mGgfccPFieLiNnt/j90KGqxekApEvfWUCy84tI8b4DFelApsg+KOPxvHVRXodDFfngfTvzC0lmbiEp3LMP6vZoOVhfvEd3L5Zb+Xp5GrwG+cMz4Wesw+NpKgc+P5aVmbtbPFa+Vp7Xk/XHelT3LnSB+RYUFsPzFD2Rb1VB5ZPy1vOy8om7BcXHx78PItgaWyMhvk9MTERZ7FxQUKDSJntu4C+lHraYQl7tIa9VEHkglzlwPAJyeRvKOw+f/eDcMTg+gO8rIRwgcMmku/n5+WKLZ15eXhnUCbvi/4Bf0LdLS0tF0awOFFC4rwzkdSfIZx1tdSgUyn/MvyGf26wk8i02dept7KrfeF2PWg1S7CUK7aVH0GgkUry2o0/t+qv7qt4tcJOoNBLJI2sEazpImNm2EtUmuDa7mq2IMY9tfQwaFgw0eAe+vvAqGzr5PHjwMNmaupusSSgkqxOKKmJD8m6SunM32VW0n6yK3wXnKl8vJNvTCknurr1kR3ohGTt/B0nZuUeUscelCc8lZxeR0XO3ksnLksjWlHxStHe/eK0Qjtvh/srlVo71SViHooq8cncXk5hfE8nPixLIr9t2wve/pQ2fIzV7N1mbVJ7f2oQCkpH7973laQ6J9V6TWAjPVEgSs/eCLB54JI0uUB73FO+H8veQZZuzyYTF8WRdXLYojbo0eG1t4u4n6p2YuUuU7Mr5VQ7MNymrkMxfl0F+WZ5INibmVJmuclD5pLz1vIx8gujVTUhI+BjkLwpkLSU7Ozs/KyvrTxC963BuJnxupE36XMBfSGxBNYA8ekPkQdyBKIZz+9PS0nBm+l2QzkLIvwkc18B5XCbpEMQyiAUgm/m5ubkX9+/ffxnSnoZzv0Hd9h8/fvwedq3/ExcvXsQyiuHZPqetnxTK68GrlE/cQhhFMmVwrW/iB6oc4waoItMGKT12Oyi+O+BdqwHKpjapBLcdLnSv/0Gxs+L7bAeVC6SPLnRSWST0kjdL6SBRYF4olVv712qVPFi/c7ajvlmKk37ruCES/cpbFa/uK5GlDGI/y7STe2TbKwajrGovPTc6+dy7/yDxn5ZI+oxMJH1HJZMBY8rDY3IiiF4SyNpu0l0TR3qOSCT9Rpdf6z86kajnpICM7SRjlmTAtSQyb1MB2bX34BPShIKomZtEesH93YcnkYgZCWRHWoF4LQmklJ+bWp4nRI/hkGYY1iVJ/O42KYHMWJUqpkXpm7MmgwwdnyTm4zohjizZmF1RDra8TlmeSgaOxeuJpJewmUz7NbWi9RPFM2/XHsgzEcpJIN2gnNFLs0l2QdWtjiiIa3bsJOEx8aT3sO3iMw+fG/+IYE/5NYv0GxUHz5ZEBoxNqYgJixNITsGeR/LTBbaK/gb5ek/cQnoP30F6CiDlK9KrTFs5qHxS3npeVD7hLw0K4jCQwmwQz8vwy+/hjRs3CHZrFxYW3gZJHI3jPrXJnwtsMQVhNIf8z8ARWzUJSOY9KOsefMbvZ+D7TDiioAZD+X9AmThjHaV3Opw3gqM9HB0g3XfweTVOOMK6lZWViYL5NLTyeQXuW7Bjx476cIruekSh/Me8SvmMM5fop9qpph9yV579w0N1/w9P1QM4PvzDU3nhgKtyXsagOvUgmSiOhS6s6WE35ZI/PZQ3TnipHh7zhHQeqr/y7ZX71/ev9d2kPhJl4iD9jkXOqo37XFR3i12Udw+6KQ7ED9IfhC2rmAeS2FW/8WFn5bAjborcfAd9n74SyQuLSGX5DIhJJn1GJRFhfgaZtSabzF2fTZZsyiJbknaKLZM9hsUThwnJZNLyTPHa3HVZopjFpef/o3ym5xWTQaO3k278dlEsh8DnldvzxGv5hcVk7Y4cMmddNolZlUH6jthBbKO3klAQvthV6SCXmWR7SnmrIEpk2Mwk0mdEHOmmiSc9QNomLPtb2lA+p67KBPlMJl2hrG5CHBm2IJ2k5xSK11EmY1fEkwEgkVgGXh+zLIfs3FXeCvt4rIvPIYHTE0nX6C3EJnJT1fK5Kpv0Gb6VuE+KJ/M25JMFm3aJsTlxJ9mz90mpRfFMytpFBozYRmwi1on1pPJJoTwjzyuf2M2OSx5t3769PchdDkhdye+///5QJ3Y4g/z69etleXl5N0BAJ0LaptpbqwXyYTZt2qSCowL+MuqBcLYEaUwH+bsHxzI43oa4Dp9L4fgQ4iZ8zoV0U+CzBu7bkJOTcy47O/sQfPfD/HCGPcbq1as5+D4kPT29aNeuXQTqSi5fvlythGK3+7lz5wikfwBlHEtMTGy7b9++FxoLS6FQao5XJZ9LB9evHddPfwBI5MWDrsqtuxz0++8cqt82115/8B5nZdwxL9WJXHtVBNFImNXWqndBRlcdclOcgmuLMwapumTZq2xy7FWr/vRU3c+wU2buGKL69ICbatZ+V2V8obPSfY+rstt+V8WWAidl0faeqvfELvsOEibPXhlQ6KjMLnZWTEuwkzTQVueFqEo+l2zdRXbtOSCOY0SZ27PvQIV8+k7PIHFZxeI1DBSprPzip8pnEQjfryCavYYnEP9f4shgEM9ew3aQaauySEHhPhQqMZ+9UE5OwV64vo1YR24g035NIbkFe8Q6HDhYPnZzJ1y3GxtPHMftIC4/x4FExpPI2akkOaO8FbWyfA4esZH0Hb6NuE6MJwvWl4tdQdF+4jd5K9RlB1zfAKK7/anyuQ2kd/7aNPLzwh3Ee0L18tlb2EDCY7eTor343srHk1Y35vMAnE/fuYuMmw/vYMlm4jphB0j0FiqfFMqz8LzyCVKGs9g1IJf78vPzS44fPy7OKNctW4TgNpZ79+7FsZZ/Qtq5ODsdIgAk8MuqurFBIjuC6M2CmATCagn3hMFnXMPz+p49e3BHoodwHgW0FPIgcLwP1y7DEReSXwh5d83IyOgH5dni+FNtthXAPZ9ADIfr03fu3Dl39+7dh06cOFGGolkV2IIL5WJL6z7IuzHteqdQ/ntelXzGD1C+H9dfuRjk8+5eF33fbYOVH+IYzfXd69Q96KL0OOyhupE1VLUWfz+mDFI5/O6hPLDXRbE2abDKArvSMfKHKr/e66I8esBNeXPHAEXwAVdVymEP5bJdLqp26Y6cSZ6Tct5BV9XVjEF1sGueybWXW4GQbt7nrPw1bpDi+8rd+i9CVfI5cVk6+W17Nlkfl03iUnPFbmqdfLpMTibz1mWK1zbEZ5G07Hyxy/pp8pmys5BEzYwnvUcmkVm/pRPNPBDDsUkkak4q2Z66q7JYkV1FxWSIVj5jV6WS3UV7K64X7tlPpq9IIn1HJYp5TFiSSrx+SSbuUKfF2q73yvIZHhMHgrqd9Bm2jYxamEJ2Fe4l8Rm7QVjjiMO47SCh28gQENmnyScK8e49+8ia7ZkkcMqWauUTJdcZZHjyyhxRqtfG54lyXjkvXaCQ7odrebv3knXbkonXZGzBpfJJoTwTzyOfIHAKkLwfsrOzf79w4YK4VuadO3fE1kIdKKHYslhUVCQu7P7nn39e2L9//1kQ1d/h3mQQzZ9B6jpAXoxuohKcmwASiaJ6Cr7j7PXDcA670O/AvQ//+OMPsmvXLhRODLElFNLtg+NakMNoOH4PcvrRhg0bamHLrLa6FWDrZ0JCQjMoryXka5yZmelSWFiYX1U3vG7GO8g1tnoG4L2QBd1uk0L5j3lV8pk1RL9RyhDVxBNeqtJcB9WUrXa1WsFpvdV9FR/vclAO/9NTeS7fSX9EQTsJmzlEueigm/JKsZNKnVI+SUjkkJvBO3tAMI97KW9v6af6ba+L6tART+WibAf9NjsduJY5Q1UzQT5vpQyp3WJlT/3Wxc7KZfucVRt22esPWN1XYqDN5oWpSj7tf04mHlOSiSeI3ejFGSQhq7BCPvvCdZdJ5df8piWTOet2PlU+Dxw4QNbF5xK7UVtJv5HbSVrOHrJqew7kn0qcJySSxZtzRenUilW18onXsvL3Eq+JW0jP4XFk0aYcsjk5j/Dz0kn/UfFk1KJ0MU1l+Ry7OF2U3oGjtpOg2BSyZkc2+WVFCtQzkQiz40lU7A5iNy5BlE+cDJWUkUfWx++siOy8QpDM8glD2IUe9EvV8jkNyhs8Eq4N30ocxscTB3x/v6SQeRt2kszcIhKf9ne+W5JzSFbO38K9OT6NeE+h8kmhPDPPI5/Y3Q7y1gXk7c7t27efaDlEkcNWUPxFderUKfFzSUmJ2JKIi7jDuftw7RzksR0Cu8sXQ17r09PTj0DcBcF8CLJ5H87dB5m8Ate35ObmngVRvAXCWwLiWQiiuRXiBFw7D2lwFnsqfF4J56JBMH/CMZra6lYJVBP3hm+WlZU1pri4uAzrV1lAsc4gu6egDlNQaLW3USiU/5hXJZ+bbCWqLQNUVgdclL8fcFXtL3JWjkwaoN8ve6iBpshZtfOgmyopz6H2VzibvdBJuXWPs/I2SKPvwg5NKmbC45jQtEHKUSe9lDeyhirnFbsod4FgpqbZqewzhsjNc4YqdxS7qoqTBima5A5Vji90VuQUOqlCU+xV72qzeCmqkk+n8TuIz6StxHfyVjJ2USLBWdt/y2cC8Zi4XbwW9MtWMndt+lPlE1v3Zv6WIXaz9xu+hUxdniTOih86Np70Hh5PJi7PIoXacZFPk0+cNY6y2Xf4dtJz2HYyfE4cmbgojnhNjiM9NDtI0IwUkpFX3kWvk88JkPfM39JJwPRk4jIxiYxckES8J28Xn2Pppgwyal58hXxuSNpFpv+aRvwhrRjTksjqHTkVdXuafCZmFZEV23LJki25ZDbIeNjMFHEylPcviWTFlmwyfkmqmB/mq56bQpZv2VlxL5VPCuU5eR75BGmrk5iY2BNk7/Kff/4prqGJceHCBVHasBUUpRMEUtw16PFWRWwVxdbS33///T78BbwAInofRK8MdyHCwLGWuNc6iN9FEL9J4JU46YiHWAfxO8hnMgQuLI+tntitTyAdgXR/gaQe37lz5wq4PgiiycKFC6tcIgVBQc3IyBgK6R9gvXUSjTPhcfejgoKCVBRZbXIKhfIa8KrkE7u8p3eu1SBnqCLkoJt+4WEP5f79rqrsfS7KA3ucVfmZdgauC+1F0dT7w025dbeT8na2nb6vppJ8bgH5XNtHOQrqduOgm3JMkZNqym5HVdIuJ+W23Q7KpbsclKmFLiCbg+QOe50VhfkOytmJA5U90oco/wfXv0IpfXyppuehKvkcvzSNrNySIXY140SfvN2Vut0nJZM5a9LFa+t2ZJKUrKd3u2M3t3pOMuk+LIH01Gwhg4ZvIAOHrYfP20hXTTwJAWncAlKpFatq5TNvdzGJXZ1GukE+PTTbyYBhGyGv9aS3ZrM4acgJ5HLe+own5HNTcj75eVmm2DpqPy6eDBi1gzhPiCepOwvJhCVJFfK5Na1QbIUdvTRHjFFLd5ItqbvJnuJ/bvmsHLuK9onDElA+B4yKI4s3ZpKZa3dW5DtlVS5ZD6KrS0/lk0J5Tp5VPuEviRQkryVIIM5wLwJx27tr167d+fn5JyGuHD16tBT3SIdfgOJs8eom9OB5HBOKonr79m2Cuw2hlOIRhRXk8y8oIweiBSSXQVntoNyY3bt3/753794TeXl5u+D7MYj7UAdRPjFwXU8Q0KvwORXu0cTHx3fQVv0JsrOz60M6B7jngU6SUTxBfkugjCIQ00iQz5eaAEChUGqWVyafIH0buklqZdgp+4J0phxxVx4+4q46esBNdabYRZW9c6jKMdeuFv4+0Dvhqdxa6Ky8nfmYfC63qVNvZU/lqOMgn4dAPjOHqizyHQ089zgpFxQ5KRftcVKFZtjLfypwVGXBuR2ZQ1Rh2XYqoQAktMhZFQvX1SmDVJ+9qIBWJZ8rduwWJ8zohAcXgNfJp19MBknOeXQGd2X5nLgyl2xJ30uSdhaTtNxisXscx0L2HZlAwmYkkcjZKWL4/pJABo5JACGMIzEr08QlkJ4mn7h+aPD0eHH5JJ9fEkn4zGQxn+CYROLwcwLpB3IZOTMO0hc/Ip/Yzb9gYy4ZNDqedNMkiONFxy2BfPfuJ5OXpVTIZ0b+PrJ7z36Su/uAGDm794sL0O+C8nGm/Py1qcRrwmbx/rCYHWRH2i6xVRfXKE3MLASBzifx6QVkY2IuSGSGKJ/OP8eTLSkFJK9wX0W++UUHxAlYe3GNz8xdZP5vCeJyUThrf9i8ZJKcXb5uauX3WzmofFLeep5VPkEGGYjPICYmJSWNgqMLSN5giJHwfV5WVlZmQUHBbWz1rG77yn8CWyHhL+Z5yC8GZ6rDKewiN8vMzMw5fvy4uJTTqVOnHu7Zs+cv3K1IOxa0LCcnR5RPEFMCaQnU7SzkMV5b9SeA6++AYDrDPeCcf4nyefXqVZwkdQCeJxrHhtIZ7hTK68Wrkk9x0lA/ZdfdjqqCQ66q/EIn5cS0wYrQXc7KOYfcVPuwK36Xk8puqpVEftRduQ3lM9v+sZZPkM/1vctbPve7KMfkOcqbaUxMuEkWtesvtFa9i2t+5torJ4DQ/plhJ3fKd1TOP+imSt/vLI4PXQ3CWpQ9VBVbeSmm56Fm5LOYjFmcTnqAfHpOSyeR87IJvyCbjFqcQUJiE8WlkzwmxpGMnbtFscJYuyObBMUkkd7DdhBhTjIp2L2nWvnEWeMbkgrIgFHbSe/h28X1MbNyi8R8EtPzydjFqaQn5OM2MYHsSMkhU37N0MpnJsnI20s2JRdAWcmiuA4emyiOQcXJQJXls7oJR3GpkN+yZOI3ZTsZOGKrOF506JhtJGJmIlmxOV0UyHGLk4nPpC0kImY7CfxlOxk6Lp70H51Afl6aDvkWP5Gnbra7MHsH8Z24hfQfGSeuoeo0Po6MmJdIlmxIe+IeXVD5pLz1PE+3O07mAXF7ZCFknAmOE33g/AAQuhyQNnEc5fOCXd/nzp17AAKZmZqa2l6bvQR3OQIhXPX777+XYmsptpLiEQO5efOmuJMRdv0fPXpUlE+4H8eVTobLVbYioNgmJiZ2hPqewmWhtGWjfP4GzzEEhRfk9Tv43AIDW0off24KhfLv8qrkM22IvGnGEEXeUXfVzVx7les2RwNxfeJs59r1i10NvPa7qa7vc1EeXGql/LDYWbml2EV5a4+jfsBst/cqdnDL7lO7fvpg5USo282coSrNlkGKJtpLeiu66jdOGaRyPeymPJk2RDHtt96K7464K5MOuesvgvI+K/JQfb7PRfUryO/JpVaS2pUXon9WdPKJMibMTyWuk5LJ2sRCEM6/5RPlD8c1Oo5PIOr5WSQ971H5zAHBwkk3rlPSHgmn8duJwxhc/zKBTFiSIsql7p6ivfvIL79mEqef40k0yGdSevnEI9xi0m9qAgjeVrJwfQYp2lMstmYu25xFHH5OJP6/7CAFRbg8U4WMkVU78sTlirynJJLlG1PJ7LXZ4oSfGWuySHb+XpKVv4dMX51FHCckii2lmB8uVj/7twziOzWRTF2dS/IKq96JCHcdEuY9+ly6wMX3EzMLyCTxORKI3fgkMZwmJoJQJ5L0nD2iaD6eJ55Lhvu8fkkkLpPhnVfK02dqMpmyNOmJe3RB5ZPy1vM88vk0QNA+AEkMB/m7hr9Iqut2rw7s/j527NglkLwY+EUqR9GF0+Je8SCSY0FKTwPVZorloUBCujK4B7vu83CMalWz3xGQyybp6ekb4Z572FKLY07h3qlwXg3PsRvuvwDl/gnH4xAhaWlp72lvpVAo/wGvSj73u+ib7nVRle11Vp7dO1S/rfa0SKG94vu9zqr0ox7KK+v6Kn7ItlMu/d1TeWm/i3L4lr4Vk4X0Mp2U7+fYqeL/8FSVpA/WHzK7bz1xa15sLc1w0DcvdFbt3OOsytrpp994YVeV1WF3VT7I7tQMxzrNcE3RfEflskMeyvMFbpI6LyOfKHO4FFFKRq4ofI9LDy4NFJeSSQogzeN7pePvbRQq3fqWFbHvIMnOLSTJIJYosJXvwUABTUrLIfEp2eKwKzEviEKQy/zde8nefeWtkVg3bAHdkZwF+R4Q01TO5wCIcmbOLrJ+a7JYDtYvDtLuKsTW1PI0eH9KRp4onrr79kFeKVl5ZGdeYUW6xwMlFUX8iWeD0O0pvx/KSwGZXLExhazanAb1zHxk+82qAt9Z+Vqpj+aJZeEQhKruwaDySXnrqSn5hL9EeiBuzUHURuFYzKomHD0NbMn8/fff74DwZUEeA0H2mmZkZNSbPXs2C98NsCUT/rKWVLU9pm55p+LiYtyGExegvwHHXTixqDr5BEmuBfn3guPlK1euiMs5FRQUTEeBhvIKcnNzy86ePfsQ8nwI6TZDnqbaWykUyn/Aq5LPnMEGJvn2qnuH3BTXCl3lHXX7ueN2l0XOIIpuyuKDrqrTkzuypkkDVY5/eqgO4NjQTDtl9759JTJcpH5rP4Mef7grr+51VuzPd1Z+jecxj8xBqs92OSrnQPrD20BecbmmKeaqz456qtKL3fQXxcF1bP3MdxRbPk/P7vty8lkuNuVS9Ljc6QKFqjpJqy7E/J4iYpjn46KG5T9eDn5/mtBhGZWl7fG6luf5ZP3/qX7PGpgHSi/G0+r5sgHlUPmkvN3UlHwi2DoIkhYIx7IzZ84819hPFNWSkpKyU6dOlYK8ngX5+x3EsABEcC0I4a/p6ekHjx49+gAnKz2OttXyBEjieEj7fWJi4hdwbAf3VttVrh1C8A6km5+fn38WyjwN9/tD3b8A0R0BZd+C87eh3N8hjTOm1d5KoVD+A16VfOKuQ/EDlPN+91CV/OGpKtjlpFqVPli5cKedYv0BN+U+OH8yx0F/7GxbiWotpN3vqpxz1EN1AqR0T6GT4rc9zoo1h90Uhw64qO4mDlT6x/XUb4T54uL1+5wVEUc8lJm7nPUDtVKrh/nsc1EuKXJW7s13UM7Jd1JN3eOkOrDXRTV59Qv+Dq4snzRe/6DySXnrqUn5xJZKEDV7ELgHx44dE2e1Pw8ooNiyiROLMC5fvnz/3LlzN4uLi6+DDJaCYD5Eqa0MzpjHfd2hzNsgjSsgeqFAFhQUVIzHqg64XQqiagKCaQv1tszKymqC23zC91aQTz94nn4gnT9BmsZPE1kKhfLqeVXyicK3rj9nnGFnwO92VK3Pt1fl5dkr9xQ4KnFm+lKQRM+sQYom2CIJaWX5rvptip1V0budlYkgj/tAQHP2uih/zRii772+v+Ij3MGIEIlemp2yO1xfut9VNaXSGFAJ5pMxWP5Tjr3ql1x7ZXyeg3JLobNy9D4veQu8T5vsuaDy+WYFlU/KW09NyidO5ImPj7cEebuEuwRhd/jLgBOBsPUUZ6LDL9ey/fv3i2uLVgZbPaFcsnPnzjKIMyCNuOj8aIhn2jUEssAWUAXuZKTrokfRxAX1MbTSSXc4olD+Y16VfCLYTY47GmXaKb4FKbTZ7aDsXuSgssx3UH2BOyBpk4mgXO5yUjTJc1R0ALnsDsLaJddJ+eWqPgYNK22TqZc5VN58p73+T3tAVnXd8DqWDJHoZwzVN80ZqrLIc9Q32+3AtXxR8USofL5ZQeWT8tZTk/KJM99BPNvisks4jvJl5VMHSii2cF6/fr1ilrsO/IsM5aF8ihKanJx8CmLstm3bXmjJEgqF8nryKuXzTYfK55sVVD4pbz01KZ9IWlraRxkZGTOOHTt2v6rJQc8DyisupYTxeBc+dtHjpCbcyhOlE8otgziWlJQ0OyUlhe5ORKH8P4PKZ/VQ+Xyzgson5a2npuUzKyurUWpqanheXt49XH8TZ6Fjtzluq4ktlziWUyeUlQPPYxpMe+XKFXEveLwffqHiNpwXz5w5cwfvxxbQ0tJScUH6kydP4iLzOEsd1/e8COIZk5yc3O7x8Z7wF1wPxLQpSKlRenp6Q/oXnkJ586DyWT1UPt+soPJJeeupaflEuQPJC8jIyLi3e/dusmfPHly8nezbt69iDTgM+GVZ+S+i2IJZXFwsTh4CccWF4sUAodwJkQNy+SeI5kXI4wbei+mxqx3vxXxzc3OTEhISbOEvc8XSSjheE6IujkWFYygI6Gyolxvka4zXtMkozwXRk/TtC78wq17CivJqadJBo2jRweVDUyvf5u+1a4f/yHqOcYLwM3uDf3ZUPquHyuebFVQ+KW89r0I+IYLgF+E97HbH8ZrYZY6tlY+3cOIe8LrAlk5s8cQ4ceKEuFMRBggjSuj95OTkfBDG5XBMgyOBMkTpxHzhL/EDENHlcP4bbTVE8czJyfkQ0g/GpZcgn9VZWVl3QT5vwrmlOINdm/SV066dG9vGJqJeW/Ng/b7i//zfXFpY+TY06uzdqlUHt3ck1ayhSpFIOnTQMCYWgfVb2Qa9A++sNv4Z0F6qAo20rfkQfXivDfCedrZuVa/UAH92mnfy/sKos9cvRub+y9416WTy9Hwro5E2M/doZNLBq0XTTs7/2p/9moTKZ/VQ+Xyzgson5a2nJuUT/iLhQvOGIHjrT58+/eBF9njXjfM8fvw4gTzE1k0UUJDJexBnQRxP4XdsHUWRxdnv+fn5x+C887Zt22prqyLZsmULLvsUDfEHRAaI5zn4yy62mIK45sK5DtqkrxSUzTadA9uY2ASvNrEOcf/UJvAD7aU3EkML73km1v5nTaz8hdZvqMS8alA8W3RyNDG2CVhrYh2UbmjmNabFj3afay8/QbN2feu0Mvf0MuziH2dsHbDGsKOzo/bSI7ToMPhDI0s/3sQ25JSRle/I55H/xs2+bWRoETDJpEvAcWML31jt6TcKKp/VQ+XzzQoqn5S3npqUT5DOeiB5drt27br9+Kz05wEnE6G44hhPkM/bmZmZf0GeZSCcD0A874NsPsQWUmxV3bdvHy6xFJ6QkPBx5d2M4DwHaXGx+TmpqakxIK6Z8H0PRAJ8ngjnvtImfaWgiLS2jfi2dY+oQ617Ro8y7RHSXHvpjcSoi9/I1rYhWSaWvkFG7XvSLUeroJ3bbPbTHmFft+4e9Ufr7pF3TWzDTppaBQaYmPSt8u+XsZm7tYlt8I7W3SLumHYNPW1o4RejvVRBhw4dGENzdwcjS99cQyu/VSii2kvPxHvtbFUgwhHG1oF5hua+Y7Wn3yhOeSn7QMyl8vkkVD7frKDySXnrqUn5BElsnpOTM/H3338XxfBlQYEtKiq6X1hY+BAnH2FXPe7fjuKJXfkXLlwgUN5xkF6zgoKCR7ofcaklkMwvExMTp4KAJkBMAOG0xvGeIKAfQb762qSvFJRP066R34N8/tmmR/Q4k64RLbSX3kjaWPl+aNIt2MTIMuC9Z+/yfbtA+WzbO+J/rbtHnzK1Dj5raht6FWJh844uT2zR2kGjYYy7BI41sfL/06RLQKmJdfAlQ0u/OdrLFYjy2dHD0NjKr7OxpZdp+djN50EjNewW+r6RjV9rUwvPj7QnX1twIXb8ffSHs37jU376bU/46Pc/4aNYc9JbufiUr7yjNhlFC5XPNyuofFLeempSPrHLPTc3NwbHbD7Pvu7VgQJ77dq1MmwB1Y0fxRZR7JrHz9jlnpWVdRaEsgv88n1kXU+4XYp7u0OdPkU5haPphg0basH5f3XB+Ork07R70Eem1v69jK0CrZt9b/exSRc/H2NrvxhDc68php09ejf7dkijNjae9Yy7RZgZd490xnF6lceL4vhAY+vgH01swwbh/fDAeu9/1bmBsZmXtaGl7zBDK5+5hpY+UwzN3Bw/rtRC2arDwHeMugTZGtsEmBla+H5nZOUfYGzpP93IzH1gCytfeZMO9u8aW/kMMeziOxnymWNs4RltauVX0UpsZOn9LQiVnfFPrv9raNJBXMgf62XU3vU9Q3MfdyMLn5lGXfzmG1n5TgRJ6mdo5v2+eCOA6UwsvKxMrAL6GHbxbmNk6WMDaUcZWfnMbGXuGdb0B7tW+Bza5CItfxjUzLCz6yB4N2OMuvjPM7LwntrKwq2HUWe7BnBZTPvhN32ULS3cP4XrQWLZ5t7z4X06Vi77b4hek0871DU09+xqbOE7Ap5ztqGl15SWnd2HNm/vUCFlJh36GpjahvQGIexkYuH+tbGlrx28q1/gGAvv1APeU93qur0ry6eJld8WE5vgQ6Y2wYXGVr5O2iQVtPzO/jNTm5BtkO8eQwuvYpMugU/IZ5P/9f/EuLNnfxDPSZDHCnjHvxha+Xat186sDkpl6y7eX7a2CR1sZBvaAceX4j345w7+fDQx6RbhaGgd9N2nHfzrGlv7/8+4s5dTq44uncSMtYg/8y5BPYytA8YYWvjMbWXuw7ey8vvBpK+m4vdByx+djY0sfV0Mu/hMEd+xpfdE/PPb5gfPeo//zJ6FI74S+WlvrtUZH5XzKR+5uxje+v7HvRXhp7yVI077KH6B48ITXoo1p71Vv53xUS4AAZ1wwlfZ9ZzHo4u+U8SenncPHDgwEISGp/H6BwhoCPxjoRv+f0r7I6RQ3i5qWD6bgHwOw5bPmpBPpLp88DxKaU5Oznls0XxcPisDyaWVu+T/TaqTz1a2fj/A/+zXmViHbDW2CV5oYhMYb9wlINvYOugoCEiaSRd/V5AsIxAewbR71O7WVn49v9aKBWJs7vWjcRf/Zaa24Rs//qFXM5QlI3Mv3tQ6aCuIVzoIVSbIY45Jl6A0Y6uASS1+6NMQ5a/lj3bGxrahc0xsQrbAtdVwzAPByjHs5LqyeYc+LeDzSBOboGQjK+9cELRsI3PPDCNzn5nNRNGR6Blb+oRBnVOMOnsFfvyF5Xsofq06e34FZcwB2dkD9d5paOUHzxGwFyQ13cQ6WGhp5mmMdUa5Ne7iNw3u3wEythzKWWsEz2psHbjHxDroCAjQrI9BYnWS3aqTc1sc22hsE5QEz5oq1scKnskmJNXEwtfXxMztY2x9bWXu0cnI0n+pkXVgHkhsNqaD9BkgWf0+bmNTD/PSYfidUy2jzm6joPxEeN8phhbeGZBnrnGXwBSQtDFaAdUzaj/4PRPb0NWQboOpdeBv8DPZYdQlIAPqetDEJnSPYRe/4Fa2blXu919ZPiHfaVCX3+BdHDG1DZ7WzMwN32MFxubuYaY2QfuhHivgOZY9Lp/NOwxpAWI6Ft5PHMh1BghqNkhotoltSHIr+Hl/DP9AQZkU36dt8GooqwdKsYm1F/wjImASPEOmiaV/NywX/6Ehdtt3dhe73fHvRIsvejQ3sfYfDz8L+DkE5MFzwbsLyDK1DluG/7iBZHqtfrLvDH8uZ8Of0wyoQy7kkQfvYrepbVi6aZfgsZV/Zs/KyUCJ8qyfqt1pb+X4Uz6qGIiZZ0A2T4JoQiSc9lIWnfJSnj3lrboNxwunfJTxJ71UoX+AsBKNhK5U8RjY8wPy2QCk5gMar3/Az+q9vXv3PvK7iUJ5q6hJ+SwsLMRljQbD8a+a6HZ/GtgCevLkyTIobzPI5+e4u5K2Gq8V1cqndaAViMwh067hV0AsEkxtQsLgu7OxbfBiU9vQYyAr61v86GBubOnt0aZrxF+mIGamFkFiyxyO3wMB8AZROQ4CGWf0VY8GrbBF0TrokKltyFbTLn5hIGFDQBoDQf7WtbYNPWto7tUHZ9s3bz/4CxCSeJOuYbdNbIJ3g1BMM7UNcmnV2d2rhZnHNyAUe6EuSSCvUUadXe3hPj9DM0//Cvm08J1sahN6zsjMe/wnn1s3MTZzbwlSA/IScg2kZS3UyRXkaAg8ixrOZUHa/caW/qHYQofLBIF8boQyLsMz7gZhmgbP6wHiw0OdCuBdXGjRybmvSQcvA5RavA/qWGBiG7YZpMe1VUdXOxAldxCvA/Cs+aaW/paYFuTUH8o6CWWvatHJbYgxPruVn6ZVR4dO2MqJ7wzBGeXGZl6dQfbOQR7xIOnBuvdkah2yEaTyoKG5jwMk1RNbo21Cdpl2DbsC0piOXeP48wFxHg3nLprAz65VZ9ev2rVr98TQg0e63W1Cx4r524QkmnYLjwd5b69NJmn6v66N4Tm2wj88CgzN3EOMLb3GPSqfGqmhhU8w/INiH/xcfwPh88b6glSGiO/FOvgkiPM3ht8NNgRBjoEyjoIkLgKB/s7IzGsgfD8Ldd4IIvoZSjr8fMZB+luGZh5LMfcmHewVrTq5hkHep+F5Eo26+EbCPwaGwudw0y4hU0F6+xl+160W/MyWwbs4Bn9WVphY+foaWvo7gOgLUH42/sxAnAdhy6pY5WekwE3CnvBWvn/GV2UBAtrtjL+yxylfZZ/jXvqDT/qonM94Kf1ANtUgnhNQTE95qWJOeitmnfSRO5/zl3+izYZCoVAobyI1KZ8pKSlMenr6/7Kysn7H7nIURJTQmmoF1YH5Xr58+X5eXt7hjIyMfjjRSVuF146ny2fAUZCwy4bmniBcGuzC1mtlBXLUNXybadfQ3JYdXQaaWvh82tom9CSkK8Yub5y0IraGdQmcBlL5u7GZZ7QoYF0CZ8N950y6Bvm2sPL9sJ2tRmVo5vQ+SJgb5FUCIvErnG/4t3yGXjK09osx7jioCdYHW8uMLP2/bdM94iDI4CpjqAfKKlx5pMW4snx+9IVVcyNrHxsQORTH/U2/HfyVblINtsSaWAVEQNrjcH1rk6/6vlshn11DbxnbBE4zMvdojS1mOAYRZbV196jbhubu43AZJ8MO7p+Y2oavgucuNLIK9MLnwcD3BO9hGTwDyq6/uOZl97Cw1jipB+WqvatuLOoTXcGfdnL/wKSL/4TW3SPvGVv5e2K5mCcOaYD3BKIedAHkbQ0krZBPkONzxtb+0U07DWiMXfamViHNUdSgXveMLLxt27Yd8sTY4Sfk08yzA4jgVLjnMNR5uLZ+0ladnHqAyB42sQmY16L9UAtjC+8RleXzw28ClXB/Evw8DoBgOzUzC6+D9UXhh38QTG7TLfKhkYVvAK46AHUxh/puNrYJAdn3XQyCiu/5BPxDxNawm1MtzO8x+dTD9wzndsKfo3Mmlj4OTT7tLgqk+OfpR4eWLc1dPmvZ3vnr1l3DQeyD0gzNvC1NTEzEn29bc49GRmY+Pq27R/wFeaxtYxPQDM/XJLjX+TF7ieIYyOYpb/2fTvkoZp72US454amy0CahUCgUyptITconAgL6YWpq6pT9+/efOXv23APc4Qh3I0JhRFBEccwmxouCuxwVFxdfh7LUCQkJDeDUvzqO83l4mnwadfE/ChJ0puFX1u/qJpBgV3Lr7uFzWneLyAXp6IsTe0CMVpp0C7/dytzTq+n/BjRuYeFhK7aWdg1LN8XWN5AIE+uQPJRP424hY0AsB7buGtavDRxNuoZgN/o9kI59LW0CP9DJp3GXoKJWndydscxyNNJPOjoZtrYN2WFiE3wYZGeWqXVwL5yg0q5SV3Fl+Wz2pU1rkEkPkKqzcA9I26NDG3CogGnXkAzTbhEFLb/t96NOPkE0b7Uyd/fStUqiUJlaBXdF+TS1CRqHa2OiTJl2C0+FZ9wN54bj8+jC2NJnjalt2DWQrIlNfxjQFt6FA5R/wLRLcCHIWzBcNzPuGNwEu/nFimhpY+lvCM+djC3J8HxR+H50eZpYB/9iZOV/y6SL3z5IWiGfRhY+hww7uw8uzwGkq6emEQqlODO9S6itVtAf4XH5bGXhYwSC5mFsHXzQxDY4oeUPjs1M+vblUDpNbUOOgTS7tPiuR/NH5VMjbf7NkBatu4UfBnkvNrUNHlHx/NbBzjiutU33yDJ4T7NadvZshq2YRl2CvLH11rRrxLXWthFnjK1857QDYdVW61H5xOEKHdyM4M/MGZMuwQVQh+8hySN/j1D0DTt5BMPP5YqxbciYNp3/FkycAGVi7v8Z/Fm7DX+GT7e0CPxUe+mVQZdaolAolP8n1LR8ggjKcDY5COiE5OSUi6mpaWW4yxFODiopKSHXb9wg585fIBcuXhJnrP9TqyheR3HFCUe4lzvOgL906dLDnTt3nsbJRKtXr37pOr9Knlc+24F4tekRNU0nnzhGsWVHl6Gm3SOvGln6Lm3eyfUL7I42sg44atIlYCl2Txt2sP8EROMmiMT91iCgrW1Djz8SNiFHQVY2NDMPblQhn1b+Ra1+cqwkn+UYdnLvA7K3AaTvmEm3sD+MrYN+a93FvweWg9cry2fTdj2+BpmMAvm8YtTFb6GYQSWMzT26gBTGw7MUtvrB3qpa+QRZ+7RbZEeQNZDPEFE+W/3k4AWf97XuHlECwnX28WeCa8cNzb1CP+zU5wNDS/9PDC38gk2sQ4tad404CyL+J4pWmy7ebVDyxMoARpbeXxiae19FaYPnO/1knsFHjS18NkHSSvLpDfLpUiGf+PNp3S06onXXyNJnlU/cjcgIhzRYBy8HoT7SqqOrp3FHpybwczhmbOWTjS2jLT6zalhZPrEF+eN2Nn2x1dEU34Ft2BM/V3jvx1uZe/DY+gvF4njc9tg937p75EMo51zz9nb9UUrLa/WofOL5Zj84f4/DL4y6BGa0tPD5WpusAuxKN+zkFgv53cCfc+UJWYixjV9LE6uAm1Dna8ZWQdWuY1pTUPmkUCiU/yfUtHwiOJGhoKCgTkJyclxiUvJtkFBxR6LUtEyyaVsSWfDrJrJ2cxw5efKU2IqJElp5jCgKJ37HwB2MTp8+XVZcXHxv165dd3bv3n0XjvdBPq+D4PqlpKQ811izf5uXlU9sAWv2bc9GJjZhh4wxfWcvJxC6uabWgftw0g9ebwPyYWzldxqE7ASOtzTs6GRo1NmulS6MfxzYslW7ge9gGf8kn0ibHwbVM+7sY2ZqHTIbJO0MCM3+j7/t0wnvf0Q+P7P9ysjcMxLl08Q2eDHc+kjLmZFlgI2pTVgiSHF+82/7f/c88mnU0XEo3LsL6roDZ/9Xfh6Mpj/0aIViLhYEoKxhq7GRld8AE5vQLNNuEbeNLH1mNP3RoY02iaSVlV9bqP8fIHSlIG1dHn9PLTr2b46rDEDSGpdPfKfiWp+2oedNLHxTcLgESp2JlV+gkaXre4/LJ44l/ahdV3P4c3DM1DosAZ/LsOPgR+rb9If+rbCLHIdMNG5rrg9yiWNfD5p0C78KEn7DyNJvJa6KAFUSfy6PymcHRfPvBn5raht8y8Q2JMvIKrBidzAteh9DnVu1d8A/izdMuobwJmZ+H2uvIXrwczKCn9cNE0v/4226BFa851cFlU8KhUL5f8KrkE8EHFJvR0KCbVJS0l6IssWrNpV5aOaSrwaOIZ/1HUWsPCaTjSCiaRnZpGjPHnF7TeyKRxk9duyYuCc8BogmLqf0Z1pa2vCMjAxzEM5BmZmZC/Ly8u7D58MQxlDWaznZCHl5+SwXK1Pr4BgQwXMgIdtB9IpAYtYa/ugq/g8fZzKDdO4AibhuaObuj+Mrxfwqh1ZAnkU+AT0cl9jaws0IxHNcm24RJ40svV3wWSrL58dtOjcDIe5vahN81sQ26BDOftc9R4sWVnJjc78wY6vA80bWwQkNO/Q1eB75NOzg9KWpbdh2kOz9rTq5eT/xPOXlPDrcAiQMy2jecagpyNd+qOcWU0v/n7RXJdg9bWIVsNq0e9R9eHbvqt+TOHSgxuUTTuuZWPtawc80r7Vt6F/w/q+gaLYRpU8jfVw+MX0Lq8G14R8A++EdnzS08HYUWzGfqG/5O2jR2UUcimFiG5YJf0Y08A+UONNu4TdadHRzNLFwro9pHul2h/twrKsxyqpN0HVczgoFFtPBH1oGd11q8d3Q5oY/ufaGd3nBpIt/onEnj4rJUrhkV8tOzu6m3SPuwZ+9tfhutZdeGVQ+KRQK5f8Jr0o+EdxTPTk5ORvks3RHXMKNcTNX3v7J6WfyibVAWnbVECu3ycTaYwrhp6wgSem5uPDuw927d5/cuXPnLBDMISCdAyG8UlJSrLArf9OmTSrckx2Esy98Pw7n70L+3y9cuFABn3tAOMbHx4vL+rwu1IR84rVWHdx6wLnfW3cNuwGCccbYJmgcTurByyhcLTu6uIrj92yCckzMvIKb/tDP7OOve3Zq0cmtr1Fn99EtOjj2wckx1ckn1tOwk5uHiU1gcMuOzr2afN2rY8sODj4gPjju8liLH4b2wXpUlk+c7Y5d2SA1v7buHnnT2DpgsZGFhy1IcUdDM89okKFdIJP7QIbEFtrnkc/GODO9S+BkeM5zIN4J8AxDm3zRrSPWq1UHB5eWndwngfx8bdTBqXUrCy9PExu/4OY/DurYtF1Pc8OOrsNMu0Wch3JXGZm5VLTofdrBvq6hhdfg1l3D/wKxzDO09Pb/5Nt+luKzdnIdYGjmFtW8o5MdJH0V8ilpaQPyaxM8qk33SNK6W+R9U2txeSpxwlcV8in+3OF9x5rahp42tQ7aZtTZza051PWTr3tbtOzk5NDKwnMWLkf18dd9TEy6BMyHvI4aWQVMNO7o1QSf07Rb5FX487CzrZXv5zix6zH5lLwnjrUNHAF1uQD5Jxl39vI06uRujispQF5z2tqEDDX5pk99zAPqcAFXXGjR2aO34U8OllDXEGyJN+0aerdVF58uYgvsK4bK5xtAfUlthYLpoGAUP8jl8qaSOhL8O043o6BQKI/yKuUT91oHIfQB+cyHOLdh645zY2JWPPh+6P+xdx5QUVxdHF92yu7sYi+J0cRYaAuaYkyMUbHRm72idJDekbKzRE0zJl9iukYTjV1j7IB0QUFE6SAqilLsvff33TssiIrpJmDmf849uzOvz+ruj/fevW8u6W7Fk94AoGgDpn5IfGb/QH5au+1OWlr6dgBIPSjXNikpqU1GRkantWvX6taHUsJXSH8B6nOBPAkAo4PxHHft9Qx4bVbHVyLU4fGaxg5Rh8E+QG9pvG9gEWgBIFBmYOF3rPNbw5+rh8/+oyI7QL75xrYzsw0sg8bhPZDOiwNdXwCYSzO2jbhuZB2yx8jCByBJ6+AjzPg5PW9oGazBNIDLMoCFPJUdemuH5GNsR/3hLlboPa03cMqrRrZhCQBme/WGOjsJ5VGmpjQAqgtCiMo2rAAsD0CpHCzP0Cb4PXR0glw6hub+HwOMVGOsyC6qkS8hdBhb+w8DyFqrsgk/DnBcYGIbkaeyDjsMcJ1naO4Xi3tSsQmcuQP4XA92ofdIzxna8E0Aa56MscPMoSYO0QCwIR8gfGJbvQGaVFYhnxlbo8NNeAmAaZ7QL+uQYoCrOL3hMwbrvTXNCCBsDs4GQ569xrah+dCPCsiXBmMc3TiuphDndLhXVyOLgFlGNkI+qDMcXsP2QZ2F8Fkk9zZzx2eu02vwxBeNBED1KUYwratBIjHEz8cuJsLYJuKaiXWoDTpLaZMaJMC0cLxm1FGETT2tJziCKjphqawB5GzDbxgC5OPsJqZ16Wfa0cDM910AxBOGFgHf4D2UkYW7MTyD+VAGxo6fa1gePgcon29k7pOtN8zlFUMz3xDsv8o6eDXuLUVnoN7DPHoBuK40sQ0/C5/ZHH0z9x4qy+D34fM4rz9iRt3+XPh3g/tl4TNfAPVi2K9yAPN84ZlYhaw3sg4U4nwa2ARaQP2bhfbtZhbD55sPz7cM+lpmMMJzlhDvFOoS6nyKEuGzWQhn2hEmOUYqn0Kz8pkUI/uUZtlVMhkdJ2eZJJam91Ess5dhqAxWhvdlcymKclAqJfgd8tT/nYgSJaoF6GnCJwpgsHtqauoXYEfASn7ZHL9D89mya29M/oD0sNEIENrDWkMGO80l/KfLrkD+hxxXcPkeZzuhrEV6eroZvkf4hOtQyFsIwLkZy8D1j5AeDdcjd+zY0QPKNZMvuVhp39GhnfXNvCIMLHyHAlAJsIH7EzFmo8Fw9xndBgxAZx5h+dQSA7GP9LE2HO7rrjL3EWZJBeGSt2WAtaG5TyTGcESHFW1Kg3DpUzi9yDo4HEMKAeR9ZGTpH6ay9B+HcIqAqxrg1l7P0ndS7xFeU3uZuj2oH9rXH+zYw8QmeDQGtjeyCPyfCl+tAicaWvnqa/NI0DHF0MzPR2+Y65D6E44QQA1HBg8AeAtQWQZ9bAxljSxCwwGKRvcc4qwHWeo+C2gfnoEFbg14GaCpPiwTgouRtU93I3PfGATKeucmwSPc0l+lsgqYorIKjjLGmVAL//9hbFB9Mz8rXDbu/ebU1obm3v0MbQI9oM8fGlsGfQLPIMTQMshcu9/xYWEfAIYBoO0BniIAyOZiiCZ04tK38HfobSk47wgxQQHUpuubeTr2Mn/wnISg+pYB/Q2Geb2LM5r4x4U26YFgPP0mx3bE54GnSBnYh2v3psZK+0D9KvMAF/jDI+ilwVMbtingHkz9oW7vYEQDPEBAyI6CdEOzABMj66AJ+Azwc8FxAhz6wh8gDnjCkOEwVxirt49qmN9w7DcWQ9DXG+ryFnxWvN4wL2t8FsZWfu8AeHr3hvxC3VoZ2/i9As92upFN0Cx41vMAWsOMrYOHYQB7TO82LphDb3gjM78AnD3FZwb/RmZi8Ho8fal+DE9bInz+m2rXhqbp/gzDeFAM9TlFsUvB9kkppkKHYk5KKfo6RdP30WiaIRRDE0gjUpq5QtFMLbzPBgD9Fgz/uBMPCXiS7t+/3wnsTbB3RBOtGdlAsDcBrHT/Lrh62vCJzkcAhcMACr8GQFwB8Biz5petK8I+/PFu33Fz7iN4IoD2m/QBCXn/hwtJSSk/Qt4GJyJcbt+4OT78503x2zfHJS2EtKEAm8bwugRe8cz2NLBcuC4Ay4D3v4DNwb2gOIMK70fA+8EZGRn6O3fuFI7XxPqTkpLehr5Y4VI+3tM299TUTW9A1y5d+jWeJZN2724q793bsuHUonq1h3svGI5AcHr4Rx1+5J9/dVCnDgYDGxxtmhIAUvuX3hzXo+c741969IQfVPs3LVtjoHrt5WMSwjkNnNhLmO18PIi6Ds5YYt+11/XS6aRS6SKMYNnurzjBZ9gElJia0sKxkI/WC9fdVabPS3r3xvBID38ekAb97Yh7EF98fVQv3E8Kdx/Kg/CG48XjOHF8CHrapCfqhf6jOmB/X357TPf6GJeN1cHAvpX2D4PGdUG7Krab3vCuTTybhyR8htq4mI1U97kLfXxkDHAfP/snPTd0GsNn27Pf+Jcaf3747wHKttU+l8bSedFg5AtamNdB2Bf2dT6eT2gbYRj/3eCz1t5+SLhNAp8xPrMn5XmaEuHzH1Y/CaNkmD5du3Yd175952iKZldLpXSRlKavSCmWAGiCsQCZ7HUA0Avweg5g87QOTVdIWSpHSrM34T6RSGmiAwZlLwHAbmdZCs/7xX+/T/17t8UJfoyc4Uf+J7CfRROtGdk6sJVgCKKP7TX7M3ra8ImKi4uTAfC9CmaL0BefmGi/dsPWm287fni/p3b203jMbDJt5jfXf1i5EVgx3X779u2dIf/LAJjTVq7flv/jqk334DUD7o1DIIX73pDvY3iNAsD0hfcIpgfg/R2wg3gf7HO4tw3y/wLpOPvqANcd4T0u678L6e/Da9t/6+hNUaJE/X6J8PmPiJLoSjq2kcl6sCw7jmGYb1u1aZOj26rNKQDJOwiTUoa+BzB5gGKoXIZmUylKtlqHks2H1/coRvYuwGmoVMHGUAx7vh4+GwCUoq4AgCbLKNkIaOuxP4L+87p3714C/LjfuHn7Hrl64w65cv22aKL9q3bt5h1y525dTEz4txkKhvtn/rL+CfhsrJKSEjYxLe2NzXHbT4wKmH8XPd9728aSHtY8GeD4IfGfs/jc6vVbtyxbszlk+bot722J2751+c9bz6C3/NoN23Cm0wLrAThVAjwGAzyOysnJ6ZCcnKyCtFi4txtsD9hyuK6C9FqAzUvwehReP4BXQ1yWhzQE1jFwLf8nZj5FiRL11yTC51MVfgfqAmy+IpXRXjKKmkNRdAlF0zcBJu9IKfqWlGbuSRnmKs3SKVKpNETOSCdBvmGMhDGRSFoLERW00pXKZP6Q/2xj+KwHUFrKXKAY5hPI99iqz39eAJ+Z8ON+s+r0NZJXcY7klJ8RTbR/1Yoqz5ELV24J8AmKBHte+8/1L+mfhk+APRqsd3JyypLPF6077Bz57SUz909u4yzoQMePyJigL8h7X60k3/z0C/l88Tqy5pc4kpKSRgAU70G5FHidAPDYBZ2Rdu7c+cLevXtx2VyYudy6devzAJ3mkM8DYNQR3n8EkPkxXK+GchqwwfD+seVVUaJENX+J8PnUJO/QocML7dq1swSwXC6l2LOUlLoOwHmPoqjLAKClNE2XsQx7lWXpIpZlcQ94/dYQ/M3A79TOSonkOYVC0gUAtg9NyzdD+WsIm4/Bpw59QUdG1cOnrkKh6CKXy1/kOK4rvpfUOSbV1w+3JM9jukTCdZNIWuF2JNwziltJXtSV6HaC18bbXxRQzwsSjuumq6uLW0Nk+Ip1oGEaB/VAuaa2jbRSSBRdIE83NKVE2RnuPb4N6GmqHj6zyk6TJUmHyNdb9osm2r9qK9MOk8qTVwTyBLVY+ERB33XWrFnDAUQ6ASQu3xyXWLx07ZZT//t+3YVZX6y8pPls+eVvf/rlwqIVG68mJCbf2bMnF080ug/geB1gEuOGfg5mj8v5WJe22icK8jBg4tK6KFEtWCJ8/u3C70QZgOWAjh07fvzc8533MzRDpDoIiNQthqEvyBjZOjkjnwIQOouh2RMMI8cTwNoCNeJMZ0cAzddkMpkbwGEsJ2PeZxhqvkxGrYV6qqUUc6cxeNbDJwXwyVB18Allh8kYZq6MlS1lWflXUN88AGBNmzZtcK86K8ysMtR7DMN+R1Hy76Q0FyiRyXpCvlfRgYmVsjNZiQDDAoAqFG36yWTcXErOfgd1eyEoK5XKUOjbxzKGgv4x8xiK/VpOy8N0of/acvgcOJaiHGQU8wGM9ws5C0azvIJh+mEa2D8DoCJ8itbc7FmCz3ph2CQESADR9vHx8cYAlhZJSSnTE5PT3AFKzQAwZ8G9Ung9Da/X09PTcQYUIRTje+4HM83KyhI8o0WJEvVsS4TPv1etWrXqwHLcGIC0OJZh7gBc3qcphshY9jZLs9sZKTMZsj2PIZIohpqtq6t7tmf3HpsA7vwAzApZhjoro6mrrZWtbnZ9odudLl1euENR9F1KKtj9R8GzAT6lzAVGxmnhkxrBsMwugMJKAMxEgNskuN5Jc9wbALRDAIxTWJZazrKSEHj/A03LjkHZbTKZcigrZ0NZOZXLyGTraFr+No5pyJAhfXrp6X9OMexu6L+zXE4Pealr94zWyjZn4HozQO9soO1Vcpa+yNHsEWhjYGtJ6/aMVOYJZXZQMnqFVCFxYllpOEBxtpRlsyDPIKj6iQ6af6tE+BStudmzCJ/10h7HySBIAljqolc6zoxi/E647paUlKQPr347duzYk5ubS0pKSu5lZmbWwr2RInyKEvXfkAiff6sojpYEMgy1F4DzOkUxdymaOUGz9EoAQjNcmoY86NRKIaDRNLsGAPGuXMZeY2jmLE3RtwEw79EAmWAEYJVAnsdg81GTApgyUrqSkcrxMAcOnZtoll1bFydUZk7T3ACoK4ZhZM4syxZDm3PA+kJejNer17ZtR3XnTs8XQx4NBrAHMN3XqXPnc+3atfsFgNSse/fucnj/DqQvgPwvYBsA2Aspmi6WSqV+cN1OJpH0ApD1gjEclFPUVxzNvQXQGwcQO59RMK9KOkl09fX1O77d/+0RvfUMrnHK1oskMlnj+NG4JeDpOEuJ8Clac7NnGT5/Swin8fHxXQA2eQDTswCgZzIyMr4FKO0Az0FcThcl6j+gpwWfa8dLqJV2yue2TdAdtXu60i97mjIkbbJy0ppxuipPz8dP59kyjuta4i4bvns6F5w+VRG9z01hucqh3YvaZEE/jlc8v2OK7pCc6bqj06fJ384a1+2xP5I32nMv5Dgpp+a6KAMW2LZrfG7+0xIuHSvQ0xyg6wuaku4HGLwhpZgbAGOpUkY6DQAQY9o+FAZJzjCTGIraI6UBHmn6HiVlb9BS5iQAXQ0AZx7A5yaKku6maOrmo3s8G1vdrCd9BfJvk9TtucTvbqiGXgywuEzOKKcA6E6VMbJ5LEV9LQPIpSjKEvLUR3ZhlErlUIVCdw3LytbANXSd2tmtW7eCtm3bHWBo2TqWUlgDrJrAOGYDhCKw6ujImS9phtkPgBsi6dQJYxPDJWMMtoWlqSqaoRMphimDsXlBmjDDib85dnZ2PXr27LlfIecq4ZmZyWn5OzDeUIqlF9AstQD6rWF1dcePGjVq0PPPv6DhOO4TgPgPIU8AvG84We0PSYRP0Zqb/ZfhE4VfBhiXMz09PRnA88SOHTs+ARA1SElJMYd7RgUFBUqM2RkXF9dt+/btPXA5X1tUlChRz4CeBnwe9O8tK3VVvFbmwa0u81DkFrsryks9FIcOenH5e10UazdPlE/RZhWU58z1P+it+OrwDC51v4cip8Sd23fAS5FV6Kb86ZdRrd6ebymRrRrF6he6y2YVuyk2FLty20o95L8UuiqiF9hKFEQLdfPMnlPmu8qcSzy4NYWu3KxPzR/yFn8a0tHV1e0EwOXMUMxOiqJPAXjewRlPRspkAkh5syyLB0I8Jlom9WJo6QGaomqBFH+USmU+FMU6UCxlQ1Gy4VB+AkvTaxmavtUUdNYbtEcYKV0G+Sdqq5a0bt26PYDcapZh9rC0bLWckW3gGNlOhqHSZQxzQ07TeOBCw3c59L8P2HyGZrbAJfAyvaFj+47BCl3FJwzD7qJp2UoZzfmxrHzhA/ikvmRYKgfHCNfaGMlcV4qRfylj6esMy1ygaOaQFMYBCcLnA7+vOhMnTnzx9dde261QKK9RLDsexjqMZumlUobegqAuZRgXmpFv7dCpw/tDhgzNfvGFbiksxQKYsiHQ74FYzx+WCJ+iNTf7r8MnCk82SktLE47VBNsLtgIsGQB0ORgPEKpJTU1dCLYYriMhbSjc0wNofQ4945OSkl7KzMx8LOi6KFGimr+eBnxmubVuv9dFOaHEXZEF9k2Os/LjAnfF/wAoc/d7chfyXBSrltrKXyKxEumScVzXMndu8UFPRXG5J7e83FMZVOaumAkAueWAh+LMTkdu5RrIs8tR4Qn5kso9uAUlrpw/gOwSqCt/ha18UJqpBEhMopM5RTmy2J1bW+rOrdrnpBwxfvwjB0r8vdKRS+Qv0VI2AAArV0rR9+tnKAE+79E0U07T7E9SmcxFm79B6CkOIDibpqkjAG9bwd7A044gqX5mFLiMG8PQbBoNdT0KnPWmQ1EE4PW0XIf6XiJRdNGWRbVCD3sA1wSWZtVylo3kaNlS6NM6GcNe5ljWAai8ISQTgGdf6PN8yLsWLnXkUjaVkcpcoV+DIW02wN8OhpFlw3hSIF3oJ8VQX7KMNFHOSHCpX5jZlMvlL9I0twjaxRnRIuj7Udz32V3SXTg8A35fddzd3btZWlrkwjM4TlGUOS2h34B2foD68Pjbdkpl2z5t27bPZWTMNjt7h8O9evUuBhhNpFkuCNI7Yz1/WCJ8itbcTITPui8EBEkAygkAlssRQAE088HO4mxodnb26V27dt0CwLxVWFhYW1BQsGnv3r3fwv33AT4/1ALqMG11okSJakF6GvAZN7V9a1wW3+eidNwyhtX7fLjyuWWjuW7Fbty7FV5c1RFvxc7UKfJ3ABrlcZOVkypmKKqL3JRbdk5XmK8Z141bMaVNu5zpygllHoqDAJwXUx25t/Y6c8tK3BTp5W7KiZmQvt+D8wIAPb5tvMIjzlIi2z2V6wbpXwN8xue7KjwW2Xf41RPL/qpkEsnLtJQOkerQRTrSh+NuSimGUHgcJs2cp2gawPBhyWn52wh6kFamA3AnkXAv0BKuv4ySDQPQswfgcwPQWwnwdhzralx3vSHocnLF1batWqfKpVKcSW68lQH4Dx2J6O85mh6AoZCg7uFSWubDskwFgi/0v4c2rxwg0IaWMj/LGBn0RaIjo+RFrFQegntUlQxjwlDMHADX/RQtK4Z0AT7btWv3JcexCQCfU+Eatz9AU7Qp9H8XQ7FfCkvpFJvJULJPGEZpjGU8PT0VE8eOHTpwwICjAJ/LWJY1YCTMK1BuMcUw/4M8dOe2nft26tD5gFwmr4PP3noAn7JfGJnME+AWt1H88YNgRPgUrbmZCJ8NwuMx5XhcJsDkdDAXgM99AJq3Dxw4QOCVAHCSEydOkOrqanLs2DFSUVFxOy8v7zaUqQB4nYnL89q6RIkS1UL0NOCTEACNfo/v6yz3kk844s1lHfNRZBW7yYbuBkjdOU256PAM7lK2kyJy4yQOnVkE7XFtZbDPRbG2ykdxb+d0peNuJ25HgRu3o8yFG41wW+CicCv35E7scFT6Jo2XtMl14QLKPRXpJR66mpQp8u7aap6KMG4lgGcAJaWLHwXPekM4lErp8zRFL9QWaxBAnrOMZvcxFH0AwA5BLZKm2BUAgPEUxeRSFI2zgtelFHW3qf2eeA/qvdO2dZtdPbq95KfdU1ovOc3R/dHJCZezKZlsuPa+TMKyKplc5zOWpVfJaJkfwN9osFFwHQ0wvBKgeIhEJnuZYrgMmpbzwLAmUE4OeYxwBpRh5PHtAD6hvV5dunT9VlehSGEondkUy9qCjWZpeqaMpuOgHlOM5ymVcb5Q5iuWlc+EOsZ06NDBsW+fPh+98NxzZQqFwhzjiUK9ExiWTWfk8oQ2bdqMfe65Tv5t23Uoa61steGttwZUdX3hRXSE+gHKR4GN14aL+mMS4VO05mYifDYtPDEJ4HMDQOaNixcvksrKSvSGF8DzzJkz5Pbt2+Tu3bukpqaG7Nmz5wzkXQo2AgC229q1a1vceEWJ+q/qaTkcPSp0QKrwlrkc9ebyKmYodiRMbv1m0ZQ27QAwM0o9FDdynORTf3J8MKuVNE3+0m4n5UfVvor7u511Y3c7KX7Jd5PvznPlAtOnKPvkuyliADYrN4xTTsmYJjctcsP9pNxP2Y7cW9oqnpaAl5hpUimTI3nCrCQankIEIFnF6Mje05arlw5AVDTN0JUMzVxjKPYcjV7xkB+hsinYfNQAeglDU4dlMql/p04SdPapl06rVpIOtEw2g5JR72EoJwBFdC6ql7R1a0l7jqb9AT5XswwbD2S5GOAzHPpkBekcJVNYSAE8AYhjqbrjOjHYvQ4GiEdQhPdKyGuvYHWj5RT7NU3TiwA8f6RZ+QKET4BXXAWr2+7QqZMu5B0DdS2C13SAzESA7c8gXziktn5O8lxnhpK9C2mpMgW3o03btttefLHrope6vRTWsWPH5QCoqTKWy4B+pkAdy6B9nGX9486wInyK1txMhM+HBeMXZkCTk5Nfz8jIyAa4vIeQefPmTXL8+HGyb98+hE1y6tQpcuXKFXLkyBFhRnTnzp0XduzYkQU2F8q/kZCQ0B7jjWqrFSVKVDPVPwWf60crupR5yL/d78FdKHBVrHQb0Lr9Me827Y54KTIK3RQ3UifLp84zewCfuCd064Q6+Cxx143NdVEG7/dS7Ch257ZmTOMWZTspdh2awW1Nc1SaFLly8UWuyj07psgnxo3muhW5KZ9DsAXg/bu/e6USltUDWFoJMHS3KTCsNwE+aXafXC4AU2PJGBnznpShqnHPZlNlf80oiiYsxVyCSj6EfjTpzATCceOzxK0Hja2xxz2+csCA7ZVK5XOSVsIpR5iOM9aYhice1deBy+qNoQ/3cCL0YpqsX79+TJcuXbBs47bAhK0P6Nik21betnubNm16wvt6yTCsE+5/xZig2j2vbSGPALvoyAWvuhK8xlOV6hyd/tznKcKnaM3NRPh8WDjjCQA5HAByD4DmjZMnTwqznGhnz54lpaWlJCsri2RnZ5Ndu3YJhtdoOTk5CKf3U1NTL4LNQUcmeJ71X3SiRIlqhvon4BOX4fe5KDwPeXIF+z0V2QiJeB/hE+Ayo8i9afjcPO4BfK4apWu0d7pywl4XxaYcJ64411nxFYZdSpzMzT3kqTi/bZwyZPskzjfPhVtc4sZtzXflPkiZoHhFW93fIgwgT1P0EgDAC1KAwKbgsN5wryYtZbYCIBppiwuSyVr3Yhk6ASGyqXK/ZpSUIXJWdouRs19IdB+ut7EYpbIvI5c7SmmZn1Qq84VXNG+O5cZjMhh+L8spSmbBUPIvGUa+jWblC+F1AvTXANJYXMpHb3RaJvODVystSKIoSBsuZWQeNNRP0/KBXbp0N2zfuctoPHse82vb86VlnB8tl7/Tvn37h86bxygrcrn8bYDwWdDejyzDfsmyXCDU9Q4kC174+NsBeQZBY3OgjsWsXD6TYRSvYtoflgifojU3E+HzgWDsOgCVzwE4Jubn518BsLyPcFlRUSHMdJaVlQmznpmZmQJsHjp0SFiC379/PwFgFe4jlEJ5PC3pckpKivemTZvwPGFRokQ1U/0T8JnvJX+n0luRWO7JlRW4yUM3e9Z5RyN8VvyOmc8igM/86VzXNCeJPN+pTducaa067HTlXsicxo0p81SczJ4u/yplsoIvcVfsLnRVbitw5ZaUeXK70Pno++FK/A76W/4IViiYfizFZACANni2P8komrlNs+xyPPtcW1wQgNsIiqKyMURSU+WeZOhNz8jYG3KW1eCeS6gKZyabFKSbMwybLGPZPZyc/UEmE5asDzK0PBmSFbosawjQh/s8vwfw+wbS5rOsbC3DymrlDBuvK5cPARi0Y+Sy+bSMLcZg9aykYZaVYuTSiTRLFzMsk87ImUnGxsb9u73Q7SPIVyuTMdkcR33Eccz7DMulsHIuCSASHaKEmVMAT0Wgn9+YVq0UO2QMDXBOfQOku5pTtCpt3bptMfQrDFfNNq1fb/ZCly65HKdIxvZhPEkMI/sc6/jDEuFTtOZmInw+EMbwTE9Pfw3gsXbfvn13cSazqKhImO3EpXVcckdHo/Pnz5Nz586RGzdukDt37ggzokePHiW1tbXk9OnTQp68vDwE0mJ0XkJPeniuYtB6UaKaoZ4mfGIopUwX+aADXsrtJZ7cgX0u3Lvbx7Wp97KWFAF8FngoMso8FDf2Osmnbn/Cns/UKbqxGDxemySJhe/UTCfl0FxnRXquM5eXPInpC++XlbpziWXuiuk5TopXy7y498s9FQfXjeUccL+ptuhfEkDaZxRFn/g9+zJpmr4jo+kVCsVDIZAEMASA3f1HZj51aOYWLZMdYOXySCj/MlTzmDPXI2oN7S9jsX2WtcYZQwDNIBktWwVpHE2zAWCrYTzTMTxS3X5OxesMw33AsPRZRiZ1g572oPEoTob+hWHoGoZiPtUuhevAp/QcAwAtY2SbEKb79u2rVLZuPQn6WA3XK2QySQ+osyvU/Y6cpX+QsVSmjKLeA0gdGBurtu9jrNrfmlMukNP0YLlc8iLUa9ixY2fP9u3bpbIsk91OqZzs5+fzeYeOnU5Bnf4ApCroqxsrpUOF0f1RifApWnMzET4fCE82AlCckZmZeQNg8349aKKTEXq7FxcXk2vXrhH4fywY/F8WHhoCKO4JrV+eRzDFGVIA2VtpaWn7wBaA2YIJsd5EiRLVfPS04HPNOAmXNFk+qNSTSzzgxR0o8lBo0qexRgsaecHv9pe0znHmlh325i4XunHBW8crGr5/d0/VVeU6cVuOzFDcS5rMjV029UFcyixnps8eJ8WXJW5cUfo0bgzOiOa6KHYUu3FxBzxkI+PG6XYCqA07OENRmTZV6fg3wKeORKF4Xkqxu3Qo5leDvqPpAFgCXB4WHHDq9kc2CADQn6bo8t+a+axzPmIItHlRSsu3UTKZBQIdVPHEGc/GQi97mqIW0rTkDU7CdeUobjxAnC3AoTPLUDk0S38PgNpfmx2loChqKE1TlQxNb4e0twBI+1GM7H0Az70wnkIAwHm4RxPyAjfSP8tY2TIAzMFYmGJZG1qYOZXHYzrew1eWpcYBvCayDJPQ79VX3VxcXNa2btP6JPQDHZPqI6RIO3TQNWylVAL8MoegzpljHMaEtmrVupqlZCtZirJmWYkhhrfS5v9jEuFTtOZmInw+EMBh25SUlGk7d+68evTo0fvXr18XQBKdig4fPizMcCJ0/poQSG/duiU4J2E5ANg7ZWVlZ7Kzs1MBRj9LTU2NBrOArOJMqChRzUBPAz7Xju+ku32cbHiJOxdX4qG4lDmNW7nSnhv33nDF67OHKPvEmuoaRg1XPoeAmjJF4XHEmzuJQeXTHZVmP5p2l68BeMx0VLiVuXNHyz254p2urEGsaR107XJUdi505QKL3BS79kzn5m60l7TCAPP5rorNYBl5zpwDxhTd66LQVMxQHNo6kXOIjf0THtIPiwFwc6CkzBGAwvtNwWJj03q6ZzFSacOpQ/ViWdkKmmIu/hp8CvtFaeYcAN4G3FeJpwBB0d+a7XxIndp3WNhKqbuXptnlNMt+j3FFAeqms6wiBqD4pIxh/gdjMtRmR+EzeomipOmQfpilWDtWwhowjMwFxjIX7DuwCgDQuXKJ/EWgygVQ35dgb2PhOvhkqwGuf4HLBuCG/H2g7aW6Ct0DKgOjVW+++dYhhmaOYh3aLPVqA31yhvxnpLRs3YDXB7zeufPzqxTKVvsZOZtIy2hvjFeqzfvHJMKnaM3NRPh8IAyRBPBpnJGRkVpdXX0dIRKX0wsLC0lVVZUwu/l7hZCK5XFW9OLFi/drampuV1RUXAUQrd21a1ccgOgUgN3e4nGdokT9u3oa8LnDUdYj14Wbd8RbcffgDMXtPFcuDa5X5Tpzy9CynblFaVO5IJyR/GVi614HvBRrwQ6VeijWF7tzs0vduU+K3BVpxe7y2kxHedRu/zqHFdwTmu8in1Dqrlhf5MqtiBur7Cs0CMqarhtb5MbtK3GTf5vrLJ9Z4CbfcHCGMn6ZfSsDdHjSZvuzkgFABdIUffz3LLkDfN5D6AOQetThScqwsgyAuHtN1YMznTizCuk5MhnzqUxGDX/uOWErwh+euW3fFuBT0aoE+vAzQOEKgMk9MhnnT9OcF0PTVQB6nwB86muzC0Kv944dO+yWy9hzkN8KALE7lJ8E5gggPFhKC3XVQv9mcTLZGgDPL+rhs23bjjZt2rU/KqflP8Blw/c6tKEHz26hrkJZ8fKLL63v2bNnBUsz1TKJsG+18R8FcmhzPMuw1+DZpcJ1R319/RG6bVt/Rstl+yiG2QH9eOy0qN8lET5Fa24mwufDwkDxAIaeBQUFJy5dunQf43vi/k10NsLld3Q8Qg/4CxcuCHE+f69wRhRB9PLlyziLeis3N7dwx44dXgCinbVNixIl6l/Q04DPAvc2PQAiZ9X4cYnVYFU+D9tBLy5+H8CpNrtOkZvM7OAMbmGZpyKn0J0rLXHn8so9uYRsJ27ex8NkvepnPX8aJ+uR78rNLnPnftoznbOvP9Md9cs4+dslHvL5RW7yTXuc5fF5ALsAtNPx6E1tlr8iGUBXCADYCVxSfxQaHzWAs9t4KhCUwxBF9dKRMExfALECKcU8NHsKIIrB5C9IpWw+RbM/Shlmikwm6yFR/fnfDppG73XZeoC/0dDv/rSURvDsT3PcAIZhs+H+MriPZ6XXP0Ombdu2r3Tu3OmsXM5dlMvpQRKZrCcto30YRjpd0kmiS8moYQCCcTTDHGVkTDn08SeAT2HZvWPH52zadexULQNAhcv6mU8dGSUbCvc2AuzuBLINMDQyXAflL0goCmOI1i+7I62+LKOY2SwruyRj2eUyRuYO9feEfhrBs4+BPuMsLu5ZxVBMf0wifIrW3EyEz4eFXoYpKSnds7Ky0gAyr6E3OwIo7vncvXu34OWOr7j/E+D0N5fhHxVCKDoq4alJmZmZXwCANjgfiBIl6p/X04DPrOBuXPpkVu94ANe/Kavw5N7InvZwqKCkKbKeadN1x2U4cgEZ0xUueKTmZlshdmSDfpnI6ue5644r9VCOxGM4tbcblDlN/lLKFG5M8hSFW9Jk+dtr/wK8PSIMPTQDYK0G4PM3l91pir4qp+kIbdl6AVey4QzUgWGacOYT64L3l6QUtY+iqKVSqXy6RCLEufyrkiPEgv0EfR4C1w8BOIDxPJaSIcxFAWC+3EXSRYGwK2fl4TIZe4WWyTegA5Kclr8DAPsp5MOx4LK/HI/rZOR0MsPSl6HMBoTP4OBgrnOXLpNhfGdkDJWLTlZwvzu0/QYjk33KsGw2wOfnXbt27fvWWwMncgrlRYqRfcZImFfbS9q3xn2kMinjzFJMDjzo7PZt2gQpFMpalpXHCDOnFGvN0LItDM0mQJuNT3P6fRLhU7TmZiJ8Nq3U1FSf0tLSQxcuXLiPgImOR7j8juB58OBBkp+fL+zpxJnM3wugCJ5ah6S7ALOn09PTQ+Pj4x/yBBUlStQ/q6flcPSMiQaYMgWoLABovN0UcDY2WkrVyKS0j7ZsvShc9mYYupyi6GtSKXWJoqkqmqE3AGDZSlpJMMj73xISipWw+jQj20AzbArDMJ5aR6UG4TGaNC3bBgCYAwOLBaAbjnAN/cuTs1yCUqk0bsW20oN8GoaRJyOAyiQN0CflOABQhtkOoLgUnss7Pj4+vV955ZX34d5ZhqZKGTkzjcLjOFk2Gerdz7LMl4ySMYafAZ2RI0e+8MILXeMZWlnJULL3Yex2MoXMBWdioXycUtl6IsBs17btOuTIGO4AAGgYAO0nLENlQfrnrVtjQPo/KBE+RWtuJsJn0wIw1MvOzo4/duzYNdD9q1evNsyAIkDi0jvCKM5g4vGbv0dY7vjx43cBYGvS0tLUycnJXcVTkESJ+nclwufvF6Ujn09JmWpp3TJ5k+AJafdYhs0B4MOA7o2lgzOCjIwBkKITWJr+EcBu2qOhmP4OcSw1VoaxORlqF4Z70gaXbywFLsXLZPLPGRm7SypjdlEsuwPgcxn0uxuk023atOkBsPcuTTO/4HK3lGZD6orWCfK9BeDphGGc9PT03ny+c+cvWaksndFhfqE46U6K1dnFQt1yhVzD6j7k2EQDkPaSUdwcOStPYDhGyCdjZT8BgI6qzyNl5JOlNL2JklG7GBmVIZMx7+Jsqjb9j0mET9Gam4nw2bTwBAr0Ss/MzNySm5t7BZfZETYx4DwKZzExpmf9ee8Ilr8l9JYHoK0A6JyEYZfg1t/yV74oUaL+vET4/P3iOMkLbF2MzDwpxd6TSB8+2x092FkpVSun6XAtxD0q/M7D3wPcE4lOObgc/jS+B7FebAO3JuBrU/te0dkH+4B56g2v6/uD6fV9RXvU2x4nDrBezCft3bt3fV317dYb1tHYsQjVuO76fPXPo16Nx1Bfz597ViJ8itbcTITPJwudj5KSknoCgHplZGTsgtf76HhUL9y7iTCKs58YkunXhM5GtbW113fs2LFt9+7dDx21JkqUqH9PInz+ISFwtWVZ1oGm6EWMlNkpY5hsVsoWUwyTwdDMVpaiRulKJBiMvSngE/VvSIRP0ZqbifD564LnIQVY7AHQ+BEA6H086QhPMjpx4oRwrCZe4+wnzmo+SThLikvzAK4VqampM+GWOOMpSlQzkQiff1zt2knaoOMLwzCvKhjmNcEJB17BjCEZ/7j+s99x4nfj05AIn6I1NxPh87e1c+fOF7Kzs2ehsxEaLsHjUZv1px7hK57zjvtCGwuhE8MxoVf84cOHMdD84rS0tMZ7f0SJEvUvS4TPv0VUmzbCjOhYSiYzYyl2NCNlpjGMdLKCpWzlND2E4qhxFMWNAmgdynH0mzKFzIJVsLY0LR8EZspSlAMrZdVKCsqzrAGYPsDs65hOUdRIeD+FltODaZoehOBLQT54/47gTATXNMf1h/svQ56BcN0L+jEc6rCCvthSlMJCCAwPZQWTywcxijporktnR1GUcgT0cQyU0XvttTfGdujQYZSMko3gaG4A1Dscz3CHNNyTKZcxjCeMbwLFsuPRm/7ll/WG6OkZjpbL6XegnyYsS9nowpjkjHwqXE+FNqxwHExbpu/MmTPb2Nvbu3Tq1OkVqLcX9l8pUT4HEP96G13d8d27drXq2rWrh6uro0n7zp0R6l+BdlVgBo+ek/+7JcKnaM3NRPj8baWkpBhkZWXNx7PeETrx9CJ0PsKZT5z1RADF899x72c9cOJMZ01Nzb0jR45cgbSq3NzcZQCeI0UHI1GimpdE+PzLopRKyXNylg2naYxHKcOTg1ayDJsiY5kMOUNv41h2rVKhXMcwXDrcj5ex7AqZjNnMyJgNkH8+Q7HfAuilMwy7W0YzmwDollKMbC5cf0XTsk00A3kZZj1NU98zkM7S7E8yRvYJQOD7YJ9Bu4tplkWHnW9oll4BaR4Adp/D9U9QbgOkLQVYnAR1b8WtAXKa/QH6sASdkqCNBEhPZWTyjQzLpNKsbFnnzl2+MdA32NaxXaeNMla2FuraxMhkcSxN/YDAiP1mGQqDvqfAeL5sq9vus3ZtOy2GZxAFbS6D/q2Ffv0CeeNatW61AUD2Z2WrVhtgzHOHDx/e9bXXXvtYqWyNZ7ZrIJ+bjKIsFDKZS7u2bRd16fL81tZtWu8YOXKkS7t27eYAKDtCPR4sS4fJZJQlPO9H94/+tkT4FK25mQifvy2AxkEZGRk/46wn7vGE/8cPebwXFRUJAIowivfPnj17D94fAVDdAOU+g/LhSUlJQwFgcdO4KFGimpFE+PzLojhO0g3A61uAriiw7wHKfobrJDmAHUvTCxWs/OsuHZ5bJ2flOQBruE90G9hWgL81cP2dTIA1WQ6A33IGj9RkaABQ9nuwnxiaTYL6EurgU7qRpZjd0EYy1P2FgmG/AaDcBkCZytJMPC1j1wCo/szRbCBCIUIwgOJWeMXTltwBcnOhziQovxQhl2WYZIZl0xk5vAJgQplMuN5OMfKv9Xvpbe7c6fnFUHYVWCqkwVioxYySMWFl9FKGFUIfZQhhmCjZuywCtADMzBaGlm1jGPpnGOP6tm3arO3SpcvP7Tp0TMR+dH3uube6dukaKZNxcwF6EZQ/gzIuMpnCvU2rNt+279h+A0BwQt++fce0Uraaw7JcMPQ3DJ4jxvwcC89bt+6x/wGJ8PnP2jebisnyJACs5HKyKB6um8jzXzcRPn9TOikpKRPS09P34qwnnmxUL3QiwhlPhFI8BQnjf547d+5+SUnJNdwjmpqa2i8uLq41ZP3jf6mKEiXqH5EIn3+LGDktHyhnmImMVO7ISBlHeO+ooGQWGB6oU6dOz6t6q8Yr5fKpFMfay2QySwVFmSspahiA20jMy8ilUygWl6eFpfU3cUmdoqjhuLwuoyhLIY9U6iiHuqHMcI7iHMDGAfTZQD5bjqJGMwqmH03LhwDM9YU85gBrDmBjII813OsjlTJTIO9QWk4PwaV8uD8W7k/EGUW8D3VPgnYHsRQ3nqUoG+w7lMcl79FyGBe8jgL068hy1HipXOoIZdFeg/H0xjFxHIfL8O9AX6fAa3/oE/SRHfdilxfNXny5tznLceM6duw4WP/lXg5yRj5FysCzkssdsc80zQ2Adh2E5XmGmYxxT+HeW3BvLPYN7plA+wbt2rVro33mv1/PKnwuiCsnS5MOklVpFY/ZytRDAH7lTZZ7qra5jCzYkEPySitJ6aFjZNPOCvLd1iby/cdNhM9fF4ZcAvh0zczMPIBL7I2P1MSz3tH7HU89wtnPysrK++Xl5dcgb05GRob+3r17Hw3NIUqUqGamY76cfbUft6TKV+GO31u1nhIFGf/HzxIXJarZ6lmFz3U7KkjhoZPk7IXLj9mJU+dIfE4l+eYfBr9vtpSSJZuyyOWrNwRQyCw5RRbGHWgy73/ZRPj8dWmP23QBmNyPs5yN4RPPeUcg3bNnD8nJybm/e/fua8nJybsxPigki2FGRIlqAQL4fKPGh1tb5SP/udaX86/xUY6o9NQ1rPRRPC98j/m26nDMu027ysA2bc97tmtz1r996xOhEmXjc9VFiWrWelbhc/u+GnLy/PW6X+RHhPvjdhSfEOGzmZoIn7+uzMzMdmlpaR+lp6ffwv2dt27dqntSIDxes7y8XNjrmZubew0gNQ7A8y1tUVGiRLUAxcZKpLW+iterfBWaGj9FerUvd7zaV3Gxyk9xFO5lV/lyW2t8uWU1/orvIP0zeD8XbEat58PnrosS1Wz1rMMn7oGrOXWB/JJe2mBrkwvJ4vjix8p8CzD63TZ8LQNQLBOWyR/Kg9ebS+B93X3Mg3mxnJC/cd5GhnmEereU/C74fNAPbb2P9kMw6GOj/jadp2WaCJ+/LoBJU4DPTTt27LiP8ImB5euFoZVw2X3nzp2VWseiN9auXduS97eKEvWfFPGUMAdxRnOGsvOJQNnLxwMU/aoDFNbV/opptQGcH8BpVK0v9261DzcXoPSzKn+lvwifolqMnnX4vHX7Djlcc458t7W0wb7dUtoAiwu2lZE1KfvJnpIqcqTmLKk6eYEcqT1L8vZXkw07ABo3Fwn5EPDWJOaTvcUVJDHnENm08xDJKqoiFdVnIP95sq+8hqzYXtQwm4r1r0jeTzLyjpBDVadI5fHzpOBANdmcvJtcvf44fGL9y5PKoM6jkP+M0I/K2nNCmS2Z0E9tP9BBadG2IpJZcJQchHzHTlwgh46dIpn5RwRHJszT0k2Ez18XLqEDVCZgmKWqqiphJh91+fJlYdm9oKAATy2an5iYaAT58Cg0UaJEtWCRWIm0JFbCnvKR6B6LbNMOv8uOBim6VHlxXWu85S8e95F3xyV5zKctIkpU89Z/AT4rAD6byoPguXlXBYDhBXL5ynVy5eo1cuHyNXL1Gr6/To4dP0uScysBDEsBEveT5N37yYWLl0nt6Qtgl8j5i1fI9Rs3yG1o4zLkP1B5kny/rUQAz+WJZWTfgePkwqWr5MbNm+TatWvk0qUr5MSpsw179Orh8zsAz593HBT6eUnbj4sN/bhGak6dJzvyj0K+ErIAbG/pUXIW2j5z7gI5VnOCVNeeJAeP1JJtmaVNjrOlmQifT5bW2YgHAK3Gk4wwtBLCJx6lWVxcfK2wsDAVoHRuRkbGO6JzkShRokSJapZ61uHz7t175MyFqySjsLbB0Nnop6QDZHVaOSk+dFwAVITOzMIqkrSvmmSXHocy14T4iDi7uCKplHwfX04y8iqEvLfv3CGnz10mhRUnSW55LTl28qIAANdu3CLrdhwSlsJT9laS0+evkJu37gizk1j3nrLj5BzA6L179wWqqofPZUnlZG9ZtVD31es3ye7SGpKcV012ltSS42cuC+0dO3GerEsthbz7ybkLl8ldaG9vaSXZnFFGtmVXkDiw1ckifP6angX4xJlMgM+vAD6vYJglPFLzwoUL9/Py8m5mZmYuTE9PtwPTg3x/PO6aKFGiRIkS9U/oWYdPGBvA211y8cqNBjt09ATZkHmIJOw5Qs6cv0Ru3LxDig+fJAu31S3H/5CwnxQdPg33b5NT5y6RhOzyh+Dz7t37ZO+Bk2RFygHyY0IpSc8/Ru5AG7cBdOOzD5LF8WWkCMD0xs1bAKDXSBqkL4C6f4R6dxYcFupF1cPnpl2HBQ987CfC7pLt+8k3W8ugzf1kz/7j5DoA6fmLV0n63gPC0vylK9eEceGS/IaMcshfJsyK4gxqU8+ipZkIn08WQGXH5OTkHwBAbyB84glGBw4cuAowugmgs/+aNWvEoPGiRIkSJap561mHT5xlvHrtBqmoOt1gucWHydq0/SSzuFbwFL509SZJ2nO4kfd7GcksqiEXL18nFy5dIZn5hx+e+bx9jyTsrRH2X369uZRszqokN2/dFQB0+84isnR7KTlUfVZwdjpce4GsSz8o1Itg+9OW3Y85HCXurRKcRq4DlOLy+sK4BzFIk/cdI2cuXBG2AeSWHCHfbysmZZWnhRnSKzCuyuPnyO6SGrJxJ/QxToTPX9OzAJ8Ame+AJQGE3sfz2zGO565du6rh2hbei/s7RYkSJUpU89ezDp+4H7Oy5gz5fmNOg323YQ/5bksxySo7JSyX42zotl0H62BSazsKa8j5S9eEPZs7Cyofgs9bAJ/xuTUNeTfvriI34Z4An5kF5KfEMoDO88LezkPV58jK5Lp8GGpp6ebsx+AzJb9WyIvwmbTnEFmw7UE/EvceI6fO18En7vVEQF6TjjFMT5CT5y4LS/03b94iVSfOka27DgiAW1+2pZoIn08WQKYjwOeejIyMuxhE/siRIzfhuig5OXl0YmJiH/G4TFGiRIkS1ez1rMMnwmJTDkcYxmhHQY0w43jl+i2SWVgt3BPSABKzi6vIpctXydnzl0hyzoE/BJ9LEkrIwaq6mc+qU5fJpqxKAWzR035dUh65cu2mQFX18JmQe4xcu3Zd2B+as79WaAvrRZBMy6sk5y9cIhehL5l5h4R6hPBOm4rIuvRykn/guOCcdOv2bVJRfZYsgDbq+9VSTYTPJwsgsyvA5veZmZmXcnNz7+Xl5VWnpKSshvslYF/D++7arKJEiRIlSlTz1H8VPjEu5rasCnLy1FlhdvTo8XMAjfsB3srIiu2F5HDNWWFWFEMe/Zz28J7P34LP77cWkrzyWmG5H73o9wBQ4j7SVcllgnPSnbt1oXHq4fOXjEOkqvak4Bx18uwFsjL5gOCJ/1N8ISk9fELox6lzl8nmndCPuDKyMqlEeP1uWzlZkVhCSipOCDOnVVA3nhf/0DhboInw+WThzCbApwbsaFpa2jmwFWAvA3T6g70iznyKEiVKlKhmr/8sfIItSSglOcWVArjdATt15hxA6Fly4dI1ASQvXrpCdhUeId9uKf5j8LmtFMD2sBCOCfec3rx1W9g7ikvnOEOJM6LwzBvg84f4EpK+71DD/bPnL5BjJ86ScxeuCO1hyKV9ZccAaovI+swj5NLVGwCa50jxwVpyuOo01HuDXLt2U5gFFZfdn6xnAT5BOunp6a+BRQCARgBwGsDzkcbFxcnw2E1Mr8smSpQoUaJENVM9q/C5OfsYOVB1hpw8fV6AsqbyCIHdE0vJrrxD5PTZi8LpMLj8ffnKNVJZc5ok7zlEfojDk5DKhJnIbZkl5PS5i+Tk2UtkY9bRhnrW76wkJ89dImcvXCJbMkqFvAirSblHydHaM0K9CJAYHzRpTwU5cKSWnIH8yQDIC7aVC57tSwGE03IPkJNnMOboFch/TYjxWQ0QugOgd0l8kbAdAGdnSw5WCaB86fIVIXbo8VNnyZ7SKsH7vvH4WqqJ8PnrSktLkyclJXVAE2N5ihIlSpSoFqdnFT4XJRwgK1PKydrU/WR5ypPHhQD6YwIGea8g27IPk4Q9R8mmXRVkTRqGTII8m+v2UKKjD4ZQ+jntAFm74yBZpN2XiYagifE9f04/IJSp95pfnFAO9Rwgm3cdIlt3V0K5Q1AOTzIqJesg75LtBxryfguAi/VjPZuzKoRYpFuyDpO16QDAAJzfaPuB/V2RfID8suMAidt9hGyFvD+nHyRLEw807Flt6fa04PNEqLJzjb/sw5YOn6JEiRIlSlSL1rMKn4IhsG3Cs9ibSHvMMFYmznAiCCLoPWH5ehOkaUHwIXtiW2VCfRh4vr7OrzCvUEdTbeBZ8XX5EUif1A+E0e+21eV9FpbaG9vfAZ+ESHTwbOTaEN2ONYGtDKr9ZMNr/OSh1X7yjdW+3Nw0UwmtzSpKlChRokSJ+if1TMOnaC3Sfid86uwFuKz2Uw6v9JFPPuojn3bMV+FU661wq/HjfKr8FOEAme/W+Cg+q/LjFtT6Kb4C8Pyqyl+hqfZWDiPi3khRokSJEiXq35EIn6I1N/u98JnmJJHX+Ot6V/nJP6/24b4HW1Lry62u9uMSqn0VewA+D1f7KM7C64VaPy6v2k/xDVxbH/Zs10ZbhyhRokSJEiXqn5YIn6I1N/u9y+5kvIQ66qt4vcpHYVntqzu2xl854bif0rHGl5tR5SsPq/LhPoD3C6t8FesBPDcDhK7E2dAqH/kQXJbXViNKlChRokSJ+iclwqdozc3+boejWs8uihrfVvpHvWVuAKUAofIv02LFPZ+iRIkSJUrUvyIRPkVrbvZ3w2e9npVQS6JEiRIlSlSLlgifojU3E+FTlChRokSJeoYlwqdozc1E+BQlSpSoByKxErrETdK+ykfWuyqYe7PaT2F1zEc54bivwqnaj/PCCB+1vrqjK2O7y7VFRIlq3hLh81cMY2luKiQLNxeQrzC+Z1N5/nErIws25ZNf0krASskPCc9WjE80ET5FiRL1X1e1P9et1pcbXePPvV/tK1sN31vJVT7y1GO+3LYaP8Xaal9uebUPt6jGV/Fdta/imxpvZcgJx+eU2uKiRDVvNWf4/CGhnGzadZik5FU1WGJuJdm88wBZmVRKFm79vQHk/7jhkZdbsw6T0sMnSeGh42R9etP5/mnDU4w27igllbVnSPWpi2RbzrEm87VkE+FTlChR/2WdCJX1QOis8eWWAmTOrfGVh9X6ydwANscd9VXYHvNWjqzyl5vWeMsHwr23qvy4N4976xqJh2eIajFqzvC5PrOSVB6/SM5cuNZgp85dIdUnL5CDVWfIzqLqp3aeOZ4wlFVSS27cuEnOX7pKkvccbDLfP23YL+zL1es3yZ1790la4Ykm87VkE+FTlChR/2Wd9FOOrPbjVgmh4by5/oe85S+e8pHoYng58YAMUc+EmjN8bttTTW7cukugf+TC5RvkyInL5HDteXL2whVy6/YdcvHKdbK7tIZ8s6moyfJ/xb7dWk625hwlJZXnSP6hU+TntAdnuf+bJsLnn9d/BT5jY2PZoMjYnt7BvOmMQN4iOCL2TbjXHpLEHy1RolqAADrHVvlyC4/5cA7aW6JEPVtqCfB59+49sv/oWfLLzqNkDUDgzsJj5NT5KwKU1p65RBZvLWgos3BbGVmeVE5+zqiA/EfIOnj9KemAsIz+oO4y8n18OVmRclDItz7zMFmdWk5WJpcJtiShjCyA/EsT95ONmQfJhowD5PtGS/x4lvri+P1kVepBoazQzo4KsnR7GaQ92BuKZ7r/GF9KlieWkR8S9pPv4/aTNemHGvL/uL3+/HZtfmhzyfbyhjxoa+H9Urj33da6PL8Gn9+AYb9XJOGscV2/1kI7SxIPNJSvM2gH7mHdmAefAT6zhdC/B3n+PRPh809JZ/z48ZSnZ6xiRlDs8Mkz+A/s3fgtls6a1DEe/PLwGM00f39/WXBwbHsA0W7aV3GJTpSoZigRPkU982oJ8HkH4LPg4Enyw/a6JfaVyfsBRs8IZHL6wnWyKqVuVnIRAOXWXRUkr+wYOVJ9ktScPEeO1JwhOWU1ZHXagQbQWxxXQuJ2HxH2clZCvqM1p0n54SpSeqBSsLTcQ2QZgmdGOdlXcpjsKT4swCKWRcBDaE3bV0n2HzlBak+dJ8dPXySV0M7uoiNkTSoAIAAi5v0xrpgkZZdBHUdIyt4jJHFPJTl07DQ5ceYiOVp7lmTkV5JlAIqYdwFA86qU/SS7uBrynCTVJ+vqPVx1mmQVVQmgiG0/CT6/AbjEPbI4/sLyY+To8TNQxzlSAeV3QZ1r0w4J40cI/zG+GO7VkENVp0jV8bPkSNVJkltSSdanN4/ZXRE+f10IjfXgCK/S4OBgLjo6umtUVKxJRIS6j6OP5peR0/mbJqPV93rb8uStieor4dHqxKioKNU0H820ab6aGI9g9ZTQmJgeUIU4GypKVDOTCJ+/roMHD8pKS0u779+//2XRmqeVlZV1qa2tVWg/ssfVUuCzqOIUWZZ8kCxKOEA2ZRwgh6tPk3v375Oa05fJDwCTCGbbAe7OXrxGbty8RU6dvUBqTpwhFy9fI7du3QE4PEmWJJRCvjKSuLucnDxzgVy/cUt4rT15VljGR92G19Ijp8k6gL2dAH3Xr18nF6/eIqkFdZCH3uVllWfIdWjj1u275PK1m+TS1ZvQzzsEniWpPn4KQPcg+RYgcW1aOTl47Ay5CXWeu3iVXIP2rt24rc17n1y7dp3sKqoWwHNpYjnZU3SY3ITxYn2nzl2CMlfg+o7QN5z5XQTjfBJ8LorH8R8ll6EsjuHE6fPQlzNwfR2ex01SduQkWZZQIuTbtW+/UOeVq9fgGZ0Wxo95d+YfFjz8G38G/4aJ8Plk4exlZGxsbwTH+fPny0JDQ5UAnq+GRWpigsI1v4TMVLvbuqpT3hivvoPgaWinvj18qroiKko9L2CmZt7IaZqTw6bxd6f68nlhUTFe4eHhrbRVixIlqplIhM8nC34PpJWVlQg4XwGEfida87QDBw6Eg72q/dgeV4tYdgeow1nMrMJKsnd/LQDjJe2ezxsku/S4kHfB1hIBou7cuUNKDh0nq5NLycItRSQ+53AdqAHAJuZUAKgWk0PV58htyFd85BT5Ib6YLEsqIyWHTwrL+GUHj5JVScVkwZbix+ATATd1zwGAwxvk1p27JP/gcWG2cgVAcWbhMXL37n2BlnYBxP2Y8AA+UQiER2rPkF92lAoznheg76jyqnNkFcDqD/FlJCGrjGQV15Bl24vJ99tKyeLNe0nRwRqhXzgLujox/4nwuS79IKmsOgnjv0vKKqrrtg7AGLBf5y5dE+B3R/5R8lPyIXLu/AUBfjNy95Mft+WTBZuLyE/wHJZDu19v/vdDN4nw+WSpZ89+JTxK/UN4pHphbGzsoDlz5vSKiOaDPALURybPUN/0Co7xConkF4334k8OmKi5//ZE9TH/sJhvQyJjw0Y48VeNR/Fkojd/LiyKX61Wa2Ki1LGjcLleW70oUaKagUT4fLLS0tJogJo3AT5vwCsRrXkafD474XW09mN7XC0BPlEIS7cBrBAicQ9oDYDm9t0HyfcJuB+yjKxNKRZmFm/fvk2yiirJyu0FAFQFZNvOcgHcsExWXilZnpAPEHiO3Lx1i+wpqyVfbSwUlvOzSqoEyDtUdYasTD0k7L98DD637ieHjh4nN6ENDHO0NbtSuIeGZRB+sZ/lFcfguvwh+MTtATi7iaGSvt9aTCqqzgpAWlF9hvycXt6wpL4gru791+hE9XMWySo4RG7cuEFOn79CNmU0veyOe0sTco6Qq1evCTOlabnlMP5CYfyJ8IxqTl0gV65eJXtLjwizv8dPnBRmaXH5P3kPgHJ8iTDjKbTbDEyEzycLgLNzjEbjFBal2RIcoVkA1y9FRsbqA4wWT5yhvuITqk6f5quuHDxFfWfIFP6Ye6Bmq1uAJm6oo/qSgR1/v4c1T14fq75v5cxfH+fFn58wQ70yOjq6i7Z6UaJENQOJ8PlkifDZMuyZgE8EupozV4S9m7i38vrNm+TqtZskd/9xYcZzIQAbznBiXgTIq9dvkfOXr5Nzl64LS9gIrTh7mld6iPwYV0jyy6vJtes3yImzl8muwkqSmV9Bzly4KpBOVsFhALQ6559H4RM94M9evCqAW1nlKYDLB+GXlsKzOwBAeRf6WlV7Utij2Rg+T5y/LkBqXf4yUl59gdy6c49UHDtJfk4tEQByaUKxAM5Hak6Tk+evCn1CyMT2ED43ZwJoNwGfuMc0Nb9aAG8c/+VrNxrGLyzDw/hxHEUHqsn3caUkZe9ReH43hPtXrt0itQDnu4qOkaXbm0cg/WcJPufNm6dUq9VjABI/AdMHk2qTfrdwqT0mJtZ8ZjS/JJrnbaCOV9VqzayYGP5/PM8PjorRfOsdwp/0DNZs9ArkU96ZpD7db5z6nr0rXzndl8+G95f1bPn7LwN4drfiSU8bnujb8WTwZPWFSTPUX+OeUW1TokSJagYS4fPJEuGzZdgzAZ8421ly5LSwPL0h8xCpPHFBAKea05fIlqwKAT637zkCee8Iy+6HKo+TnMJDJLvggWXlHyIbMsrJwm2lJBcgFvc74r5N3Fd59sIlcunyVQDF02Q1ACN6hj8JPhHoEAb3Hz0tAGZ9X5cmHiTllScFyD1WfaJJ+Gw8tvLqi1r4PEF+Tikiy5MPkMJDtQDL18mZ8xdJ6ZHjZE/xEXIMQBSh8tfgE8efVlAjjB2t7OAxsqew4qHxZ+47RDbtrPP6x5neuOzD0N4JANzL5CY8hwuXrwkzwQu2ins+/04BKLJgJgCJY+G1M9z6Qw4+a9euZaOiovr6hWmSI6I1qbxGsxTqMoO6Br377rtOGo3Gn+c1m/zCYqeHzdT4uwZodr01gb/y2lj1PQd3zdWJMzQXDAA0EToftVdHq2/ZuqqTwsNnmWqbEyVKVDOQCJ9PlgifLcOeGfis93bHWb6sUoS0G8Iye+HBE+S7zYUAcHXL7nfv3iU5xcfIysRisiS+3orIkrhCIQzTsuRD5FDNeXLp0hUAw5NkZ0GlMPuZlFNB1u041OCp/qRl98rqU8J+0xpcdt+tXXbfXCqENzp19qLgBFVWUSMEv/+98Lk+tZhs3FUpOAdh+d1Fh8m69HLyU0IJ2VtW1bDs/iT4xL4m7Kkk16Cv2Ldd+RVkRWLJg/HHFQme9zjriQ5X3wFgomEft+85TI4ePy9A67GTFxu87/9NexbgE+BQ+v7773eKiYkZNHv2bD18D/f+cGijuXPntoqO5i1CZmq+jIrmfwDY3AX2mVqtiY2Kjv0hIpr/Bq5doG5Lj0D1LyOmqU+ZTuXvWrmoD03x0eTZumnO41J7U/Cph57wE9Snx3lpFnh6ejLaJkWJEvUvS4TPJ0uEz5Zhzxx84v0NOytIJQAT7uM8fuYyWZVSRn7YVkhOAvwhfB6pPU+S91aS9QCT6zMqyJZdh0hq3jEh5ubKlIOk6tRlASorq0+T3YVHSBbYjryjJGlfFVmTdpAsiHsyfO7MqyBXrt0E0LtJig+fItt2HyZbsyvIntIqcuvWbbBbJCX3kBAH9PfC5y9pxWRz9jHBSx+3GGRDfzDs0ZbsI+RQNe4N/fWZT9yv+UvGQVJ94qzwrI4ePydsQ8Cxr884RLZlHxZseVKZEI4qo+AYgDPGED0IdR4Q9p0ifFadvER+ShQdjv6KoqKiOoVFxfYNieLNwqI03gCJn82aNcsUl861WX6vdLAunucd1HzsVwCYHmpeEx8Vo6kG7kyI4d/9MTji3RTvEM226OjoN3E21CNQs3XEdP64vRt/3COI3zLdn98yaLL6QlPgWW99R6vv27rwOZGRkR207YoSJepflgifT5YIny3DWjx8Xr95RwCqvPLjDfC5OL6M7Ck7LiwXX752S4hjibCYkXeYnDpzUdjPefLsJXKo6iyA1Tly7PhpcuL0ObIquZQsiS8hB47VhVa6DgB35txFALtLQogm9AgvqzxNfgZoxeX5TIC0a9euCfCZkn9ccMhZmVgqLK9fuXadXL5yjdSePk9qTl8gl69eI1fhXllFLVm+vUSYDV0DUHzg6CmBoI6fu/bQ2PY3wGfdns/V6RXkSA16698VQPPA0dMA0WfJaejf9YaZzzqHo+3Z+8kV6PtteC5phXXe/ku27yfp+w6TszAWhNWaU+eEsSNYYqQAjEmKcUuXJh0kNcdPkepT50k5tHEY0vH40AuXrwrPVFx2/3OKxVOFwmPfCIjQuE30Vs+3cubjx7qr94TO1MQDGL6F6dqsv0uhobGdQ8I1k6F8QrRaczQogl8aHcOfj4jRHI9Wx34FEOoGsPntlBmassm+/LvQxtthM/nRk7z42Y4+mlj/UH72uBmaxH5j1Xebgs56MxnNE2sXviSK59/B2Vpt86JEifoXJcLnkyXCZ8uwFg2fP2ceIYdqzgnLwugkg6cS4X1cOt606wgpO3JKALbs4mPC/QWb8kja3sOCx/qJs1fIqfNXyYlzV8ixkxdIwYFawdt8eSLA59GzQnzO6lOXSN7B06Tg8Fmy/9gZguGXcD9nVuFRsjShhGzLriAHj50SYmxuyj4qtPHVphKyLqWE7CuvIVUnL5KTUP/Jc1eFJes8uIce5vXB7H/aXkqyio6RKmin4NBp4V697So9SY4cv0BySqvIiqQy4fSjLTgLWQWgDH1Hw5BQ+/ZXkeKD1aS44gRZm4pB4uG5pJWQgwDWuPd1y+66fuHsJ4aRSss9KNw/fvZy3fihHpwlzi6tISuSy4WZz6yCCnL0xHmh39h/nCnNLqkiK7XB+v9ta2nwicvpMXPm9PAMil04zZfPHzKFP40OPSaj+KtjPfgdAHbDMB4njOP37vfUCQ+PGhEYrtkKdjUqmi/zCeX3A3yeVKtj90RHR88Mj4y0dg/go8d58sUOHvyRaJ63GjduHIexP01NTemgsJiRE735TYMnqW8bO/DXe9s0DZ/Go9T3bVzU1VExfDSWxbbruiBKlKh/SyJ8PlkifLYMa9HwibOH324qIAs37SMYouihNDDc67lwYy75dvODs90RTBduLQbILCXr0gBkkkrJom1Fgjc5pqfmVpBzwiznNZKeX0UWbCsVZvtwSfrCpTpP9rz9x8jy5DKhzILNBeS7TXsfa/9bKIP7KTGe6OqUMrJYaOPhJWvsy7dbioQ6GvcRDfdcLsS6If2brVrow/Fu2EtWQZ9xz+oi6BvO6H4Hz+A7HCe8r6sXysI9oV7tuOrtm811418JkL0urZysEOop0fZfWx7a+X5zvtDvVUkl5Idtxdp6/v0ld7SWBJ9r166lvAPVRq7BsT4O7pqyQZPU94wc6sCul3C6EH8zaCa/y8UvZqRfSKxhWFjs8+hdDmNqDHk6M2fObBMcHd0VQFYBphsWFeMREsmXh0VqLkZEqlPVavVKgNCUGLXmeEjYzPTA4PB5oeGRPv5hfJBTAL8GyvRGCNbWJ4mJiXnRLYCPnDyDzx3lrk57c7z6Qk8b9f1H4VMFfbV24S9GRvProXxbMHH2U5Sof1kifD5ZIny2DGvR8Pk0LG3PAcHDHU8aKqk4STZnlJEtOw+QveW1wr5HnP1MyjkgAGtT5UV7+taS4NMToNErMGbVgInqK31H8wRPFaoHO2MAOysXDRk5nb8/yk19ZrofX+kdzH8TOjN2KMImwiLCq6enpyIyRjM1JCr2p5AI3iwyMsYyOpoP8g3VLJ3qo7nv6MPf4Xm+IjKGLwX4PBUeERUfFhExB4DU2snJSY51aLvTIHhmOoGBgW0xhqdPaEx3j0D++1dG89cfdT7qCdf9x/MXgmfya8aPf7weUaJE/fMS4fPJEuGzZZgIn4/Y0sS604wwziWGRUKnpfpXDNKeubec/Jjw7+97/C9bS4LPcS5RnabM4CsM7NR3Xm4EdTjr+fo4noyYpiEIfGD3cebR2EF9x8qZPzQjWD0XgLJ/VFRsX1wyD4+K3RgexZ8FCNzl6s+XeQXzByKi+QLvUP66nStPZkbxt2LU/H41zx8G+wlDLM2aNWsYQqy2K01JB54dmnS6V3TXcZ6xJYZ26luN4dMI+jNiGr8viudNgVjFJXdRopqBRPh8skT4bBkmwucjhsvPePQleoLHZZWThMwikrCzmGzdWS4cL/n9trp9lU2VFe2fsZYEn27Bwe29AjWpJqNibuCsJwZwx2Dur47hyXAATwP7B6CHhiCqB6D6xlj1BRtn/ugkb81BC2e+xtKJv2w+jb/Xf7z6hvl0/rxbAL8JZz+j1ZqooHD1Z7xGswydinzD1Fun+PCnwU65BGnKwdaGRGrGa5fcnwiPkK4IDNd82H88fwbBGPuCsPz6WP6oe2DsbEiXa7OKEiXqX5YIn0+WCJ8tw0T4bNLKBK9xjPv5/bYSwdC7/ZvNJU3kFe2ftpYCnxiDk+dn2eBezEnefMGEGXzlaA/+irmT+r7pFP7+wEkaAUQbw2c99PUCSFU58Pf7jFLfMwJANbTn72MweDwC09JZszcgnPcEIHwerKdarbYNjdJ8GhXFDw6NjPXDIzN9QjQHfUMRQtUXbF35nJCZsc4hMTEvaiH0MQUHf8r5hr/7JbR3DgEY+nW/72j1TUsndUpYTKylNpsoUaKagUT4fLJE+GwZJsKnaC3OWgp8/vjjj3KAPTy9yM43grcICI2d5BMaG+AeyC8Z5aE+3H88/5iDz2/Z6+P4uw7u/OLo6NhXx48fLzgzOftrlg2YwJeOmKpO9Armv/AK0aT4hmrKwmbyh71D+dtWLuobAKwFHkGaFZgfy2m72CAgWYV/qOZHYwf+IgKx8SgNGTJFkz7NTzMRxtBRm02UKFHNQCJ8PlkifLYME+FTtBZnLQU+oV86GJ4I4A3r0kEvdnjfPpLn+7kG8p/YuvJXjOw1TUJmU4ZQONxRXTnFl58B9baGuqQ+QWrj6b6aeH1b9T0TB/U906l8xbBp/KkR0/jz4z35s05+/B1rF/7+GE/N/cBwzengiOgBWK6uhw+EfQwK52cAENfi9oB+Y/m7Vs78Ijx9CdI6gilwJhfGJHq7ixL1L0uEzyerHj5Ly8puxO/IIxtS88n6lIIG25yWT3Zk55O8wlKyPjkP7jVOzyfbM/NJbl4RSdqZT75enU527C4ipWXlj8FTadl+SCsgX65KJQvXZ5LEjH2kqLhUSMsvLiPbdz5o81HDPmRAWcxbXn4A2ismP27IJN+u3UF+ScwhufnFDe3s319O0rPzyEbtODYm55JdOfkN6fWWCP2tG2s+Sc0uIsWlZY/lqbcy6Ht2bhFZG7+bfLduB9mamkP2lz8Y446cIqgLn83D/U7dlfer9aJlQl9Xbs0i36/PIPHpuU3mQRPhU7QWZy1pz2dTgv7qhMTEDnQP0mwYPJm/3RRoNmV6tvx9W1f1Lz4hsYOwDqzLJyz2efcgPvqtCfzlntbq+xg/FOER7ZUx6vsDJ6rv4fL+ZG/N/bBI/lJkTIx5U6cpoUd8VFSsCUDrfiMH/j7WN9ZT/R3P86PDo2I103w04Z6hmvDQmDndAUT/8DGgokSJ+vv0D8KnTuSIVh1iTRXPfzpOwuF13e3HFQvfmR8OatPuQ5s27eCyyXwE7qNpLx/TZluJIm40122nq6SV9tYfVj18FpWU3fhwaQYJ/TaTBH6dQQK/2iGYemEaWbIhHQCtAK7TH0oL+DKVzFu+g8QBjH29bheZ8O5msjJ+L8Dk/sfgaR/A6xerM8g4zUYy5b048vGSVJKeVQeFGTmF5JMVD+oV2vga+vFV3b3oBalk6cYMIS/C5xqAQI+5cWTirK0k4utEsiEpp6EdBN8lm3aRmQug/DeZJPSrZPLT5l0C/NaX31dQQt5bkkmCv8kgAdDOgg17yJ78koY6GltBUQnAZi75bGUm8fsskTi+t4V8sjSJlAHk1udZsiWHhH8H/Yb2Gtt3a1IFUG5cX70hlG5K2UPmLk0nXvO2k2nvbSJfr0lvMi+aCJ+itThr6fCJCp87t5VniGb8eE/+fFP7PpsyAzv1fQsn9Wb3YH40hkjC2ch58+YpA2Nih0yaod4D6TebKqdnq77n4MZfCo5QH4iKUk+Ccu213WgQPEMdnOEc56VZ++pY/sKQKeqT0/3VX0eqNbN8QzSXrZ35W1P9NGf9ImNHYkB8bTFRokT9C3ra8LnAU8JkTFf2LXZX2GZNUwZlOiqi4P30Yg/lsBwnxfONATLLrXX7IlfujVJP5cRcV6V/jpPSv9Cdc0icqGuU5iSRY940KLPXRT4o340bXwpp+yD/QX+JrHE9aT4S3b3O8sG5TsrQuEmK12Ilkj+1ylIPn4XFZTeCvkwh495LIb7z00nUwgwS830G+XDpDrJiSyaJz8gno95NJJM/SCUh3+wQ0qIXppOv12YKM4Ef/JRJRs9OIYs27yX7ih6GT5wlTN9dSLw+TSTj5yQRh1nJxOPjBLIuIUeYqdyVWyTUg3XOXJBOxs7eTuw0CcTjkyQS+V06eX9JOlm9bZdQV0npfvLu4nQy5YNkMnpWEpn8XgKZvyoD7tfNMGL6/DU7yeQPU4k91DEqNp68B1CdvbewIX1tfBZx/CgF2ogn9rGJ5IPlu0n2vrpZ2EctOXMvmbM4hUyds42Mgbomvp9MZn2f+NDs7mdrssiEOfFk2kdJJGbxLqL+IUuwJRsyyF4A3cb1oeGYs6A/wZ/HkSmzt5DR724no2PjyP9W1gF2UybCp2gtzp4F+EQFR8QO8Ajiq9G5qClofNR6QL43J6rv2rqqEx19+bBJ3ryNU2Dsq96hfH/fMH6R8Sj+UuM4nei41NtWfee1seoTbgH8hshoPigmJmYQQGZbbRceU0T0LKvh0/h4a2d1zjR/PiQwUjN5mq9m76tj+CN27vwOrzD+nU8//RRnQESJEvUv6WnCZ2ysRJo4Rdkn11n5EwDnwQovxeFKb+7AYXjd76nYU+LG+aWNl+giOG507dCq2JMbU+6hWH9wBldZ6aOoODxDcbTYnTuX7aT4LsVR8UrCuNbt97gqpu115RIL3BSHi924kmI3xUYEzDgAUGwzzVRC57jK34a0heWeil0bxipHEOiH0KE/qKbgc2UCLhc/gKuSsv0N8BnwVSZJ3f0wUGXtLflV+CwsKSPrk3LJ+NmJxPOTRDLhve1kHADmt+t3kfzCB3WVA6TuKygmju/HEeuojcJMYF5BUUM6QtvuvUXE/ZMUMv2jROL4QV09/KIdZGdOnpCnMXyOUW8kozXbSNCXqeTn7XWzozgDG/lVHBk3J5GMVv8CcBr3q/C5OTWXfAjw6/fJFjJt9i9PhM+xmo0k8ut4UgxjxVlRnGFtXE9jw2V8nPUNmr+dhHz6M5kCYDsK+inCp2jPlD0r8OkXHPumS4CmorddHSg2Bs1fM5WDhvQfryGmU/nLoz00JdP91Jm+YeqMARM0l3vbPHBi0rPlycBJ/FmfEM0qAE4TT09PRtv0E4WzqTw/yyo6mh+tVqtxv2dn4VqtdoVr4wULFvxmHaJEiXq6eprwmTVOwu1y5JYd8uJOFboplu9yUk7KdFSaFbrrRh/0UgCEcicSxtFvxllKZDumKswBFtMOeCkq8t3kX6RM0R2T6cj5AnwWA4TeTnPk3t86kRtf5qlYW+6l3J4+VTlhr5PCo3IGdzpxsvyLxEncC9hmwkT5i0Vu3EdgeQC9fkJH/qSags8ftuQCjJWQvQWlJL+oTIDHevj0/SKDbN1RKKTtAyuCtN+Cz6y9xeTTlZlk7Jxk8r/l6cJS+KT3k8i7P+wgyTvroBHtt+CzqGS/sOQ+4YMUEvFtCon9PkUAUb8v0uB+tpCnMXwGfraNuHwUTybOjiMf/5RKSiEtY3chmTR7Gxn/7lbi/1mcMFv5a/C5L78QrIhs2L6LhHy+9cnwGbuZBM9PIIk7C0hKVgHJySupg9BGddUbjhP3u+7em082xKcR388SAT63ivAp2rNlzwp8+kbG6k/z06z6I+D5qOGSvZG9+pZ7kCbLyY8/3He0+kZ9Wt/R/H17d/6qT6hmF0DkG+Hh4a3gVXQYEiWqhetpwScuda8Zp9sp34U7WubBHSr3VI7QJkn2ubXuXeyh+KTKV3F54zhl4AaHNm3zXOTf4Sxnqbvik7TxnXQx3xqA1/gpypFHvLnTBa7crkxH2U+F7tzOwz7cXEwvcG+ljzOgec7y+D0usp44wwn5/AtcFLkFztyCZZbtW2O+P6um4HP6h/HEY+5W4gk2e1ESScrY2wCf42YnEdcP44Q033lbyLcAiL8Fn9vS9xGn97eQ8e8lC/tDF/2SSdw/TSXen6WQVfF7GvL9FnzuAaALnb+VjIE+fLtuJ1kVl0UivttBpn6QRD5ZkSnkaQyf81YAMH6RQBzUm8nMb9NIQtpu8t2aFOLwbhIJ/2o7mflV3VL5r8FnvW1Jzv5V+Jz4XhLUmyzYqHcTyIxPkwQQLWmUrynbkrhDhE/Rnh0wpN4AAGDCSURBVE17VuAz+r33urj5a2LwmM3fu++zKethxd9HAO0zWn23l3bmE5ffB0/h7zv7q+9ZOWuuT5yh2R8Uqfk5XK3W0zYvShRK+tKb44brjfD01zf3DTIY7jHMYKD9n3b2EPXP6CnOfOqsmCJpB7CYV+4hP7lnusKlHgZ3TVO8BtC4Bto8tduJG/D1SF0jgM7UEnduf76rwqN+/ya8Sn90kLQ96CkvLHBVnN01XZEB6XsPeT6Az32uisP5rvL4IoDPxCncmEJXRQrA7rIsZ2WfxvtA/4yagk+7mC3ENvIXsPUk4LN4Epe2pwE+7TXbiW30RiFtTMx68tGS5F+Fz/yiEvLjpiwyJjaOTJ2zhWxKyCCrNqUCnCWSCXMSyfy1WQ0e4b8Gn7jknppVQMZqNpGxUNd3q5PJ+m1pJPq7ZDJmFoAkQOiefUWPweeX8N7/izTi/Xkq+XxlOgn7crsAiAvWppLZC7c3wOeG5Fzy2fJk4vu/+Dr7NE7YZ5qn3Rbwa/C5MWUPmQ91f7Isncz5MZ14fpoCgJxC8Hn+HL+bzIVnhPVhvZHfbCfLNtWBslCvCJ+iPav2rMAnLnG7+vPDzKarL/W0Ud97FCr/iCG8CsHh66/B3p7IEyc/zXWPIM0x75DYkxHR/OczZ858Sdv8P6/YWOkrw726qqyCPYwsggZ3dwh84t7TliAD8xmuhhb+P+iP9JnQ+03/vzRb82+ot6W/zGCYq72xTVi2yia02sg6pMbQ3O8n/aFu72iziGqmeprL7rgPM2mK8r2DXtzxInduX+pUZcjWidyYHCfFdwdmKCqLXBUrdvtLWm+ZoDSpmKHIynflCtKmKh21xQXFmkrofS6KnDIPxfV8F24FAGpysbti7ZcjuTe2TlJYlnpwp3ZNk38TP1F3cImnYlW+mzJht4tyMi7la6v402oKPj9elknWxGWR9duzhPA/e/KKGuDT/dM08v0vO4W0DWBpWft+FT7TsvLJez+mCbONo99NIC4fxhOnD+LJ2NkAXLOSieaHTJKeXR9G6cnwiR7qP27MFOpxiE0U8jh/GEcmzkGYTCLe89OEfaWPwifu9ZyzJBNAdztx+yiOOH4IwPlhIkndlU/mLU19AJ8pe8n81Zkk4Kv0OvsyjaxJyAF4rpsR/TX4xG0JufklgqHn/g+bsonDrBSA5K3k2zWpwvixPqw3+vsMsmJr3RYBoV4RPkV7Vu1Zgc/Q0JgefqGaz6b68OctnPl75k78/WFT1fcHTebvvz1RQ94Ce2O8hvRrZHj95gQNGQBpGEZp6BT1BQsnvuCtifyNXtbqhv2ehvYYE5S/7xLA14ZGxn4TFBE7gef5fv+mp/r48WupPjaR/fo4RKb3sY8ON7IO7a5NapEysPBdCMBWbWAR+K7egOldtbdbjHqOnNnGwMJ/qbFtxCljm5D/GVgHOqus/IYbDvboos0iqpnqaTscbRnTSi/fTRFT5s4V7PdS7AcQzQdgLN7jrFiZNVXxOuYpmKE0OeajyN7rwuXHTVBO1RYXhOmZ0xS7S90VN0s9FeH7XLh5xW5cUZm7IhWANBnq3L1tImub56L4Is+V25ftpOA3TuLeiJvA9Y+fxBiT8ZLHDsL4vWoKPpdt2yvM+BWXlJLS0jJhZrIePv2/zCCJOwuFtBIwdJ75Nfj8BYAQZznHzk4invMSiNe8OMGcAEJxCd/j0yTyw4adQt5fg8/MnCKiXpgMwJpCnOduJ54f19XjCkA56b3tZPL7SYJX+qPwmQyQ+d36bDLp/e1kzKxEMgHgkV+YKuxZ/d/ytAb4TN9dRDL3FJOEnXhEeJ3tyYfx7a+DzCfBJ4Zwys7FWKd13vQYcxT7jfA59f0EsiFpD0nNLmyoMzmrWNgPinmFekX4FO1ZtWcFPt0CYvtO99Okvz2RvzlgIgDnJJ68M4m/P3gKT4ZO5cmIaRpiPp3H8Er3LJ3522jWLvx1ezf+4iRv/oRLgCbX2Y//akaIxnuMu2YegGs+lD//1gT+Nh7faeXM33dw4/dHq2Onx8bG4mlLLDwrHTQnJyc5z8/qHxs7G0Mv9cR72m49NZmaxtLGdlHvmIyKPtJnVMxHKrvI3tqkFil9c39LlW2Yl76Z3zu935zaEmc+OxlY+B02sgo+Y2QZYN1t3DiuXz90ShP3BTd3PU34JESis2Yc13W3M/fhfg9FBdgxAMaq/Z6K84XuirSs6dzotFgJXQHwWeWryM4F+NzSBHymT6mDzwMzFE67nRT98ly4gFxnxWeQ//1iD25s2hRuRpE7VwRA+22Oizxyn5v863xXxcYid8WqYneF+ns75XNr/wSENgWff9bbHcEw6JtM8j7A3MercgACs0gMgN6E2fHEbV6i4CyEMIq28OdM4vNZChn7bjyZvThV8BJ/Enzi/bgd+QBzOGOaRL79eSdZt32PUM+KrXVtjIpNIN6fbicZ2Xnk89WZDfCZAdD6c2Iu8f08WQjxNOmDZLJiS5bgvNQYPp+05zNlZy5Z8HMGmfl1Ipn2/jYyZnYycZsbL4R/WrttJ0nPyiPf/bxLcH764Ed0gkomM/6H+z+ThJBQu3Ifj/MJIEmy9uSTeT+lkplfxpEpAMYO0P8Z/0skny5PJyu3PFiWb1RGhE/RWpY9C/CJIDjVN3aojQtfUb9MjsvmenY8wT2gfUfzpN84nOXk7w+YoL43YKL6DtrASeobuEzv6MfXBoTxOYHh6iUxMbHvglm6BWhc3AI12RNnqG/gLOrgyfz9kdP4vZA2SNusBGc+eZ4foVbHjvIOjZ093S929/gZmrlRUbEq6NNThY4nwSdAUOs+FoEGfWyCeva2tJQZW3r3NzIPHNV7xAxbvSHTjLqbmsq7m8bKX3GY+bKxzcxXups6yYUKtcLl49fsw19Q2UeptBCoA43RBhZeL+uP9BlhYOY93sDM005vmMsrKtX4hs+124BxnPGosF4GFjNfNhjp+4LK3O9NI3O/UYamriZYHkHM0GyGiaG5r61QxwivoT3NZnTWFsd2u5nYBfTVGz69q0qlqq9Xp9uAYM5ohOtrvUd4jDUy956oN8LbxmDYDINH+q3TZ4R3TxNzP8M+Nt7t8L2heYCZ4Ui/MXpDnAc3BbOdTMfr6pt6Ghqa+ZsbWfhMMBg5w15/sHuP3r0tGy1VxkpV5sHtDS1nDMC29Ud4TjQY4dGnr1mjGW/4HPRtQzoa2YaPAPi8bmQVdNHYLtStr02USd/RoZ1Vpj66+Fm8NkptpC0hqHt3U7mRtU93lWWoymS423Pa24J69hvfRs/c6xV8VvojvSboD/UcYTDSFT2ZG/5NmQwPeM7ENsTwFZvgrlgPjgOeuwWMqSP223CEbwdDc+9+8Kzt9PG5DfOyhr70xs9CW4UorZ7mns+N9pJWu6bLZhW7y/eWeip+yXdRROx24YIBPJcdnMEVlnlwyVnT5KZ5zlz/YwCf+1y5/ITJj8PnrmmK3SUAn+WeSkd0KsK9o99Ztu71k13r3mlTFK8CZKbudeHic6Zz3gCjP5ZAvQCd/yv34n4Aq4ibIJ+KfdFW+btVD59FAJ/vLkoDSEwiPyflkZJG8Imze8m7CgC+4olm8U6Ssedh+MSZPAwy7/1FBvH58oEFfgEgNi+OuHwYRz5YkirU01BmXyH5dEUm1BlHIr9OILt27xMgE0MvBX+ZCGW2kiUbM0lBYbHgGb42PptMnbMV6kwCoCsEGKvrH87ALt+6WwBCt4+2kF8SdpJFG7OIO8Au9il7XzHZkV1APlm+gzjPTSShX6UIJx6VAQB+vz5TmHX8bHUW2ZPf9ElEm5OzyKxFycTrfzCWz9OI9/wMMuOzVCFm6cJ1qSRl1z4ov4tMf28rGRW1joyJ+YVM+yBeiIG6JW2fEA3g0TrxOaQC1Pr9L454fZJIvD9Ph3p3CPUGfbGdfL0q5bEyInyK1uLsGYHPzhN9NN4Ak7fql8p/r5k4qO8PmqK+Ze8ec8ktUH0mMJw/HBbJf6RWq/tERGm2OvryN96epCGvj1NfHuPOr58zZ86L2max3bZgMzQaTYyTv2apvTt/abQHXxgTo3FCINZmeyp6EnwaWAX3MbIOnq2yDouFV0eVVdAiI8ugVCPLgDRDS/9P9C19BvUy934R94qaOEQvVJn5vIrAKVQKQnA1tgkOMraL/PClQWN6ImAaDnM1N7IMnG1kEfiLoZlvpoG5b5LKKuAbeD+6Sz9bBRTTeXnYlO7GtmFhxrbhaqg7VGUTugzaT9EfMeO95weN64QgBXV8aWThl2ho5p0J1+sA1rwQwrBdQ7OASSrbsM9VAKaGhiM6ICTpDffqamAVMMXIOugHyLvD0MJvl6FVYJKRVfD/jKxCrRA0sSyCrZGFbyDc+9DENszL2CZoFkDgJkOLoEwjc//1hiP8piNsYj8xf08zx8560HcYw2cwps3Ql51QfzKU+cjIzGdIz5GebRDgepn79DayCJgB7a8wNPPZBfC9S2UR9I3hCM+36/uNcGlsF/aOiX3U90Y2obeNbcJvmNhHrldZh881tgwyNx4ZaAT3Avs4xHyA+evVXWX9vMo8wFNlGz4XZ0q1t3VeGjy6i76Zt5uhFbRj6Z9gaO6z09DCf4OhZfBMA1PXNzAPZoQx2aisg99X2YXONLEOiVRZh24ztAreqD/YebgApFZBM1QWgYtgXNsNzP2yDCwCthtbhXzUe6iLqQigD+tpwWesqUS+ZhT3ZomHvLbUndsHcDh6o32HVnh6UaaL4hWAyc+PeCuuZ03nftw+STb84AxFVrE7V7jbSTFNWwVKJ9ZWoshz4/KK3RQXit2UE+sDxuNe0KQpsp45TvLPy70UJZmOiukZjlwwtJV+yIv7KMmzXZv9HvKB5V7y4xnTucW7HJUNf+z9XtXDZ0lp2Q2cTfzu551CQPjGJ/hgkHj0NP9y9Q6yLhGX5B8GqkI8HjMjj6xIeNiWbcsRjtJcsC6TxD1ydCQu1+Nxnt+uyyCL1+8gWTkInwBmpWVkZVwOWbxhF0nZmSdcFwJ8xqftEdrHkEqNIRZDGe3cUyQs3X++PJkk7sgRQBnr3Za+V+gbgDW0tZd8B/1YG58D5etmWZMy86CdnWRjyl5S1Ai2GxsGp9+U+vjY0PDUp4KiUuGIUaz7QwBsPLEIjxlNytwH7TRdJz7PvQXFZFX8XrIi/uE61wL4J+98/DhQET5Fa3H2LMBnhFptPMGb/waPw2wKMH+PvTJafX3iDPUxRx9NxVRv/uSM4Nj33IP4gmHT+Ft9RqnvD56sLvQOjZ3R+DhNjNMZExMzkud5T59Q9VxHP806Fz/+I37WrNG/Jw7oX9GT4FPfOtgSYKnU2DaiRmUdUghAt01lE7bGxC4iH8CwGoDlm55Dnd4xsvD/sI999C0j88CY+pk3U4ASlbn/VIC7MiiX2/0th5eNRnrpGZr7pxjbhRcLgGPuv8zIKnCzsV0EXIcU9Rrs/LpqfCzba/DU1wGkEqHdE0bWYcUq24hcE7uZq/VHei/WG+j0KoBoJgDxfpVlUBzA60pDy8CNhpZ+P3RTmbeHpnUAEv8HkHbCcKTv3Jdfs+7ee5ALLmM7Q7kKlV34YZV96FpDm6Bl0EYSjKPS2Do8ydDaz0YiITo4k2tkFbAJ0mqMbaAN27A0sPUq25kJxnYza2D8ZXqDHN8SZktjY6U4iwrtJ0HecmPr4HX6Zr7LARx/hnrPGVoGrDEY6fkG5jWy9HcFiDsE/SoCCFxmaB64DJ5Beu8R7lNfQEAGGdiHtwIAHG7iELkO2r8D475pbB+ZaGwdttjAPGCssbn/MBPbiC3wGe3H/PV6uY+FAYDvcnheh6DOmXjPEp2WRni4qqyDDqDjEoD2OkOLgOUA8qkwhqOGFj4/qASIJjrQn0hj29By+FxqoN+7sU0Y75reptPHqSwDBsEfAlshPQnGsxo+61XQtx3wmZ0BgN6iGu8jhPERVaenBZ8/OrRpu2GMwrPKV3GlyEO5NMddaaxNkiyw7aLIcWlle9BLcSfHiStdN1Y+uNSDSyj35A6VuikD5mudhRBUl9gp+8L9w/muXOFeZ4UF3BaO1dwOMLlrmsy1yE1em+vEvZ8zXvF86jR5TL67Yu8BL0UMQmqpq+K1Qjd5zV5XxboSH8Uf/m6vh0+AmxuNYUe05mUifIrW4uxZgM/QyNn9xnnxq3v+hRBLJg7qG7Yu6mp7N/VhfVs17vE8PWgKf93QXn3v1TH8TbheHhsb203bpCCc3dRoNKFga9RqdSjOiuK57mjaLE9NvwqfNiGHTOwirwDc/K+7hdfLqvHjWYAQJ4CPvQAhO3sPdR1rZBY6xMQu6hKAYoqRhQ/+KEp7DxoHwBf4rrF1aK2hWcBiYcnbOjAcIPK4yiZkTl+z0B7YRi9z5xcBDKNN7GdeMrD0++ClQZHt6uET7t00tgqJ7z3M1bxfP1vFS2+O69HHOnAI9LNcZRW2yHC47+tQBf3KKw5tDUydXu7Xr58A6Y3hs/srFi8b2oa9DcC12dh25sleps5+BgNdhSXDXgPcegOsfQPAddLYOmRFv36einr4hLavAHQmqCx87THEkcEI3z5GFsFL+jhEXdEf5sarBri1x1lNE/twKD+zxMg2VG0qLN8TnS62ngojy6AEgL4zRtah03DZ2sQheiY8s6MGVgHRdfs3ARqHuXY37D+qg0Tb73r1AIDXN/e+amAZcNbQ0t9Ue1sCfRz4O+FT+uog/04mtqG7YAxlJjZhoweMCxbO/9az8BtsaBWUhiBtbI7bHWJZhE/4g6ICnsNxQ6uAeTjzbDhiWofu+FwtAl/WH+Fp2XuYRy8J9nv8eMrIwm8kQO1+lU34hT42kcKMsag6PS34jLNs33rjOOXUSm/FxTJPLg4AdCTOPsaN0+2UOUXWs9hD4V7hpbiZ6chtT5vKdSty4+Yd8OKOF7srVsRN5foXQN5s51Z6mdO5WYdncBfyXBTfZk6vA1gMXp/rrDTLc+FS890U6ZvGtemBJxulT+V8CtwU2SWe3Ly11ornc6crhxW7y2t3TuN++CsznyJ8Nm8T4VO0FmfPAnwC+BmN9+K/6G3bNFj+HsM9ojhzamT/8H0MuzR4ivqCqz//CcDmY8uV8+fPl8H99h999FGb8fAjr7391PVr8GloFXhIZRVU273/+OcRPPB+7+EuKmP7iGUm9pE5KsvA8SrbmS+prEOyAF6u6I30HNNJNV631zDngVBuLUBNnpGFvwN6cBvZhicY2YRX6VsETUB4w/2Or5gGtjWwCbQ3sgq6ZWTpvw/3eDbMfNqElBqN8PHGNgXFxkoNR84YYGIfVWJkHbJHz8zXCSEJgRihT5vrIfjs+upIPSPLYEeAsGqVbUhS/RjqpbIMmgr9zofxZPV4fVyfeviEtq8YWnr7dDd1EMJOdTd1amtkGeAIEHnV2CroI9ybaWAf9AY8gzioO1XPzGs0jgcNl88Nhnt9CNB+Aur66OV3HF8xso0IM7YLPwPjXG80bLrxc5BP+xk/5lD2V+ET9+fq2QS/YuIQecnQImCD4Uj/AfV90x/u3dfAwvdLE4eoSwZDXQMRoBE+4XlXGNuErtQb5viKttoG4Sw2bqfoB1CNdbxqG9q/j234Wvj3cqHPFBE+G+tpwSc6+PzgIH9xjwu3/5CX4kq5B5eY7qj4bvtExRfZ0xUbSty5U0dmKKqSpnAOBY4SZYaT7jsHPZXbDnopzha4K7JyXRRfF7pyqw94Ka4BZJ7aMVlh8aNp3fnuWR7KPgCp8yFv4ZaJyqF7PSXCH0MZjtxbBzwVGyEtc/sEbhbA6MJDM7jj6dO50diG0LE/IBE+W4aJ8Clai7NnZs+nF+/Xf/yD4zD/rDV1QtLr4/jbDm6aX6AdlbbJhwTPDGHkMSB5mvot+DSyDKzt1N+6AT5ftfTv1Mch6ksBPm1CxiMAGpp7a4RZQXPfj3sPm94LQM3N2Cq41Ng2NP7VQS6djIa5dkeYgrpvG9tHHTd2iD4MIFdR9xp5HOq6bWQZVAbQ1LUePqHdAv2hLm7YZr3QycnQ0vcTE7vwYyq7iPMAWxmGZr4h6FykzfIQfPZ4Y3R/lWVApIlt+Fkj24Cl2iwNMhoZYK2yDk+C9vP1BzlZ1sOnkXXwFX0zL5/ur5gK8InbAfrYRo0wcYi5amwTJsCnvqmzu4ldaAE8t6vGDlE1OJ56gzGeN7GPvoszxi8PnGqgGhkwCED3Z4Dxm8Z2ETVGVv6bept5mKNTl9CRRvqr8NltwLj2PQc5BkA/rgNkXgZYr2rUt2NwfRFeLxsOmxHZZ5B3OwE+bUIr4DNb2v0164ecmVB6Q51sDM38vgFwhs87FLcuVONsuAifj+spOhwJ+zJ/subeynGWf7XXRXEg301xtdBNcbPAVVFd6sktyZ2uMMdYoAiUOHO5c4ps2D4X+ffF7lxlkbviepGb8nixm2Ltzw4KawBP4d91rJmyc7aTIqbITVGa5SSPwHJCY6BPB0i4XU7ySXucuMR9ztzpPBd5fpEb54cnJf2ZgPMifLYME+FTtBZnzwJ84jL3FG9+mJWL+tSj4Ph3WP/x6ktjvPivAD6bTSD3Pwqf/QC8+oyK/qIePnGmrefAsW8Y20ecMbIKzjIc4W1jYhU8z9gq5KDK0n8uLtfqD3bsYWThf1llE37GwCLwS/0RPsH1ZmjmHaI/ckZQ7yHOdrg8/2vwCdLpburzvL6ZnxW09aGxTWiWiU1EFUDR2l4DxkG/Y6UPwWc/mzdxWd/YNvyckU3wj9o6GmQE9ahswhIBCgt6Dpxs/ST47Oe5gHnFPmpYY/jsNdjJF2dnAQjzjcz9Pm08JoORPqF6I73Ceg1z74de7zgu9IhXWfo6qWzDFhvbhZ6AchUG5r7+Lw6cJJyjXa/fCZ8NP/6Pwqd+v8kdew+cEoHwaWgTssPQ3Pf9B8+6rm+GIz38eg+c3gs97J8In/B5GwxzdYVntxeeUTbUNR/qDza0CvkYPut9Inw+rqcJnyjcv5ntpnxulxNrmOOueHWPq+K1vKmsqsxD0WWvpwQd9hqEy+llUxVd9rmxRpgX94nme3FdfzKTKOsdjRZ4SphcKFuMeXxbCXuPG0lnp6uk1W5HWY8sZ6bPHlfWIN+pDf5/+FN/HIvw2TJMhE/RWpw9C/CJ8poZ+/J0P/WnQybzV/Vs1ff/yhnvjU3fTn1/iKM6zT2YH/1PLqv/lv4qfMItHQDQ1kY2IZuNbMKO4bKusXVoIkBassrcxxLTcd8jgilA4SkDMx8vvUFTeqpMnZ6vNwSu3m9atkZ4/A34ROmgswyGBTKxDB4NYLTGxH7mISNzz4kYML8xfL70qqVK38LfHaD3FOTboQ1/VPfjSYiOyiLQWWUdUqyyi0hHCPwj8IlHXgK0psL1bv3hXm6Nx4PWHQzDRgltgeqcsNzaQ1lDdECC53fU0Dp4de+RMwZoswh6Inya+w+EtrYa20dV93jDtn99GKneb45TGVsFr6yHz362tgqD4a7Q18jLhpaBKQYjZ1gYDp7apXHfer7t2Fm791RwOGoKPvHfBYD7L1DnGSPrsDCVXXBvlXXY88bWwcOgrU0ifD6upw2f9cKZRwybhPZbs5AYH7Q+r/ZWY+nUp2uvH1N9W5hPe+tPSYTPlmEifIrW4uxZgc/Y2Fh5QCTfzz3w3RV+/FdXHbw+JK+MjRX2bNYfl9kUXP6WvTVBfXyUB6+Jinr/oViM/7b+BvjESmiAygBju8hjKrvw/ca2YYeNbUK/08aUlDxn5qg0NPOZZ2w/86SRhf+SXiPchmLYpBf6j+qgN8ilp8FQZwu9dxyFeJ9Pgk/4XKR6w1yHYPB4XMbHsvA6RGUV/JOJ3cwqg2HOrgh4D8FnX7Mehua+ZkZWIVkmdpG1hiO8PXubund7YcS0DvrDnIcbWwatFJaSrYLm4xj+EHzC2GD8PwGcVRlbB3ylb+5piH1C62nqaALt2PZ8x/MlzAd1vWNo4fv2C/2ndej59ujOvYY6O5g4RB02sg7a0nukdwNgop4En4bDPV6Hvi2H535Bf4TX+y8P8+luMMS5j8o8INbELrwMARzhEz+nPqb+3QASS41sQqsMLf2CDQdN08d+GQy0F/bUGgx3sxNCRgGA/xp8QtlUlW3YeROr0BnoRNbznWkvqSwDPE1swg+J8Pm4/in4bIkS4bNlmAiforU4e1bgE/Xpp59yADuWX3393QH17E9Pe0T+7+bEwM/I5ODPydTQ+WTglNlNAma9IaT2suHvG4/i76sceIJm4aze7xKgcUGI0jbTLPQwfEY9Ap8BAJ8Bvw2fEomO/nC3vka24QVw/4bKNvSgoWVAcIMnN8IpOiHZhG5RWYeUQLmNAHhfAWDiLOligKwNesPcxvQFSH0AnwEF+oOdGuAT+6k/1NVHZSUA3/dGVoFfAHiuAdDNMbaL2NR7yLTXIJt22T0U4NNn7suvDetubO79orFlcJCJXUQp9KsA8i8wtg3/QmUdHAfQud/IMmi93gjvkVC2IdQSQOFvwqdEpWINLIOmGtmEpEJ7OKZlUPYL7JeRVdBKQ3O/taqRPoN6ACACMPMqm/CfjWyCv4BxfQUwvBX6vB/yR+ubuQue//V6AJ/+D8HnS4OndkEnKBjHUWO7cAyBtQD6vwqeQQI8L9yLWQZjEkItdennqVCZ+YbA8y6BMe+EZ760rl8B38HrKkMzv+U4+4mf6QP49Af4HNloz2es1MDMLxy3B8DzSoJn/pmRRdDX0B68DzktwufjEuHzyRLhs2XY74bPPQfOkpXph8mihAOiifav2s+ZleTY6WcDPhEQwdrOnTt3Edjun5avOrthW/K95PTdJD4lk/CfLCEDJr1L3pw4i/S21QjA2dtWfd9klPrWa2P5q2+M46+aTtGcHuHIbzOdot46Yrom3d6dL5jszb8bHR3drM7oxi0AfUdF6gPUrTWxCXHFpVW839vS/zUAqG8BTpa1ecWhLXqb4/2B9uGtTKxD/AG2vta38nsH76EwnqWBVfC7AFbxAE2fG5h7D9QmCcJZSQwQD6D2qbFNSBwAWhaAUCaAzDaVTdDXGBMTPdf1B4/rYWQd8oGhhc8XBkOmD9MWFz4TXE5W2YTNV1kHJUPZbICtZICib6DNUVg/5oM+TweoXQH1uej3M+2I5VQjZ74kBLy3Dd8I8LQL2szGPgAgzzcY5mH/XF9HwXsXQw+pLP1nGln6rtcb6Wb9XN++wn1czsdTnKDtOFyqr3cUgtdO0I+JcP97ALjt2CcAvGyVbdh6I4uAjzBEU+83p3bD8FSQZzWMORNgNwtgcavKMmQOhqaq73e90LPewMxrrYG57zI8yUl7W3h+GCsVgHMOetjDGLLANkN/ouB5zzWw8l+AJywJmQnR6fv2jM4wVj+A0qUAyCkqfF5WQRi3dJWheaAGTz/Cz9TAYoY93F9kYO4T2u2V4Y3PwtcxGubTHWB7FrSzXWUZnGFkFbwZ+r/QyMLvMxjPBtX4WDHOp1a4PF3tJ3es9uMWi/D5uET4bBn2u+Hz8IkrJGv/aZJedEI00f5V23PgDDl36UYderZw+ERB/3U0Go3TBx98kPDzzz+XVFZWnr19+za5du0aySssIR9/s5LEfrqUDHJ8n6gc1Pf6j1cfHumkjhvtzi8b78mv8gvRfMvzfP/Zs2e/Fs3PshrvxW+Z7KPZ6hfK22CAeYCi58FwPH9pL9XfIB305u755rjhL789pns9DOFSudEQZ72X35nwCuBXwx5VAQIHjjPoOXDSGwLANBLCWK+3HQfqvz3Z8OHjJR8IPaz1zDze0h/uOkpvqIeN/hDn/hgIXpsMAKhiew+aqjIYNtWgi61w6tFD0rf17NhrhNNQgxGuYw1GuA3tNdj5xcYA95LNlHa9h0x6rStAX+O9tbik32PAlD76Q90dDEZ4jNUb7vYm7kXF8WizgIiO4WCPLr0GT3hd33RyR7hRn6bTs59nm+4DJwx7caDrC43rxfiiL0EZg2HeA4V6hzmPMRzhro/Ppj4fgrnK1K233lBXG8PhXqMNhzn169NnSrum9v7iWLCfeIQpfgba24Kwr30GTWmnP9RpBNaDR5Niv14CYH9pwITXXxxo/5DzEvYNAVJ/mPtw7FvvIc5mGI2gw8CBDccjYtxTXL7vPXBir0dBGIUwrDfYdYjBUKex+qbTBtXtjR3/fK/BjgOb6v+zKgx3hGGIKp0k8jOuHVrV+LbqcMyXe6HKR9a7xkfxarW3bFitH/dptZ/i20p/WcMfTaLqJMJny7DfA59bwa7cvXfvzp27oonWPOzevftg927DH0aBYH84EHFT+jfhc86cOebz5s3bNHfu3DUpKSnZJ0+evHH37l0CYyRXr14l1dU1JOaTpWSC7/s3pvrGfqJWzzYAQNAFYO3w/vvvI1AJ8IKQ6RGkCfQI1PziGaTxjYqKeg7AdDTcF2bmMI8oUaKajwjAZlVw6/YAk68I5tPqrVof3UHHvBXm1b66Y6v8FG61fvKIGh/5Z9W+3OoaX3lKjS+HNqPan3voEAlRIny2FPtN+MQfd/gBzAErE020ZmSlYPnw73MEwNvfsiT3b8EnCsEQzH727NlfA4RuS0hIKD5z5swtGB8Mr06VR4+RH39aefn9jz71auJEImFWE7IhyHaPUsdOmBnNjw2MUBtpNJppuAT/T5xiJEqUqD8m4tmuTY2/fALA5eEqX+5ola+iCiC0BuDyRLUfdwaA82K1r+Iq2KVjvlxxta/s3aNBbV4/6C9pTX7Fe/y/qkbweb28vPy+aM3T4PPJ/FX4hB8zKRgNxogmWjMz/Hf5ty0l/5vwicLZyVmzZn0A9tH8+fNnpoNu3rwJQ6wTgijc2rdo0SJ7uGw8bh0oy+LSZHh4eKuYmBj/8GjNHp8wvso9WLM5IkbjBVDbD/K0/S8tX4oS1VJUGytR1HqyhidmKE1wab3WRz6oykdhecxPObHGj/MBCH0PIHQ5QOkeeD1X68sVAKS6nwxQNquIFs1BCJ8AN/0BbM4jgIrWbC0FzF77sYkS9d9VM4BPnP3sDNbz448/7rV58+Ypubm5J+rQs047duwoXrhw4VT0kscy8+bNU3799dfDNmzYsP2LL77wg7Kv8jxvo1bHTpkZpXYMjdTMnRGs2ePgrq4NidLMh3T9OXPm9IBXQ2wLYRRepQitPD9rWGBgbFu8FjokSpSof0ToRERiJTTu9SRgB/0lsspYibzWU6LY7yppVRnYpm2tp27H0x6KLsd8lMZVvtyH1f7KH475K8y1VYhqpL179yrKyspMAG76iNY8Df446Amf00N7+UWJ+k/q34ZPFPCljqenJ4OOQhs3bhyZkZFxtA4763T69OlrAKCLZ82a1R/zfPLJJ/o//vjjl/BFe3nJkiUffvDBB70BHoeq1Wp3gFCLiAi1cVhEbEhQBH8gKob/OCpKHTxzZsyGgNCYPP9QfkNMjMYlNDRUGRMT0wOA1TE29pOO0My/7ZgkSpSoJwiPpkRv92O+3OIaX06cOWpC+B2GM6CiNV/DbWDib40oUaDmAJ+NpLN8+fI+mzdvXnXs2LE7ly5duo8OSHfu3CGHDh06mpycDGy68ZsFCxetjf3g4yPf/7Ds+ief/C/s448/fv69997rAvBpHBER0Q1AlAWw7K7RvDsxKipqMMDnhOhoTVToTPWnwZGaKEgfhHm0y/U95s+f36TnuChRopqPxDifokSJEvWMqJnBp2TBggVtli1bNiI9Pf1/ubm5q4qLi0sPHz58CeDzVl5e3pVNmzeff//jz665BL57d2bMrFtqnl+p0WiCASbfmDt3bqv6/Z1wjcv5ujjDGR39XleETLjWRyjF+5BF/OtTlKgWJBE+RYkSJeoZUXODTxQAKIPe6x999NGba9ascUtJSXk/JyfnB7Cflq1YGTdTPeu0kx9/OiKKv6dW86dmxmgOhEVq5oRExRpqq2gRwlidXfuYdqs7d70Ze/CamtL6/Ww76o3w7lkXe1R04BL1z0uET1GiRIl6RtQc4bOxtDOYCrCXAEh7xcTEDI2OVs8Nj1LPC4/i04IiNFddA/h7M0I0v8D1Q+d4N2cJwd7fnKrSH+bGG470Fo6+1Cb9eWEA9eFuz6lGer6Exzt2724q16Y0qW4DxnEYwL2PpX83bUD7JmaDY6Uqa6fnDUd4eqqsA2J7vTPJ+LfqbSyVeXB7fUvvvng2u/aWKFF/SiJ8ihIlStQzouYOn00IQywhkMrBBjr6aPbYu6rPTfblPwlXzzbQ5mn2wnPN9U2dphnbhF5XWYduqz92868IYLK9yjzAxdgq8F2VmY+X0RBXPI+9SSF4qoZ7vWlgGRSmsg2LxBORels+fmoSHnVpZO43SmUTUm5oE5KCZ8M/6XSlx9SvH2No7mtmZBG4xNDCb572rihRf0oifIoSJUrUM6IWCJ8PKWgmHxk6U7MzPFIzER2HAEhZ9CisB1TtUZvNbkm7+ysObfWGuUw3tg27YWwTHv93wKfxqJheJqNiMkwcou8b24WfNrIM+gSPvdQmPyQ8YtPQIugbE4coYmI384ahhe+uPjbe7bTJ9dIxGOHRx8Dc53sj67D9vd5xGtql3+NHcj5JCNiGZv6+KpuIIwDYydrbokT9KYnw2ayF37F4fCwDhiHxcCUFV3PQ8J4oUaJEPVBLh08Ay+d5zbvLeD42Aj3bMbB8aExM96io95+LiZkzMjo6dsCDOJ6kftYUvyj/BYcjaBcdosC6qca1/w341IHBSQUHqjonqt/sbz18qmzDbxrbhN0ytg1P6j5kUlOznzpG1kETVFbBu41tQu+rrENuGFkGPg6fKhVraO7dz8gqINrAzNvukbPJsT/19qga7psMD3gOwPZtw+HOr+P1IxLGWP9MhOvHpYNpf+Q5iHo2JcJnsxL+P8TvUQRL/N3oIJHJejEMYyKTUeYsy4YxjHSiXM5MgPe4IoWrJfj9If7/FSVK1DMBn1Ken2URzb+7JkbNHwarDI3kSzwC1bmewZoL/hExBwMi1F+ERcaOBBjtBXn78zw/As9/11bxj6hLv36KXoOc+hmO8HDSN3V27z5otKX+cGf3puATIU9vwPSuesO8rA2Gu4X2HjwtSH+we48nzWLWqwE+rYL3ghWa2IYfMDL3DdMmN6iHyfDnDK2C5htZBVcbmPmWqKwCH4NPfK6GFlO7GI5wt9Uf5sLrveMUajTEWa++Dypzt/Yq8+DefUbHduvn6dkwszF+/FrqtTEx3fuMjug2YNynXJ9B3u1Uw/1VWFabpUG9Lf079RrqbqFv6hTUy3TatFctXfC8/oYfJ1ze13/byRDan4DPQX+os09PU1eTfv0etCfqvyMRPpuNKJZtpa+gZOY0JV8kZeWplExWCOB5mmXp82AXGYa+SjHMJbh3iZHJy2iWjadpOlIul3fX1iFKlKj/slo6fKIAlHSjomJNACrtIqL4jz2C+EPmTvxN5wANsXRS33l7kvrcO5PUh4c58kXjvfnioAh+NZTpqy3+tKXTt6+jUmUZ+L6xbfheY7vwapVteI2RdWiBoYX/Trj3EHzijCg69xhZBqWpbMMq4fWEyjr0OJTZazDCM9xo2JQnfnk3LLvbhq83tg5eorIJLVfZhW3ua2b2kDOTkYXfSGzTyDp4p95w968fhU8DA/tW+kO93AwtApNVtqH1fag1tpuZr2/mwWMfDIZ5DzS2DlsA44nTt/RzFCoGqcx8nE3sItJUNiE8wGUvI6vAUQYW/nv0zXw2abMAdFrKVOa+LsJeV7uIw9CX4/AcjhrbRqQYmgfY9jULVb705rgeRhYBEZC2w9gu4pixTegJaKvG2D6iyNA6+H2VbcBLUJU4i/Ifkgif/6poCcvq0zQbQcukmyiaLpVSzBEdirkgoejrOhR9G+y+lGYIRbOEohgiZWgipWgCeTDtGrw/KaXpRCkjnaStU5QoUf9VPQvwiQKYpBFC/UKjbSbO0KT2Hc2T4Y48sXfTkCFTNASvDe3V996exN+Z5M0XqdWx0/+JkyZ69/aX6Zl7TwcgKwXIK1FZ+s9VWYX4GloHLTayCTlmYh/1EHwaWATaA5RtAYBMM7YNCdM383ZUWQW7GFkF56usggoMLQNGdxsQLBwz+qga4NNu5ioAzGiVddAWE4eZpYYjZthqs0i6dOmnAJj8ANooADD8wmC4h9ej8Gls4WthbB26CeAXIDI4CvtgaBXsAbC6R2UdUm5gHjBWmAW1DooFyKzAvD2GTOnT863JegCROwBY96qsAqYYDHRtZWgVON3AMuC8gblvodABkN6QaWOMbUJShD5YBn4FkOxkZBMeCHWtBSCPQg95Q8ugYJVNWJ6xTdgOAHcN1gP9DFFZB+ca20ceMbQMDNIb7tVVW6Wo/4BE+PzHpcNxXNc2bdq4t2vX4UelbpvtAJJHpBR1FUDyPsAnYQA2aZq5JaXZah2KzQMozaMY2R4dml1Fs3QawOZFAE8ikQKE1tlVipJmMYx0WmuJpD200ez244sSJeof0LMCnygEUPcAta29G7+vpw3CJk/enMATGxfN/bfgVeXAk7cn8mSMB39hmq9me5Q61jEmJqYXlHtq4zYYGN4KgGmDsU3oFQDCWUYjAdrM3drrj/QZZGQT9DU6+9TDZ3dTJ7mRddgn8L4YAPVjlbXP8+jggx7n+iO83ze2i6gxtAqag0vw2uof0sPw6eMA0BplbBuGjkdfQrIA2nrDXF6Be1sBJDMNRni4Go70mvwofJrYhM4DMNwPeT41sPd9AfuAfTYc5hlpbDfzlKFl8FyDYTMMhDFYBy83to04Ymjh94Whuf9ceH/S2DpYDRD9MrbZFHxCvs8BKivhuXyjMnV/FcNM4RK8sZXfO4YjfN/uZe7TG+rZpLILLzC2CYroNdj5xecgj6GFRxd9My83lX3kKSProAQDc/+B2ipF/Qckwuc/JqlMJjPjWHYswzCfszJZgVzOXWZY+W2ATwKgCeBJnQOQXCdjmP9Bnnk0zQZTLGvPsqw1lLWUcPQbFEuvhPznEDwbm1RK32Aoag+U6wdt/e6wbaJEiXqG9KzAJ3q4R0THvukaqF5g6cyf723Lk+5WPHl9HE8mztDct3LmychpPHFw48k4T/7eRC/NFUc/Ta5noHqRf2jktKCgoC7aqv5GjadefntKd5VNaIXKOqQCYHMkELLwl/5Lg6a0MzDzcjZptOzee+DEXvB+o8o2vEplE7bI2CFmIppqVORkI/OAr0zsI08bWgX/ZDDS8w2h+kfUGD4NbQPfNrIKtTK2CckHkMvr1X+sMe6VNLDwCzCyCSkzsgr6rufbjiaPwufzr1p2MrEN22JkG37CyCb8x/o+QNtTES5N7KPOQh/W6Q31eavnSM82xjYBkwBmdwMoVgMcVwLwJqvMg9+s3wf6KHxiQH0hj3XIEXj1eGQfqw46Fumbuo6CuorANphY+jfEbsW0nmaOnY1tw0uNrIKP45K+NknUf0AifD51cRKGMQYodKMZZhtFUTspij5N0fQ9iqYuS/E9xdykZbJimqYjwAYCaPZEU0qUuIe+3iER/9DlKIbNBPi88Sh84gwoQ9G3KABcyPfX4xuLEiWq5ekZWnZ/yclf8/5Eb/7UKHcNMZ1aN9Np66oh4700wvK7Dby3csZX/v4Ub819zOfsp77v7hed5xcaNQbqwJOG/jahw8yL/Se9ASB5FoAyzdg2tL82qclQS70HjDOFvOnG9pEncfna2C5seZ2FrlBZB8fBvXxDS/+5GP5IW81Degg+LYMHmJj7GeLSurFd5EX9oR4RRsN8ukM/1hpaB5UCFHrgjOaj8Nn9DcvX6tqOPA39ymzog23YSgDGzTgbCRA6X2+Y1yvYpsra51WVVdCyPqNiCJqBuc/cXubeLwodAj0Cnzq93jB/EaATZ3bLjaxCJtblelh6Q11CcTYVbLHKzOdV7e06AbxDP/YYWQbdwqV97V1R/wGJ8PnURLfr0u6l9p06jVcolV/TNHNISjF3KIBEgM+LAJkFAKQbwVIg7ZycZXElBY8oxt8LDp2IWnPcG+3atRvYrp3uOyxLWTOMfCJDy05BPQ+BZwN8SulbEhklwCfU2wcAFj3krQBIzWk5PRju4f97jG4hhb9iTWQUNVKbPhxeVdguy+qqJDTklShx/379dzfbVt62e6tW7axwBpbjuG6tWNagfevWbyqVsqFQz3CsQ0bJRrRq1Qq98HHmtX77FWRljSDPCGwL+ySX0Li60uQ2J1GiRP0FPSvwGRMTaz7eU51g58qTiQiWHhoyeLKGTPau2/M5CN7jLKienTAbet/GRUPMnTTErm4m9I53KL+Y5/m3tEvwf8teUDzFqMdbk/qqrMNPqmzCsw3tIgZok7Tw6f4QfPZ4c+xglW1YKsBfpaFl4A/6Zt4+D9kIsKFO73Q3dWqrreYhPQqfPUeObwPQN8XYLuK0kVVwmsFI7xnGdjMB/IJ/0jP3erMp+Hz5VZtXVDah6SrbiCoAvKWP9QFMb5jrENWAce17W/rLjCwDRqhsQrZCm2dN7KOuAGwuQziuD8v0KHy+9ProLgCP+4ytQw5BWUegycf2fOkPdfUxsZ95yMg6bDmMuQHYQTpCcHzr0DwYw1mVZdA47X1R/wGJ8Pn3q72kfWtGoXgFQCy8dZvWBUrdVrdoiiZg1xmKLmNpagXOhALpjZPJ2CVyufKEgpWrKUo2jGMpO0bKTGIoarauQndN+/YdtrRt02YrRVF5NM0W0xRzS0faNHyykAb5BPhkWTqYYZlUlmHTaZZbTbH0YkYm+xzSFNB2X4bSeRf6sZil2R9pWrYcwPazNm3aDGPk8skUQ/0Pyn0BMGkJ+TG2qG7r1u0s2rbvsI1mmO0AzoMBIl3btW37g65SsZml6J/g3gIZza7iZLJ5AJqWrSWt27eTtGuDQEoxDLb1vZxhvgXIXiSj6FXQz+FQNX7nivtTRYn6u/SswOfM6FljXf35zNEemvtDpmqIyWiemE3XEHt3DTFyqFuCf5KNnM7f9wziq/xC+fdcg2LfCAkJ6Yj7R/8Oh6Q3LWNbA1zuVdmGHzawCLEXThEaP57qbTq1m765b5Cx3YNldzwaE8BzjcombL+BVUAo7gHVVoNrzhTujdQuUzfZr0fhE27pGDgE9zGyDkk3to24oW/ud8DYJvSMsU2INzoDNQWfffv2VRrbhqwzsgmtMLIKiujSz7NRUPlYqcp0vG5dH2KlPUa46wt7U3GbAIAqQGsqvL8AoOmvMnUSHKgehU+VylTXyCpwK+Stxvr7DJoi7DM1NY2lsX3DEb4d9AY72ZjYReTjbDEurdeDLD6PnqbT3sBZUQDQDBhjizlOVdRflwiff7tkAFwWMla2BCCvCiDrrpSirzI0XS2XM4kAYI5yiRAaiQVIG6arVCZ06NDxQiuOW80y8hwWQyvR1B2AT6KUK0jbtu1J69ZtcE+nYAiZj4InGqTdYyjmLLQ9FOpWyGRST1ZGF7Asu4Ol5aHQl48ZVh4Pr8Y0RS1mGOo7hpE6syxlRVHMLJlMUdahU6etAM2vyTiZl0LJlcoV8p9xthLqa/3ccy8aP9e16ydShomD65fgvh3AZ66uUjef0ZHNgXqnchQ1R07TZQChxdCPYWgAtktoRraOkUunMwpJP12OHQ+Qm0HL5UkI29hXMBR+/wqzssKVKFGi/rieFfj0DIqdYenMl/QZxRPc79kfHY3cNASve1g3DZ1oL0Oa4JTkrL4PdnucF58dEMH7+YfF9AqO/bT9XwVQDBukMvddZmIXeRFA7IteGLR9mGt3QzNfJ4DMbBP76OsNy+4ApoaWgXONrIJPqGyCt+oP9Xqnu2lg25cGebfTH+zYo9ew6fY9R07Ww2MrtdU/pCbgU2Ji5/YcHqHZxyH6HhgBEN1pbB6MX6Q6TcEnljEw8//QyCqkxtAmKK7HCJeRr2j7YDx44ov6pk6j0Gmqu6lDW0MrPz+VVfBBE9vwhL5m7tA/V3sYZy16pKus/S0RmB+BT0HG1iExxnYzD0PZBP3h3qPQu93IJkAPT0MysggMMBrppWdsHbwBAPgc9PdLY0v/XkKeYT7GesPcN0Mbl40s/P9nCPCrrVLUf0BPGz5jTSV01jgJV+Ij0d3pKmm13VGiXFv3nfjYd0Aa5K10ksgx7+6p7VtXBUu4Bf0ePslngaeEwfowTfvd+lg9eyFP2niJLralvfVPCKFJSdOStxhaZxNNUzcp3INJ0TVSmWwTgOc0SMdl9fr+6sil0qkAmVUYOgnyE5pi7kL+O7SUuUVL6Zu0DnWD0pHekkqpJoGz3hBIodwVmQ69jpWwGPsXWJd+E4BwI8OwX8C1Ulj6lnG+cH8lJJYCFFvAfe1+UvlLCrku37Z1u5MIo5DX4aWXuiW2advmnEwm3wIQiTOgcplE1gNA9gd431rSunV7WibdSjN0AkAkpqPaMlJmOkszN1iaRuD9gJbJtsL4vSFNgMp58+YpP/jgAyeFovUZmpbzErkcw7thsPzO8IIOlfAqLPfLbW1tFe3bt8f39YafJwKqKFGimtKzAp9RUbEqB3d+yVsT1PeNATgtXTQChL7cBHA+apgHARU95I0c1PcGT+avjvfgK1wD+RWRkZEdYrVOQn9GOGtnOHDy24bWIQcBuC4b2YZVq2xCjqpswiuNbMJKjSxDT9TDJ+bHvZRG1kFLAeiuGNtEnDGw8D9oYOZ70Ng6tMbYJuyCyiLQC52VhMofUVPwibOUetaBrxrbhl/sYx91z9DM7716b/knwuewGQaG1kE/GNuFXzK2DTtraOGHfTiksg2tMraNuGpo4e+rN8RlOoDhdrguNLTwdYdiOjBY2tgy5Dtj+5nHVdahn+uNdDNqCj71hgd3NbaLXGxiH3nG2C7iHEAm1B1RBe/PG1kHhwugaeZnBc8nXWUfeVVlG1YLz+SQCeSBMnf1R3rt0x/h0V8iWSt+uf+H9DThk8RKpKtHK17fMUWhznFRrN7nKt+YNV3xVdwk3XGe/drhcu5DypqqeL3YnQsqdFeszpqm2JHvqpy9eozukDhLAU4khEh0kiYqh+52UmgK3bh306dx4380fWh/oaBsR6XZrmmKZRnTFF/Fqv6R718KOtFdTtPfsxR9WArgKJUCSErpAwB7GkhHcKp3HBLURtKmLeSPARC8IwH4lNKYX7af0ZHtYmnZapZmlwK8zQcoXf3/9s4DPKoqfdw3c/q5M5OEkASQTiCEKkVFBSMdpUhJJBDSe6MjwWRmUEDFsoiCChZW2bXg2kHAAkoREAiEGsBG0d396bp/FctamP/3TSaIGNhVwdXseZ/nPJO597Qbdy9vTvkOATGtTTprErR3gjno+w7GMqHqwEgilO0MAriMUfYkYyIThPIxyWWZoPQDuP4q9OvUDZYEvl9KCN+hqCgmnCTYtv1cw+joN+uFRbzLqHoF7l2ltW6ouLoflxVUyydbTjjbBO3WrDPHd3ojztgxkNiPmGDHIc/TuB60+jYuL/fxubPndoe63hZMvAFi28fh0FmE8u1ckJ1C0McdnL8iQFgHDBg0Kyqq4esg0Osgvcy5vNctRKtgVQaD4XTqinwuW7aMjyv0FlyZ7Hm780iPH34+cW2+NxBuCdd5wueJVsEd8GdLOBLaarDnROzQ8m86jyz/ZHR++RuTSssGzZ071xVs6qcSgmsjYwcUXBY3sPiWdgOKn40bWPRwXL+i/La9MgfE9s66o03vrEm4cxwzt0sEWRw8sWX7QeOTQAgXxA4sWg1ytxJH+mJ752bExqc1r9kxfzqdr/GFxQ4oKcMA7p2/j4EZ0g3qhjYnQB13t+6TdfHJ6fxu3Vir3mnd2vTJmx/XryC/Jn4o7oqPu7qwGa6phD7cjX2AtKLdVePnx16ZlYd9iL0yfSAI4JzYvgUlnfqPiwrUB7Tqldy1Tf/8O9v0yy1t1Tu7fWy/ou5t+ubPjrkyfXowS2AJAY5uth0wISfuqpI/4vPF9i1ciu3FJJRE4vN1G5Kr24E0x/YvnAbP9FTbgeNfbDOg5NG4gePzY3pmtMO1n8HaDP8jnC/5PJJgqQPZzl7v5Knd+3PUR1sz9PGdWerzQ3nqk325+uCaZP2HYNYAe/JUwqEC9dLBfP3uriy1c2+23grlPj6Qpw8vH6tzH0xwRq4fJ3Lh3mq4t74yS78Mde3YlGrfsG3Iyalba0WS6r4tXT20L0e/uj7dxvWPv2iW5T9AgbhdAmmFg7CPQAS/cTjICUboYUHZX0ACc6zoWkZgnc76nFMfyOdx4sAd8Pxqy+KtlaUa4y53SFFQNo0Rto2eJpunJpyKpw72OaP8FagV36eB5wX5G0IZXcs4Wy+lvE9QUaWFgP7Qr6DOjdDfizFfDdBWV8LYVmXREkV4AojhHJfLNYxLXgZmWgnyt1IJVQBS+CfIHgo6DfJJQT7JOhDbkdW1BNqOJJQdhPr+xjn7ijL2JKWyZ/Vty5o/f75YsmRJj6gGkUeFVJWEiAGQNwn6+gJhZL4QVkuQ2WRKxd6kMWOWxMS0rrKV/QITYo5DiCKoAuOYGgyG2qgr8omUTC67bEim59GuieXfdEv0+PumBjYcnRiVixuLvP5uCbUL55lSS5DQixI8X+VP9hbBX8FRwWZ+Fih87QcUNGnfryAOxQsEKrJdu0RnYAq+V3JDFLJg1oCcoYy26V/com3//A5xAwvboww27pFV76xHS0I5DLyOMTN/kA9krmX//KjYgXnNg2s4T06nYfzM2Pi85ngf13EGrwfqwviiGK+zpg+Bny9KiegG0oqbnppD33Gd6qnlmsXHS6wvJj67MdaNyw7w59jLkhoFswQIjAj3LYpoN6AwJvB8+DuB9uDWyX+AUcShnQZtcNc+5IH8bbAMjrAGsxj+hzhf8rk/M8K1fqwzcXuGuh/EM3VDqhiwNVMP3put7q/K0Z9X5dlbHx1qd/L5LMcfh+tuVXlqOaSK3Tlq5o4sdfHOXGfPiiw94+18+dnWDFmx/Fq7H9xbuj9XvbAzW6aCyA4FCV1WkaEPPZ8Y3nRZokUeGWFH7c4WN+zOUq9tTZOezcmBEcfzRiQopLDEABLC1oc46Gcgg9+hEAamwSn7kjD+dwfja4jio4JFTgJCGA9y+jSI3SEHpZPhEgpqzf/nCdxvCgI4mzP+MQrmqcJZk/D0I0Lod4KQ3ZyrH4RIqxZi9izU/5Bm7ELpYKOhvnTO5S5BxDZJJa7trmkPssuelNBKyWQSyOcI7uCrFFEjcESXUzqNE17JqdgN9S2D/KHwi60nqGM5pGeFILjOFIH61AWUiI8p5Q9A2sMcfDNzsOTgfevgwYNi06ZNPVu1bv1Xtzt0KbPYhSCf14KIPwjCmQ/vMAnvwsvDQsM/ujYhYWXr1m2PSu3aRYR4GOQzC6ow7ymD4UzUJfksLS0NT8gvK4gf5zlWPYXu8Y/M9Z64OsPrHwLy2TfF6+880hsY3axNNk9NmKfNsPKvB2WU7c+b7OkP8olroAwGw3+J8yWfuO5y5WjRfF2q3WlZYngoyiGu9dyTZY89kKv3HC7UVVsynVfg1PyaMXLyoTz9TmW2XrpqjBtH5EJwbefmDGe7Xdlyy8E89dmqJHXjnhz9xoE8tXRLmr5wUzpvvS1D37svR3+2dpw75o4eltqRqdP356gX9mTr+euSnRg66LxRz7LcnJBh1MFeAtn8Vy1i6HcQhmsx36bVI3YniYmJEUqIYpDPKkbIRkJEf0JIb+5Qkzjl14GMzWeMPk0pOUAI+/b0ugP1Q9LK/iLcHXpQc3k3yOrJUGwAByHsSwV7kXC2oKFl6XAQRhxVpVxfRzmp5JxfB6kNPIkbPuMgXQ/yWeHkvK3iaiQj4nXmkCiNuNazJQjoVMhT6aDiSdylDs/QuF5Y2CqXrf9SvXPdcgshWlLOfSCbVYTwoTjdD1L7F0bknTiyius3+/fv32L4NcMXREVFV9i2PRqcO4oxOQ5EdSlXalLHjh2h3vrjXW73Z2NHJz3WunXsW1q7XgJpnsYkS4HnOjmFbzAYTqMuyScQkl50fdcR2Z4HL0os/zx2qMc/PNt7AjcfdUnw+HslV4dcwqn42oSzJrW4uvxEu2HlX/RL827LGF+WVTJjRuQvWfdpMBh+Oed7w9HpgCwOPpSvN7wH8rkx1XkFjnxuTVeP4BT7jixdtmiIs34wq7V2jLP+5lSJfTv+8hj1yO4ctWd/jn789THq4g2ZPHZzhrp/b47+5/qxoS1XJIg+u7P0s/uy1SMVGXY/3LwUrOacEx0dbXPCr3JQ9hSu76xNDjGhgBJKq0C8fhA7NyIiwgWiditn/BNG6CFK+B8ZpauIgx2C+t5xEPr/IOEu+Vp3twdGVgkB+VQH6oeF3eJWAWE/uWQG6o4RmmUTQZcSxua4eGATEkLgZivKHWWCidsFEXMklaVS8lLGyM3UQSdBHimEziFUPEwdcjK3UFCr17QKKvI4lT747na5XEPd7tBHtNYYq/RmSLmcq0nwvIuEg+ZDnmjLckVgbFKQ65vg/m3Qr9vcTuetrZq3elQpNQvytGTMbs+YuolxsVE77ecvaHTBXMn5gugG0c+1b9duRUS9+ocEVxtAyh8Ugs0GAf5V/ndqMPwuqWPyaZWU+Nw5JZ74YZme+/qllO/NnOD9GuN74khmhxFef6+xXv+lSWffAd9maPmJS0d73imY4ssH6dS/xhnwBoPh7Pya8rk2zZIgn9kHc9XBqjy99S9DnG1xE9GeHLWiMksd35pplyxJa1a9dhpYPjY0fHWSmn2kUH2yKVUt2pWl1+/K1Bu2pOnSbZk6fVuWeqUyW69dn2q335ahHtyZqV+rSNfZz1wTiB953gCR6gRSt8BB2Meni+GpKTAtjusoqToZixjBjTsgUfdSzr4iGJvTwb4hZxDN2hJOw4O0fsYpeYhp1jVY7UlwBBJSX8L5cAKf8PMPNung2fIgz0NA6CZKyqeC1GVgEHinZQXEH/L3IYRfA2mwsE6WdWDcTs0C7UF2cSXcH86YyKFCFMPvJINJmQJtYmgmnNEKDCy4cWMSpT0hTYZnvhvyzYS2oRzDQz00565YENRUyrlHuewbGkZH3yglG92xY1xf7dSl8PuZSSn3QCqDMmnQt1qPQTYYDEBdk08EhJFOn+5rOnWG57riqZ5/XjI6sIkocOJRn3Ee/1UZXn+bs2w+6jDC8/VVGZ61t9xyy492uRoMhv8Ov6Z8bkq1O1VlqwcP5qgPtqfre9KaVYvmO/lqRUWmOr4hxS7xxX8vn38eHBr+xCg1G/r2SVWuumlbuppdkaGfr8i0V72Zrp/cmaVWV2bp7C1pqmRfjtr5Roq+c804Naoiy+6/N9fui9PzGJYpWN05AcSxAUjUFELpbpxWr00OaxLc/wqE6UWn8/vRXERSeill9EkHJWccNT1TwjYpZZ9zylaDxA07U4g4PIUI2u4AqRPYcif8xO+2/f2RnRFWBJ4+FEupvAIktT8U6gHfcaQTowuEwNOiJLfDBPdqNlsiDrjWGuuEz7gWLVpE9+zZMxzq7sDs6vZqEp6YBM8fCWVkaGhoeOPGjWv+e0CTooWUtGdgiQBVl2BdMjwcQy8FiIyMdEKeGCplT8h8JdQVF2lFmqVaBsOZqIvyiSQmJnIMv5Re4jnWL8VzAmN5Xj4Gj9v0BI7ZbHeGqXccEe2WUP73sUXehcGqDAbDb4BfSz73ZLnrVebIMpDIvQdy1YsrR8tewVvW4QK1YkfWGeRzhJr9XlA+12fozq+n6IFvpKhZm9LUTW+mq5FvjJWXV2aoAxUZ6vHXku3Jm1PV4p2ZesOebLVmZ4Zasn6M7InrSoNV/mJAkEZxFtgtfuLfjVQSB/2HJOy+YNGTCErzKCG7HOTsIZROTziNzxj/lHH+CvRjKFR1ymEVP4RJNgby3YuJMJz2FndSTh+AciPgtssF7imI6Mep9AZ2pDP2qkPIJ/FkIxyphDxu3IEP0jeXcL7QwRhu9qn5PWIc0amU8gcZYbMbNWrUt0uXi7pr7byDCv4naO8PkOYE2hVynpR2MjQYESxr+f1+2g6QWpcJSZ8Rgq1QSj+qne47mdDQTiiGpwu5dsSIDmFh9TxUiOcp5ysZUzcrqk4NEWUwGE6lrsqnz+eT06Z54odmeUAkfSfSir3+wRkef58Uj79/mtffZWT1VHyNdGKsz5Y4NT+8/F99xpWvLS3zDQhWZTAYfgP8GvKJwd5BCDPfytMb9+fqTW+k6LTgrQAH89WKykx1fEst8vlcQvXI5+5MlE/RMnjLwg1M61J4m23p+skDOapq1Vg9pCJL/2VPtt64Lc2+ZXuamnkgT2/dlKpW4nR/sNgvhTFGZoJ4vYfrMWsTxFMT5HmXc4lxPn8Ap/x64iDvhvyb4PGnJhDdE4yz49CB52W1HJ51RFcwlgPt7ADZXKW1yJYChZAdkFyW4kikcDgy4Tkehmu3Qp3JKMSQdzHI56dCiA1wr7uUshfhcjGh4gAl9AmoFuMm43IpyiUtBwOtgjYeioiI6N64cVRHqPshwsUXkrF5WrMsaDdHCPm8kHIFBtnHdhctWsSefvrpNh07dnwkLMy1VjAyC/Kn1q8feXv96AaHQJKrJJNpsbGxrtTk5CVNmzarAuFeCH2cBbL7iGAopwaDoVbqqnxOmTLF9nhuGJVa7PlHzzEef6cRHn+/FK8fd773Huf149nvscOqpTOws32o57uLR5d/Ozzbs7doqm8i/MVrNhgZDL8hzrd8+kFWNo3TGSCYe3Zn670bUlXB6acW7chUK/blqON7su2Staes+dw1NjR8a5q6Cfr36ctj1ZwHB38vn8+Mlk3WjNW+g3n6+LMJasKCQXZfkM31b+fru3YVhLbcnmV32p6l/lSZrf72cq4Viv0IFv3ZgAB1cBC2DkcgaxPEUxPKKaXkfUHY3GDxk0jKy0Dm3v1PBDaQCD3hYPwTJdUSXC8KVfzbZ9GMdRacL4M+43nultMC4aSihARicoqWIHnLGecLmM3aBwoEcEUwIkH0HG8RQvB/DxryD6GcrmGc/h1EczFcC0zJSyp7Qd0bmWC3Yp+0tnA5wgQu1CfwiWGfAtPj+DvjnCwWnH4mQYRnzZrVJC8va1VoqOuvgWUDQYlu2bJlaKjTORxk9A0Q50/69u3br32nTlvqRUS8Dn0ZAo22FBYZEFxzajAYaqOuymdp6c3hE6d5ZicVej/tCOIZFEx/z7Ee/zXZXhwBPdFjNIZT8viHZHn2Zk3wLCic4rs2e2J5+wk+33ndBGAwGH4651M+/bkWezXZlXkwX++vypEVlZk6fXPJj2Nvbkm1b307X32wJ0fPW5XgjgleDtmcrRpvTVcVVTn6SxDXIU8E128+Ms6yK7JVwu4sfWBrur1kXYIVef/VehDI55uH8vWdm7NDW+D60q0Z6k/789Tftp0j+XRQVRRC2IEfyWEtKbA208FWa+tHsmQLSp8A+fz2303bg+R+RyhuShI7GbPHhFZPR/9Hf8AzS3emhCwjJOQe+FqfMd2NEXEjlfJSwehTkP4B/SiGe6dGBVCEk6GM0KOMsucopT04V4mM8PsI4UsIlR9IKZdAvggqrZ6M0hUglL6AfFq6AaV8AmXyc5DUcswTqBHqZ5ZjHHOQLW63+9WioqKkTp07fwXyeR+u54T7Nf9dQkBa20HZBykXH7q1HhAXG7fY7Qw9zBl/TcpArFAU2jPHZDYY/tepq/KZM3F2w4IJ3lcHZ5T/Ky64vhNjf8Yne/yZE7z+MYU+f9dRHv/FieVfJxWWT5oxw9fW5/O5c3NzmdndbjD89jhf8vlicj338wk6BYTwQGWW+nTNWPXYoyPsogcG20n3D7FHLx7sHLFwkLoIQy29nOQe9FYeSqbatSVFTnlkqDtmxVi74/pkeybI5Be7MtSqHamsPQok7o6vyJHxOzLlUzsz9MbV19od/IkWWTxUtDiUp16tzNbPrBpr916XJi/fnK5WVmarSjznHbr0i98/nNClxEHPusO9JoF8fkkofUQp69SNOhhc/jKQqfXkLJuVQHD9jPLvOGOvM8ayQcriLOvHx5GeDSjXuX5E/SfDw8M/YExsphyDxPO3hLD7w/dnoA8fg3xiSKRToZawWnBKDgkqVlAqLwdB7INT+CCfw6Bf9xAmPuRM3gfPcYXi/HHNpTcwGqutBpTTCUyIT6FtDC118o+MwM56wl8LCws72rdv/ydcbrdfMjlPWrJZMEsA3IAkiLiNM/qlg/Kp9es37NW0adOH3VCOCLoL6vc5ndU78g0GQy3UVfmcOtXXYMp13hf6jvN8iSOeKJ/42S/V6x9X5PMPSPOe6Jvi/XpUvmdL+ngP/MPiqzPPbjDURc6XfG5IUo22p6slR4r0l28X6G/xmMyqXLW7Kk/twrQ3R2/bmKr+jMHon0hw19uXrafD9R0H81QV5F2zP0+v25+jD1VkqEMvj5aj115jBWZOXkmyO23PlPMh/+tbU+0xGIwer+MZ79sz7Nt2Zante7PVSqj/qd3ZeuvODHs8toF5fikga88SEjjJqFZprEnVcTjpe5RSHAEMnEtfA+E8EYO5g8T+uCxIZwjhXzgCx1myeVqIgbgxKFj0J4HyqZ3OZdqpX8L1nPB9tnSwVxnTXUA+5zDODoPMjces1SUsK2ZQjLiizxW9bFsfBeFdCf2/HPo7mApawLnV1qK0O+H0UcbFEahvoQChFULdVD3trhu4XK4J0dENP5WSJUF1J49Oxul1EN81tm1v79atS3nDCxr5ldKPQRs18UcRHPlsIxlfAJ//olxOAxlt1eyCZj1cYWETqBQvMs43QLtYt8FgqI26KJ84cjl5clmTkqnezX1SPP+qkc9OI7z+K8d5/YPSvTj1/kXmeO/mvMneMQWlpYEdi9WlDQbDb5HzJZ841b0jwx53pFD7oI0bT0/vwPU301RRTTD4XRmhLffk6fTKHH3v9kz97I5M/fjubHXTumQ55p7+dhRuMMJRz9fHyitAam/Yl2VPejnF9QMxW5+mu72ZrqduTVWLtqbrBbtznIVvpssm52LKHcGjJP8T+Qyu99zJmCM7WPQkRJA5hJCjpx6ZGUKI30HZNyEOtjGEiNscjI0GAYuF7Gfczf7vQPkklC8jjN0TalnhYMAthEXwrPsw6MOVhHEcDV0M+TDeZoDwluGhDRo18CmtPob2l2AdnKth8PMMENGLIIuE/1o9hOCPg7ju5pwdB0EMrPmErjawlT0hNCz8M7hWCHkDfyxgeCUoPw3Sbrj+pw4dYrs3adJkDZdyGyGid6DOaqggog+IciVI5jGQ2tsFYTdopi/E+kFGp4A0b5OE3x3MbzAYTqcuyifudC+5zndZ5njPR31TPN/VyGf74V5c8/ntsCzP/2VN9K6aUV4+dtq0aS7IbzYXGQy/cUAEz4t8oiy+nBge+n6usz6+D09PeB03FJ0qhssSI53LRzvjXhzjjF+dpC55IUFd4KuW00AelM+NmbIZiGXX3SCVeO1U8P6yRN1g5bW664tJust6qD9465zAGbkH5PPvp4pmbQnlE4/N5JwkBouehAr2DIjc5yifOEIaQuiXIJ/7QBLnE8JHgaDhpqofjJb+HEDs+jkYXw0CulQIqzlcOllnvXqWmxL+AGN8C2FiNqWqO8hhG871EC7EdinVWjyZCMMacS5ncMofDp7PHgge75S0J+f0McbZh0KwW/GozUsvje/QoEGDBUywL0FMH8AjNwMjniCukOcFSM8rzocPGjTI3aVzlzxo5wghchH0E4Pgt8BpfJDdOzmlh0BMvU2bNvVAPypBSGdD6g19KINUIZkIbKAyGAy1gC/XuiafpaWlEdOm+zLTij3fXjba648ZUr2rHSW0d7LnnzkTPS8UTSsfhqE0ILsZ8TQYfgecL/msizgcbDSkN0Ecvz7bZiGcUmcOugKlKVj0JIKp2zlj20Biq4iDbCWUPu4QotjlCozinrM/2EEWM0EuX2VMrJDMkWLbVlTwVgDczU5BKikTT2M8Tsr5VM7kPULITVLaY/FkIqeUvSSXi6CelziVHtBvHI1FQkCg46HMUkgTe/TocUGvXr2uaNSo0QpG6TuM0RcZI7eCoD7OBd+sBF8G4jkSyjGfz0cnF01uA2J5PyHqdZDceVSIEhDQPwgmlmPcUfxdXH311ZdI27kc2n4Zfl/3QF1LFadPcK2vru6CwWD4EXVNPvGFAalD6fW+xRnjq89xx53u7a7xfNU90fPegDTPc3kTfKmQ1UinwfA7wsjnT8GOAmmbRR10BwjoJ5bjx5uGAvE4Cfs/QQJnmZ8MDVUDx1N8GEvmlE7AkVH4jusez/k59BzkUlJejlPXwuHIVko1Ct6qgTI89UiI7BDBbggRITdQKssUVyOirWgbM0D/Y6CvY0EwS0G6c3EaPlCyGhTQS+Fa13r16rkbNoxoK6UsIyFiJqWOiVQ6vATq5BJHPgMSfuq/gyEomCCbGQ7JvSGC3EAYm6kdIt0C6Q3mcRDCRzikozTQN0mn4ElIcN38G2MwnIk6KJ9hXq83bUaZ55vsidWxPNsOK//uqgzPntxJZeVA+5KSkl88VWQwGH5djHz+NECwmmAQdErZ8hDCPwpxsI9BOP8J6VP8ZA56TBK+yFV9nrsRJYPB8OtR1+QTp9zLyrxZpWXez3MmeL9tO9TjH5ju+SSrxDsDxLRxMJvBYPidYeTz50EpvURS7pNMzNOM36UofQyk9G5IKXiuejDbTwVl1QirwWD4edTBkU9neXn5yGkzPB+MK/Ke6J5Q9l1SvuehSdPLO8M9s7HIYPidYuTzZ0Mg4WwP7tbGhDvT8RPXvP+cdyJKJ9aBgfSxboPBYPhp1DX5nDNnTmS5z5c6udRTOSLH6++XUvZNSolnMohn02XLlpkXpcHwO8XI57mDKzKcc14mmJgjGLuJMTIH0lz4+Q9MsiTczc2YvBdSqhCikAk2i3I+jVJRzCmfyAn5M+SZD+XTIU+Sg8lrMVEhih2cT+aMLYT8k3GdJk79C4fIgvzpXKmhRIh+nKvhUsoUyF9IpYyHNnLg/k3Qp+mYlKI9BKWFkIrhHqZ0uD4B8syG9jHPJMbZvfA5pHmz5ndHR0TPFlQV43UuuQfamAl9zhKBnexsAZTD/kxjTGRERkROb9Wy5UJF6SXQn2uqn5/NhLKLod93wedEaC+zfv2w+GeeeKJjkybNF4aG1u8qBOkP+brazG4P90tCXa6Z7ePi7pCSX9e9+yXjGkY1zBFCD4C2BxLFR1huq2ZNqMFgOB0MI3KkOHAm8dLDBec23Md/A1zzeb3HM2rKDO+eK5M9JxLzPPumTPc87vH4JpaXl8cFsxkMht8ZRwvUyGNF6uFjhfJav+/c7bb+HwMcigyQnN/HWSDdKzh/jTP6HohVFcjefpC19VH1ozZqoY8KyvZyzrZSQXfA/Vcg/z2SsL0gbFvh+z4Q1m2UY6B5/hKlfBklfDdc3085eZgyujcQjojwzSCMDynKH5ZUVFBK14DkbYJ8b8D9CpDCMpDUm0H6NjJKD8L1V+H6FEZEFdT7Dnew1Yyy1XBtD+P8Pci/C1IF5P+QErG7W7eLn2vcsPEahu1gMHnJ91DGXoD2X4J+ZsDnckpJFWFsHfRjmVM5Hwt1hT4K/VgC+VbDs78Fz7gNnn1HeFjolkaNGm2qV7/+NqfSt8/2+S50u0NfwDBOjNGnoA/XK8JHuVyu+5q1aLHI5XbC89Jn4+LaLWwYHT0bhDoN+n8j/E7+CJ/mbHeD4UzAS1weLRZ5x4rlqmNF8m6Q0CJ4wQ/7W4mrx7F8Hvv3qbrBRyX13H5fu9/FqCjIp9vr9SbOKPd9kFri+bpwimd2WZlnZlmZNxnuYQw5g8HwO+RYob4Q5fNIkX7yaLG+/v1iOeZIiTP+r4V2+2MFssmRSe567+c21HiEZbCI4ccQELQ2kssp8FmKo4hCiNtBvu4TTNwYkDWHKGoQ1egWW6lFkOduIdhs+CyDdJ2kfBoI2OLqMjgC6bieCXZbQLjwvHTKvXB9EeSZgfkg/yIcXcVyGpIibA4j5C747iWC3SrgO+QfxaQcA3XMgTKLGGEzCSGjKJEYWH4OpaIA6vVBWgzyeReX1AdtzpNULgFBndWqRevrQZYnwbOMh7o80DfszywQQK+UNJ5LRxnjZCFcmwt9yZFMjobnnwF1zAaJnQrPd4fk1IN9CXO7vSCf5fWjou7RUpYOjh/cQUvtBVGdBvlvF1QUcq6uUcpdGN2wcQnUeQv0ubRZs2ZXh7nCUqH+DLg2DtJoStUlwd+5wWA4HQyc/EEBjztaKPKOFqlbQULnwUt+3hFINZ/vl9i3Hi22Zx8p1r4jJdp7rMSefGyCK/a3KKS4kx0k82KPx/PA9DLvvOnlgbWeHcrKyppMmjQJ1ygZDIbfIR9mWq73C9U1gfcQvp+K9Z34+QG8s44UyzuPFuo7jhXZNx8uUjdiHvh+/ZFCe8y7vmY1J9MYqnGApLUBQboQUpdg6iQsgX+c4+8qLCosqqPW+kKL8ziQuVbSkk3hRjNmsY6MWV2YZl0gX0NIjSxhxVjcag1FMZh+40C9FtRZnTpgeW7xtpBiA3UwqxPU1wTqbgtttrIsOxo3PkGf4qBsZ8yHdUNZDJfU2ArE/eStsT7sj5RWU8jXXuN3y7oA8rezrMDGKTxLvTGWx3oC/XJZEZxb7ZiGPkMZuB8NKQx+7sRs1gnKNYL7scKymmMfoa8xYWFhzUIjI/F30/HCmAsjbWbDM0NbkKCPmKeFZYkYzl2x2BaUxxBUGp6lBfQR68S+uOES/n4MBsOZQAHFEYPDJaLV+0WiP7y0Uw4X2pOOFqiZ+EI/XKQXBtZaFauHjkLCl/57Rbrru2m/zZd68NSiTpAaxcfHn/O4dAaD4b8DjmribMzRfNXjWLEzMTBTUyzL4Q/nufDH8l1Hi/W98PMD1e8ptehokT1x55TqWJAGg8Fg+J3g81kOlExcD/puoW7wYZFqdDhTNToyqbHCI+KC2QwGg+G/Cm6Y3FMY6fwgwxmJ7yh8V+GadrM+1GAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoOhdizr/wMkwp+lbQn5sQAAAABJRU5ErkJggg==" width="671" height="324" alt="Diagrama

Descripción generada automáticamente" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Dicha propuesta fue presentada a la Asamblea de Tenedores del Fideicomiso FFLATAM-15-1 el 24 de octubre de 2018 y en virtud de la resolución adoptada en dicha sesión de no aprobar la modificación de los términos de la autorización otorgada en la Asamblea celebrada el 27</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de abril de 2015 y concluida el 29 de abril de 2015, dicha propuesta quedó desechada.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el FdeFII-</span><span style="font-family:Arial; font-size:10pt">AenP tiene compromisos firmados por 2</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt">8</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en diecisiete Vehículos de Inversión y una Coinversión del Portafolio, el Fideicomiso ha </span><span style="font-family:Arial; font-size:10pt">comprometido recursos por un monto aproximado </span><span style="font-family:Arial; font-size:10pt">de $2,887</span><span style="font-family:Arial; font-size:10pt"> millones de</span><span style="font-family:Arial; font-size:10pt"> Pesos respecto de Vehículos del Portafolio y Coinversiones del Portafolio.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">El Fondo de Fondos México Energía, AenP. </span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos México Energía, L.P. (ahora AenP) se constituyó legalmente el 22 de diciembre de 2014, este vehículo a través de sus inversiones en fondos de Capital Privado o sus co-inversiones en empresas o proyectos busca fortalecer y apoyar el sector energético en México, el cual es primordial para el desarrollo económico y social del país</span>
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<span style="font-family:Arial; font-size:10pt">Este Vehículo de Inversión, se concentra en apoyar a fondos de Capital Privado como socio limitado, pero también cuenta con la posibilidad de hacer co-inversiones directas con otros fondos de Capital Privad</span><span style="font-family:Arial; font-size:10pt">o.</span>
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<span style="font-family:Arial; font-size:10pt">La tesis de inversión de este vehículo era, originalmente, destinar recursos a empresas medianas y grandes de los subsectores de transporte de gas, generación de electricidad por varias fuentes, así como infraestructura energética y de agua. No obstante, en 2023 el Consejo de Administración de CMIC autorizó la extensión del periodo de inversión, así como la ampliación de la tesis de inversión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El 29 de diciembre de 2020 dicho vehículo transformó su naturaleza jurídica ciñéndose a la legislación mercantil y fiscal mexicana a través de una Asociación en Participación siendo Fondo de Fondos el asociante en dicho contrato.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">A</span><span style="font-family:Arial; font-size:10pt">l 31 de </span><span style="font-family:Arial; font-size:10pt">diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">tiene firmados compromisos con </span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt"> Vehículos de Inversión y </span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> coinversiones por </span><span style="font-family:Arial; font-size:10pt">90</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Mexico Ventures I Annex, L.P.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El fondo Mexico Ventures I Annex Fund es un vehículo co-administrado por Fondo de Fondos y Sun Mountain Capital. Constituido legalmente el 15 de noviembre de 2013 y dedicado 100% a inversiones directas bajo un esquema de co-inversión.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Al 31 de diciembre 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> tiene firmados compromisos por </span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">3.5</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">8 coinversiones</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Mexico Ventures II Fund of Funds, L.P.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El FdF Mexico Ventures II es el fondo subsecuente del FdF Mexico Ventures I. Constituido legalmente el 28 de enero de 2016 y co-administrado por Fondo de Fondos y Sun Mountain Capital</span><span style="font-family:Arial; font-size:10pt">. Al 31 de diciembre 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> tiene firmados compromisos por 8</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en 16 Vehículos de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Mexico Ventures II Direct Fund, L.P.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El fondo Mexico Ventures II Directs es un vehículo co-administrado por Fondo de Fondos y Sun Mountain Capital. Constituido legalmente el 28 de enero de 2016 y dedicado 100% a inversiones directas bajo un esquema de co-inversión.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Al 31 de diciembre 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> tiene firmados compromisos por </span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en </span><span style="font-family:Arial; font-size:10pt">13</span><span style="font-family:Arial; font-size:10pt"> coinversiones</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">LATAM Impact Fund, L.P.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Este vehículo tiene capital comprometido por </span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">8 </span><span style="font-family:Arial; font-size:10pt">millones de Dólares</span><span style="font-family:Arial; font-size:10pt">, con el </span><span style="font-family:Arial; font-size:10pt">71.14</span><span style="font-family:Arial; font-size:10pt">% aportado, al </span><span style="font-family:Arial; font-size:10pt">31 de diciembr</span><span style="font-family:Arial; font-size:10pt">e de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, c</span><span style="font-family:Arial; font-size:10pt">uenta con</span><span style="font-family:Arial; font-size:10pt"> compromisos en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">10</span><span style="font-family:Arial; font-size:10pt"> inversiones en fondos, </span><span style="font-family:Arial; font-size:10pt">y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt"> inversiones directas. La tesis de inversión consiste en destinar recursos a fondos y realizar co-inversiones en empresas que generen impacto positivo social y ambiental en México y con la capacidad de hacer inversiones en el resto de Latinoamérica. </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Panamerican VC Investments, LP</span>
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<span style="font-family:Arial; font-size:10pt">Con un capital objetivo por 200 </span><span style="font-family:Arial; font-size:10pt">millones de Dólares, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, tiene firmados compromisos por 39 millones de Dólares, de los cuales ha </span><span style="font-family:Arial; font-size:10pt">aportado el </span><span style="font-family:Arial; font-size:10pt">81</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt">% en 10 fondos. </span>
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<span style="font-family:Arial; font-size:10pt">Mediante una estrategia de </span><span style="font-family:Arial; font-size:10pt; font-style:italic">deal warehousing</span><span style="font-family:Arial; font-size:10pt">, la Cartera CMIC firmó 5 de los </span><span style="font-family:Arial; font-size:10pt">10</span><span style="font-family:Arial; font-size:10pt"> fondos que, tras el cierre de julio de 2022, fueron traspasados a Mexico Ventures III. </span>
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<span style="font-family:Arial; font-size:10pt">El 31 de octubre 2024, se realizó el cambio de nombre de Mexico Ventures III a Panamerican VC Investments, con la finalidad de reflejar la </span><span style="font-family:Arial; font-size:10pt">clara estrategia de diversificación regional en América, alineadas con las dinámicas del </span><span style="font-family:Arial; font-size:10pt; font-style:italic">venture capital</span><span style="font-family:Arial; font-size:10pt">, donde la expansión internacional es esencial para el crecimiento y la salida exitosa de </span><span style="font-family:Arial; font-size:10pt; font-style:italic">startups</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">El vehículo es administrado por la ACMIC y Sun Mountain Capital. La tesis de inversión está enfocada en fondos que apoyan compañías en etapas tempranas.</span>
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<img 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" 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<span style="font-family:Arial; font-size:10pt; font-weight:bold">v.</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Activos administrados.</span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos invierte recursos a través de un grupo seleccionado de administradores de Vehículos de Inversión los cuales a su vez invierten estos recursos directamente en empresas o proyectos. La operación con los Vehículos de Inversión se lleva a cabo de acuerdo con prácticas convencionales internacionales, fincándose compromisos de aportación de capital con los Vehículos de Inversión, con un periodo de vida total del Vehículo de Inversión en promedio de 10 años. Existe un periodo de inversión, promedio de 5 años, durante el cual los Vehículos de Inversión efectúan “llamadas de capital”, para llevar a cabo inversiones, o para cubrir gastos. Estas “llamadas” deben efectuarse “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">pari-passu</span><span style="font-family:Arial; font-size:10pt">” con los demás inversionistas del Vehículo de Inversión. El Vehículo de Inversión debe rembolsar a sus inversionistas de acuerdo con una cascada que consiste en devolver primero el 100% del capital llamado, después un retorno preferente predeterminado y, una vez cubierto el mismo, el Vehículo de Inversión puede compartir las </span><span style="font-family:Arial; font-size:10pt">distribuciones excedentes, (conocidas como “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">carried interest</span><span style="font-family:Arial; font-size:10pt">”), de conformidad con los términos y condiciones establecidos para cada Vehículo de Inversión.</span>
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<span style="font-family:Arial; font-size:10pt">Al 31 </span><span style="font-family:Arial; font-size:10pt">de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, Fondo de Fondos administra compromisos fincados o autorizados por 1,</span><span style="font-family:Arial; font-size:10pt">225</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares </span><span style="font-family:Arial; font-size:10pt">y llamados atendidos por </span><span style="font-family:Arial; font-size:10pt">1,</span><span style="font-family:Arial; font-size:10pt">118</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en forma acumulada</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">en </span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">26</span><span style="font-family:Arial; font-size:10pt"> Vehículos de Inversión y </span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">coinversiones directas.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">vi. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Procesos institucionales.</span>
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<span style="font-family:Arial; font-size:10pt">Fondo de Fondos, en línea con las mejores prácticas internacionales ha desarrollado tecnología propia para la realización de procesos de análisis, selección y aprobación de inversiones, seguimiento a las actividades de los Vehículos de Inversión en que ha invertido, reporte y control de inversiones, así como la parte de cumplimiento normativo y programas para evitar el lavado de dinero, incluyendo procesos y sistemas de tecnología de la información.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Proceso de Inversión y de seguimiento.</span>
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" 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<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Cuando un administrador primerizo presenta un memorándum de inversión a Fondo de Fondos, el proceso contempla los mismos cuatro factores (tesis de inversión del Vehículo de Inversión, constitución del equipo del administrador, plan de levantamiento de recursos y los negocios que tiene en cartera para su análisis (“</span><span style="font-family:Arial; font-size:10pt; font-style:italic">pipeline</span><span style="font-family:Arial; font-size:10pt">”)). Los administradores del Vehículo de Inversión deben demostrar experiencia en estos rubros.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Por la naturaleza de la industria de Capital Privado en México, la cual se encuentra en una etapa temprana, los administradores primerizos son frecuentes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Se han presentado varios casos de equipos de administradores que han trabajado para otro Vehículo de Inversión, ya sea local, o regional y cuyo equipo decide continuar operaciones bajo otra denominación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Administrador </span><span style="font-family:Arial; font-size:10pt">hace uso de</span><span style="font-family:Arial; font-size:10pt"> los manuales desarrollados por Fondo de Fondos:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Código de ética y conducta;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de organización;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Política </span><span style="font-family:Arial; font-size:10pt">general </span><span style="font-family:Arial; font-size:10pt">de inversión</span><span style="font-family:Arial; font-size:10pt"> y política </span><span style="font-family:Arial; font-size:10pt">de inversión responsable</span><span style="font-family:Arial; font-size:10pt">;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de normas y políticas del proceso de inversión;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de administración integral de riesgos;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de políticas contables;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de recursos humanos;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Manual de </span><span style="font-family:Arial; font-size:10pt">tecnologías de información</span><span style="font-family:Arial; font-size:10pt">;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Reglamento de operación del Consejo de Administración;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Reglamento de operación del Comité de Inversiones;</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Reglamento de operación del Comité de Auditoría; y</span>
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<span style="font-family:Wingdings; font-size:10pt"></span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:10pt">Reglamento de operación del Comité de Prácticas Societarias.</span><span style="font-family:Calibri; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">vii. </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Seguimiento de la operación y reportes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El equipo de Fondo de Fondos prepara información financiera interna de forma mensual. Trimestralmente se presentan a consideración del consejo de administración:</span>
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<span style="font-family:Arial; font-size:10pt">Los estados financieros del periodo, para su análisis y aprobación;</span>
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<span style="font-family:Arial; font-size:10pt">El seguimiento de acuerdos;</span>
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<span style="font-family:Arial; font-size:10pt">Un informe ejecutivo de actividades, incluyendo las inversiones realizadas durante el periodo, distribuciones recibidas, actividades de promoción, asuntos generales y asuntos que requieran atención especial;</span>
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<span style="font-family:Arial; font-size:10pt">El informe presentado por los Comités de Auditoría y de Prácticas Societarias;</span>
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<span style="font-family:Arial; font-size:10pt">Un reporte del Comité de Inversiones que contiene los casos que se recomiendan para aprobación; un reporte de inversiones exhaustivo con la evolución de la valuación de los Vehículos del Portafolio. El reporte de inversiones incluye la siguiente información: </span>
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<span style="font-family:Arial; font-size:10pt">Presentación general del portafolio (capital comprometido, capital aportado, capital por aportar, distribuciones recibidas, valor razonable a la fecha, TIR parcialmente realizada, múltiplos, etc.). Se desglosa dicha información por cada etapa de maduración de los vehículos (desinvertidos, en desinversión, en inversión, nuevos).</span>
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<span style="font-family:Arial; font-size:10pt">Para cada vehículo en desinversión, en inversión y nuevos, se presenta la siguiente información de forma individual:</span>
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<span style="font-family:Arial; font-size:10pt">Semáforos de gestión para análisis de alto nivel de la situación de un vehículo, calificando a la calidad de su administración, a su tesis de inversión y a su rendimiento.</span>
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<span style="font-family:Arial; font-size:10pt">Resumen de la participación de Fondo de Fondos en el vehículo y del avance del vehículo (% de participación / capital comprometido / aportado / distribuido)</span>
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<span style="font-family:Arial; font-size:10pt">Evolución de la Tasa Interna de Retorno (TIR) desde el inicio del vehículo. Se construye la curva J del fondo con base a la evolución de la TIR en cada trimestre de operación del vehículo.</span>
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<span style="font-family:Arial; font-size:10pt">Comparación de dicha evolución contra la curva J teórica del tipo de activo (Capital de Crecimiento, Capital Emprendedor, Bienes Raíces, Infraestructura y </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Mezzanine</span><span style="font-family:Arial; font-size:10pt">). Para determinar la curva J teórica se parte de la base a los datos publicados por Preqin, quien agrupa una muestra de más de 5,000 fondos, se le agrega el riesgo país y se ajusta por el tipo de activo.</span>
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<span style="font-family:Arial; font-size:10pt">Comparación del rendimiento del vehículo contra su costo de capital, que se calcula usando el modelo de “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Capital Asset Pricing Model</span><span style="font-family:Arial; font-size:10pt">” (CAPM): </span>
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<span style="font-family:Arial; font-size:10pt">Para cada empresa o proyectos en el cual el vehículo haya invertido, se determina el importe total de la inversión y el sector.</span>
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<span style="font-family:Arial; font-size:10pt">Se genera la Beta del sector con base a datos publicados por la Stern Business School, de la Universidad de Nueva York.</span>
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<span style="font-family:Arial; font-size:10pt">Para cada vehículo, se calcula la Beta ponderando cada Beta por el costo de inversión.</span>
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<span style="font-family:Arial; font-size:10pt">Para cada vehículo, se determina el año de cierre final, con el cual se genera la tasa promedio de interés de los bonos M10 y T-Bill a 10 años emitidos en dicho año.</span>
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<span style="font-family:Arial; font-size:10pt">Se usa la siguiente fórmula para generar un costo de capital personalizado para cada vehículo:</span>
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<p style="margin:0pt 0pt 0pt 108.6pt; text-indent:35.4pt; text-align:justify">
<img src="data:image/png;base64,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<p style="margin:0pt 0pt 0pt 70.8pt; text-indent:35.4pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Donde:</span>
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<span style="font-family:Arial; font-size:10pt">X es el año de cierre del vehículo</span>
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<span style="font-family:Arial; font-size:10pt">TBillx es la tasa a 10 años promedio del año x</span>
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<span style="font-family:Arial; font-size:10pt">M10 es la tasa a 10 años promedio del año x</span>
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<span style="font-family:Arial; font-size:10pt">ß es la beta del vehículo, promedio ponderado de la beta de las empresas del fondo</span>
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<li style="margin:0pt 0pt 0pt 129pt; text-indent:0pt; text-align:justify; padding-left:51pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">D es el porcentaje de reducción del riesgo de invertir en capital (el cual es de 500pbs según un análisis de la Stern Business School – New York University), obtenido a través de la diversificación: </span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">1 empresa =100%</span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">2 empresas=100%</span>
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<li style="margin:0pt 0pt 0pt -16.42pt; text-indent:0pt; text-align:justify; padding-left:52.42pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">3 empresas= 72%</span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">4 empresas</span><span style="font-family:Arial; font-size:10pt">=</span><span style="font-family:Arial; font-size:10pt"> 53%</span>
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<li style="margin:0pt 0pt 0pt -16.42pt; text-indent:0pt; text-align:justify; padding-left:52.42pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">5 empresas= 38%</span>
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<li style="margin:0pt 0pt 0pt -16.42pt; text-indent:0pt; text-align:justify; padding-left:52.42pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">6 empresas= 28%</span>
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<li style="margin:0pt 0pt 0pt -16.42pt; text-indent:0pt; text-align:justify; padding-left:52.42pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">7 empresas= 20%</span>
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<li style="margin:0pt 0pt 0pt -16.42pt; text-indent:0pt; text-align:justify; padding-left:52.42pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">9 empresas= 20%</span>
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<span style="font-family:Arial; font-size:10pt">10 empresas= 10% </span>
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<li style="margin:0pt 0pt 0pt -106.27pt; text-indent:0pt; text-align:justify; padding-left:32.62pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Presentación de la evolución del valor del vehículo desde el último reporte, que pudo ser afectado por llamados, distribuciones, minusvalía o plusvalía.</span>
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<li style="margin:0pt 0pt 0pt -106.27pt; text-indent:0pt; text-align:justify; padding-left:32.62pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Comentarios del subdirector a cargo del vehículo.</span>
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<span style="font-family:Arial; font-size:10pt">Resumen del portafolio de empresas con datos de alto nivel (costo de la inversión, valor razonable, evolución del valor razonable, múltiplos, comentarios sobre la evolución de cada empresa).</span>
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<li style="margin:0pt 0pt 10pt 21pt; text-indent:0pt; text-align:justify; padding-left:51pt; font-family:serif; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Para los vehículos en los cuales el equipo de administración observa problemas de administración, de tesis de inversión o de rendimiento, se presenta un plan de “cuidado intensivo” a consideración del Comité de Auditoría y del Consejo de Administración.</span>
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<p style="margin:0pt; page-break-after:avoid; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Ejemplo del reporte de inversiones.</span>
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<img 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" width="692" height="403" alt="Captura de pantalla de un celular

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<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Junto con este reporte se presenta un resumen de las diferentes variables analizadas, así como un reporte en el que se muestra en forma esquemática el desempeño integral de los Vehículos de Inversión (“</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Benchmark</span><span style="font-family:Arial; font-size:10pt">”), graficando en forma vertical el desempeño financiero de cada Vehículo de Inversión (comparación de su TIR contra la Curva J promedio de mercado, ajustada por el tipo de estrategia – Capital Privado, Infraestructura, Bienes Raíces, etc.) y en forma horizontal el desempeño cualitativo del Vehículo de Inversión (apego a su tesis de inversión, puntualidad y precisión en los reportes, consistencia de sus procesos de valuación, etc.). A continuación, se muestra el ejemplo de dicho “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Benchmark</span><span style="font-family:Arial; 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:Arial; font-size:10pt; font-weight:bold; color:#808080">Ejemplo del </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic; color:#808080">Benchmark</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">.</span>
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<img 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" width="686" height="360" alt="Imagen que contiene Interfaz de usuario gráfica

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<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Este reporte permite apreciar la calificación de cada Vehículo de Inversión. La gráfica se divide por la media y mediana de cada eje, y los Vehículos de Inversión con mejor desempeño y rendimiento financiero se ubican en la parte superior derecha mientras que los de menor desempeño y rendimiento financiero se ubican en la parte inferior izquierda.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Esta información también se utiliza para tomar decisiones respecto a invertir con esos administradores cuando levantan capital para sus Vehículos de Inversión subsecuentes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:115%; padding-left:31pt; font-size:10pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">viii.</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Desempeño financiero de las inversiones.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los </span><span style="font-family:Arial; font-size:10pt">compromisos totales de Fondo de Fondos ascienden a 1,</span><span style="font-family:Arial; font-size:10pt">225</span><span style="font-family:Arial; font-size:10pt"> millones de Dólares en </span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">26</span><span style="font-family:Arial; font-size:10pt"> Vehículos de Inversión</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt"> coinversiones</span><span style="font-family:Arial; font-size:10pt">. Estos Vehículos de Inversión se encuentran en diferentes etapas: Totalmente desinvertidos (</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">); en proceso de desinversión (</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt">); en proceso de inversión (</span><span style="font-family:Arial; font-size:10pt">32</span><span style="font-family:Arial; font-size:10pt">), co-inversiones (</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt">)</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">co-inversiones desinvertidas (1</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">)</span><span style="font-family:Arial; font-size:10pt"> y c</span><span style="font-family:Arial; font-size:10pt">o-inversiones en proceso de desinversión (1)</span><span style="font-family:Arial; font-size:10pt">; e</span><span style="font-family:Arial; font-size:10pt">n el entendido </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">que</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> l</span><span style="font-family:Arial; font-size:10pt">a suma del número de fondos en cada vehículo no corresponde con el total debido a la participación de dos vehículos en tres fondos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se muestra la información correspondiente a estas inversiones:</span>
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<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<p style="margin:0pt; page-break-after:avoid">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Resumen del historial de inversión de Fondo de Fondos.</span>
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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:center">
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qDF6b5Hni0E9rYctA9YcFqaddTZ6YKr70x3PvBkmpPH03i77er3jCPPTJflyU0Q2O5bPCrATtjOgjzpHj79uKLPV9/yQBnj/eafmj748JO09OKbyp0l2flCRvc6qBxfCeyN2b5nH3NOuvKm+9IfeowtBJYtmCyxO0TRhM9E8bAlFxcf2ZzAPv7My+n0i29MV958f9p19Pz03EtvlLtbr7/1/nICu27PiUVHT8o+5s082XI3xbVPz+3zOIS7KM372FKpBFa/3v/okyKDRgLrTlEjgeXPEViT9L2nLGrxnJ1dgsBGiRKlxdJj2JziiP1hYd85J6bNBkwtTh/pQYbmHXdeevWNd0sWS2bWs2Pq/3vrEeUYTlu2g1NUBIILrroj/e9mf+7qagVp8wcLjh5x7Tvu0BxMDi5k7bwrby9kleN84rlXSmZyciY9Hp84/JRL07q9JpVHKshDFpccjs/Ed+8DFhWS1NL1VqXIusoU1T+PyCz57c9Hnlk9M4+HNqizL1Ium6SP/szhz2r29d2k5e/X3aOQ1/onNM97ysL7k0q9pjrHOac/hvztOgPSr7f+y6MmXbHot+y4MT0jy8TExIRMzLoiE5BJ808pxEPm1Zj2yERDttojGXtOPrroAeJzyXV3FXJrUkMHkImWrtdYyLvpFnHTJAAhlg1vvh8CgwyxI490ND7C0pUKEmaiyhbI0wTq2Uy8Bkw8vBC5R556qRAgpIt+0B1EqbVEq6OLzKtntekvfae/frODX201vJA1d1r80dHYIaye7//bdZrG46/+2LfUN9ndmPSvm+xdbIL9OBe7U2+fv/lTv3Jsk53ZPrBcn435M6S6co4so7/O+7rLpag3/tWunKPJRkeVes+6O86fCP86t6exfysqiKg/nRk/NkDf3K3xRza+6pzso+ccc24alX2f5+a3Hjyj+DyPDNmvpXO2V9m0/9R0drZFcuevJD0kSTyCIRuu3R638Lx+43FBYKNEibJSZexBi0sgRoxa2v5TLQIYx8nRtrS9K5Vth8wsmZeWtkX5S0FCZNU8b9jS9lUpJnSffPp5uv+xZ8tzix99/Gl5FtGf/vade1L5V7nniP2xzK1dmd33Pvg4E+ejWjxfZ5e+mbQjsIiW3yYGH+Y+yVLvm4nHF19+VQisx4iGTT0m7TJ8bnkO9D9a8SaTrlD8ucsfHpu/SSRKxxZxxLPH9W0t7hC5I/T6W++VtyHsPXVRmfz9w58HLT8mCGyUKFFWqpj5/1ydvOdOZUxa2halexbZMpOTlratSkFgEVa3i2V73Rb2zOOkg08pj3aYCHocZfyckwqBnZLJ7OPPvJT+cf2/BOquVBBY/6x35+XQEy9Ki8+5Ot2dJ7Juw3v2Wt9k02Rmve3itItuLBnl/73W7i2eL0oUZUUElq55tOfMy24p/09oPCYIbJQoUaL8jIpbmyv7HLJb8S3VR1lxqQTW2yA+/eyLdOHVd36HwPpDXSOBnZjr/eFHQHc7uqVzdmZpKQPruWp9Qjo8aoHAbrr71PKP/KdffC3tOmb+984TpeXicYJfZhtV/m2TvcvrCN0hsM0fEtnvv282tHxXx5a7op60tayIwHrdn/8QvPXuB+V1eI3HBIGNEqUbFc9BeY2TP1J1hZeoe67tf7YemUbPWpzb1hTQlEH7HVGeuWrctysVCw5MWXh6+ZNFS9t/qMg87zx87nduZTUWJM9zZI3y6CrF+2q//PKrNHXh0ha3/1Dx3OipF9zQ4rbVVTbuN6XovzJ8+rGlbuDEw8uf6Zrvu3bPieVNGPW3II80+lMifW3ct7H843qDy6MEXm9U6/qOW1Ce02vcr7WlElh/+Pr4k8/SsGnHFLLnEQF/mPPMrWdvK4H1ns+XXn07HXvmleXVSy2dszNLSwTWs+6emyx/dDvizEJgbfPHJu86bTw+yg8Xf/70h1DZba9ze/u9D8ufyP5xvUHlvaxfff11ecWV137Znx/zfGjz8zQv3rjgWW+2M+3wpWno1GNKHLFgh+dqPe7h2dMJ85ak3+8wphyDQPrDZ/NzdUT5sUcI/NfAHy3rH0yVILBRonSTIqAKFLuNObT8uWTBiReWekHaH6x+vc3IMivfKJNKwdarnNT79McBz98hnF5wzxn67V2HZvichn0FJX80sM3CA0iL1VoqGfXnAvv5A4FtArE/AwjwMgP+xGG7f8X7I9QvNrI6Vz7PbpPLnyEa+9OZZa/JR6cvvviy/BPXb85TP7W9rmi1Vpa33yYNshz64Ld/oHsFjRePr1tln0kKuZFt7ywPcvFniTV33rdsR5o6ewUyt8i9Ksc/ne/I46NPY2adUMbq0hvuKS9ZNymSQfPnHAs4/Ofm+5Q3Gpx/1R3leedXXn+njOsF19xRntX07KY/vbh9bCWixuDSEcU/xJE8Ew+vFtIWf7haPwdhBJWsvZ/Wc4x33P9EeROGbfScHnqNksmHNy9Y/KESXPruD0c+Zb0ETrZg7J3zmlsfLESBfXkzB10xCWrevpaKV3ZpjwlP0+ce5bz+QEQvFCTX9V3z79RnO/LHIvu1dM7OLPqhnfrl979tunf5k5E/JfmzEpvnC2yzn741Hh+lqfxXtq2zL7/leyvoXX/HQ+XtCPSO/LxSy2Mnu49fWN5k8MHHn5Z3bbM5+uiNBq15XpodvPXuh8WvueZ+mcx+8tkX6bxMhP1hyyTLe679aWpcnkwhjd5y0Pw9uB1VPJLFPmqcEGPYCjJt9TOLRqirf6ZTgsBGidJNilcgNV8ZZctBM9It9zxa3l95+31PlMzRG++8X/4F/+ob75S3Ajzy9IvlnZdeYeVdg/7pOerAE8oMl/MyE7/7wafK80X+fLHjsDnldS3+ecp5eusA0oCQXXHTvWVVGfuNzzN1zyc5jtMzc/f6rMNOvji99PrbhVzIxHhvIeI9OpOlxrZ3Zjn7slvKq2i84upXWw1P/fZdUGb63qno36+Izp0PPln6dlsmQpaV5fy9asabGfyrfN85S9Kl199dXoKuf15jJVNyfJa9F4B77+h9OQAcecqlJch0dsYcyZbx8w96Gb+d9plbsjFe82Oy4ra197u61W1/7/YdtN+R6f0PPi6v8pGd8W/l3+agSg70zR913N57Io9/8+t1REFgjY/vVjyy6plX/Rinsy69pbzaS3Zwx6Gz0wuvvln6c3seY+2esnBpeeer1xO9kcd6/vEXlAUfkFuZQuPHJuo4TjtsadFzxNyEBIG1sIF/ZV9+430rlcWOEkXxpgmvruNz/BmUH6/bPI5hG58u+WDxArbm+enHn325TECH7H9kJpfPljfBmGBKJjSev6VSCaxV+mTNZTTdlrdwh1fLyX7yBa5twtZnzKHlTSstnaurlCCwUaJ0k4JANCew0w8/swRt3zk2GbanX3itBOnX3nwv/bnXxEJa5h17fnF0Ww+ZUd5RKssmWK+Xndp+h5xaSKrbSP6EcfpFN5RMGyLrGbY/7bhv+Yf2BVfdWRwu0sbJeR7Ja7S8HguB9UcNWTqZRk4YgX3h1bdKVstzfjJ2jW3vrCKzoV9Wy0LaZLMRWO981HYLOHgmEfmWpURiyExf3YYzSbgrk1v/7if7m+9+ND370uvp0MUXplMvvLE8OuC8XkFz9mW3lmw3UjjnmPNabM/qKn1Gzy8By9ghboi3FcQezJMTJA5pO/KUS0qgtL9sjMD25tvvl6yNd6YigtMPP6OsACRLVAms8zW/XkeURgLrjx1eb+UVTQisd3KaOBgvukkXh05ZVGzGqnHIQCWwCKmxlnk2ni0RWJM9f7yyn1dnIbDeDyxbJePFVpq3L0qU1hR/fv1jj3HpjgeeKHfFGv8Me93tD6VRBx5fvnscCYE1mfrqq6/LO4glILbb88DyTmr27LM1fz6sBFYG3fKzJrLe9e2f/U9mompijsB6a8SL2Q74ARPVls7VVUoQ2ChRuklxGx+RtHCANbstJCD4Ikpu48mwIheNBHadnhMKgT04kzW3Tb2KxGxetlSwXjcHdc8Q3nTXo4XEyF65fdRIYN3idN3DllxSMrECvJfkyyJ4/6Nn4hAC79VEZBBEgR6Blf31rkzv1JS5aqlfq7vIxCEo+rHkvGvLM4h77HdEuYVWFibIxMc7bG++59HyOIb3WlrIAYF1m9ojE/c9+kyRgVvxZO6l+MYCce8/4bAyFouWvfwe0SU3CyS01J7VVbRXRvJvMiFzG91qPkisl6Z7ifuF19xRbv0ifE3vS725PJaCxP0pB1tZaLctPWpgnC1qgSx6Ts9zey1ds70LAqsN9F37Js4/pUyMEFi3VekgWe93yCklK75vnjhdfsO95aXxjQT2pTyxor8y8P3GLUgvvvpmWZHJ3YtKYL3Q/aH8yd48c4jA3p4/7WdZ3XOuaHoGMUqUlSluhfOVJriN9TKyJtW+21Z9rgSEVcL4nC33mF7s0ZLdHndpPH5FpRJYjxL57Vlskz8Tb4kJCQgEVsLB3Sd123ayz/qxEgQ2SpRuVMza3f5R6vNxXu7sN1LruSXPaMqYCeaeb/Wsk0yU56e80mb6EWeUZ6s8H/ify55Vc7vKOZBNL663GpFrWXnoXzfeu2z33J8X9tvP7SXP1frHtNWnnMu1vfTd9tnHnJs2zYTYi/0XZjJ40KKzy0v2G/vSWUUmuzp9yzFqvz+dIePa7s8MtnnkwW/ZWS8OtxCB7IVsiXp/iPAcsqw3mf9HJrdkK7Or/+Thz1z2lcmszwx2peIRAiR0Zd9KsLrL1oNmFnkqSKq64XnigJALvCYexun/rTe4LEBRddPEBDn3ona24darbfXF6B7PEQzVeda8Zmy9D9S1jKf3tRpTr4fym201ti1KlK5cPMJkZbm68IHJubsqiO2kbAc99j6o3I3zJ0aEeXL+/ouNuvY7voPARonyMyiCtpVz/Mmope0/9yKb4dZ6S9t+ysUflkyEOuL9p1GiRInSkSUIbJQoUaJEiRIlSpRuVYLARokSJUqUKFGiROlWpV0JrNf2+ENJlChRokSJEiVKlCgdVbz9pa1YIYENBAKBQCAQCAS6IoLABgKBQCAQCAS6FYLABgKBQCAQCAS6FX42BPbRRx9d9i0QCAQCgUAg0J3RagJ78803p379+qXdd989XXTRRctqW8ZHH32UTjnllGW/Vh5fffVVuvLKK9P777+/rKb1+Pbbb9NNN92UXnvttfTWW2+ls846a9mW7+Pdd99Np512WjrppJPS2LFj06uvvpqOP/74tOeee6Ybb7wxXXbZZcv2DAQ6F5988km67rrr0ocffpgOP/zwNH78+KKvX3/9dTrvvPOW7dWEF154Id1zzz3pm2++SePGjUtHHnlk2W/y5MlpwYIF6fPPPy/7mdyNGjWq6Pqzzz6bhg0bVq7BboYMGZIuueSSYk9w1VVXlbpXXnml7D98+PD0xBNPlG0dDf28/fbbS3+mTp2aDj744PTBBx+kGTNmpDlz5qSPP/647PfAAw+kAQMGpJkzZ6ZHHnkkDR48uPisc889N/Xt27e0/+mnny594l9sf+qpp8qx559/frnGQQcdlHbbbbe03377FVkD2c+ePbv4N2248MILi49qL9x7772lLb17905HH3102muvvcp3MoeHHnqo+CTj98wzzywfx/fee6/0Sdu0C+66667S/gcffLDIyfeRI0emG264IfXv37/UffHFF2X/o446Ko0ePbr42RNPPLH4+fbsV1tx+umnLx+nl156qdSJJ+r4aTq99957F/+u6M/VV19dxlOhC+TIr5999tmpT58+RU/OOOOMYi9vvPFGOac6OjJv3ryi6z7plXFeGThu/vz5ZRw+/fTTUscGBw0aVOS+ePHi0oehQ4cWXe4MkA+doO/sdp999iky1E5yWrJkyXJbP/bYY0t7L7jgglLoENti93yEcQD93n///ct43X///emII44oekqHxF3f2Qz43HfffUt8NT5slx+ji50FNqBPb7/99nKfwOb5RX2+7777yn62nXDCCcUnsDk2OmbMmPT8888X/bTv0qVLy36OITu2ZOwPOOCANH369OJ/yWfKlCnLdYTu8c/HHXdc0U3bFi5cuNw/txbPPfdcuvvuu5f9avLV/Lqx1hdjdsUVVyzb2j548skniw6Rg/GEM888s4y539OmTSu8ynd61t5oNYHlVB5++OFlv1JpjIHgBDjLU089tRiBwCBQciAGRuNvueWW9PrrrxfnKDhUUBKdRRBffvnlIlxB+MsvvyzbKTUl4dgNBiNyfs77zTffLIZIcQQmvxmXgMXwrrnmmvTYY4+VNjiWYnHQF198cXFq77zzTrkGUFiFEivOqR3azBnp58qQ6ECgPcEu2Ban9Pjjj5cggJjRbzaw7bbbLtszFecnsLM/DpReswsBCjk95phjlpM4+s52EBk2yoY40EWLFpXvhx56aHGsHC574LARoMMOO6w4R453dYBT1K477rij+Ap98SloCoL1Lsv1119ffBLwEdp74IEHFl/AjskN/BZA+TB9QCq22267IksQEBDaSgr5jvXXX7/4DnLfZptt2j3wGjdjINAbb35VYAU+jS8EY86v3nbbbeVTIOHXkArHCZb6iogDfTER4deMe4VAPGHChOJ/DznkkBJwyMPYdyb0mRxA0KeDdBVZMn7GRr/ptnEz/tpNbmSjj4gAPX/xxRdLjEE+7rzzzhJHgB2QqZjkUyyq+rIyIGNxks5I+IDfbGTu3LlFb8Spk08+ubRdu113dQKxQqrIAaFn3+xY/JPsMe61/wg9sHsy1V51fAkuwBexDf0i2wo6duuttxb71G+6Wcfy8ssvL/aL6JMTneSjtKMzQKfo0E477VQmS+SywQYbFN9ALojXpEmTik3ROb5S//UHNzFxok/GmS01R+USbJPs6SO5V77h+pVbORe/wn+xa21oLYwBIlnHgZ3w9/w63+a6xpXOu4ZzVx1dFWhzJfgVJoV03mSR3fK9+tt8v/ZAmwjs9ttvX4gp4Wokg+c4dthhh1JvUA26ACADYsaJOHIkBlK2gFDrzIMwOVizN87zt7/9bQkoNRBVAmtQ/vM//7Mo/TnnnFOCJ4HIQPhOQNqx2WablUF0HedxfQbDmTsHJfrbv/3bMst2ngrfZZ44Tc68ziz10zGXXnpp+R4IdCYEcpMyNoZQ0nlkVrAWGGXYKuwrQ8i50n37cIxmypyawFmzs4KWjCp7YTfOzcmyJQ6cAzZpRATs49yu67y2m+CtDrBl/kRWB5FrJG/6LgCDLF2PHj0K2RV4+C5+hN/hm6p9Czh8A7LLB/El+mcfctEvk1jgi/gx8hMsTNZlVdqbwCJQZA/kzV9WAs3f6hc/qG8yXsYL6dU3xM44GhM+EGbNmlU+K+mjM4I10uC8stay6AgK8jpx4sQSxMmlM4Hc1EmINsra9erVq+i0wDhw4MBCfqDKqWas6Kf+iCkyWzvvvHPRHXpjXzoExlmWzDiaKDin6xjflQF9RA7ENQQOTPhMJFzTtY2tTDodFGuQvNUJxIUeGePqR7QNOZVQolcmAp999lmJ6WRex0GbxUMQt/kWBEzc3GKLLYq/YBeIkr6ROduTia1kGHlHVl2T30HijHWN+Z0BMqErCCzbYefq2AKwGRMjxBsXwBWMG5viB/ki+7o7fe2115ZjgLzoK3/rHL7LvtsHwSM/ukp3ZW+Rfd8lHth1zVq3BuwfmeT7gM4hj8YV9zKWxsfYKyNGjCg6sKowMeSTcDB2yqfWyRpdwtHYAH9jjOlWe6JNBLZmYHWcoQJhGzyOUyfMyii0gGAwCNAtnUpWzQTqrT4KLPCoJ3hKQUEEJagEltK7PuMxSAQija+4NuMwSIIPA3I+2/zmmOpME8F2W04wp1AVZiicC9jGuPSVY2PIZugMLRDobHAAAg8bZF+CpgAAHn9phNtJnCTbQEBN+gQWAVRwsR2JYScycM7H+QhqjnE+Dp39OJ6Nc0ScpVvOvrN17VkdqIFPn2RdZU5qFgFhaZxkCpqNdq0PbpnyOXxShfMghMigCTpyx0cgwxxwhXPLvq677rqF0PMLgkx7E1hjKVCC4FB9YYWApw98qrbziz6NYb09KHjVMRGMZWN8VvhtO8KCgLiOQMNXmtjoNz3oLNDJSq4aYZKGWAvMyLgJRo0vdZwBQTCmiIPYgXCYeBg3x9UgL3FhUkfX7U9+4svKZkURGXHROertUm01HmKb2KLNbAq23nrr7+js6oI28h9isQlabZtxrxn+Cv5GvEXoxNQ6JurrI0kVzlkTQ8aFr2Gv9K3qk98y1a5pAiyumlg03t3tDLj7VB9X0Vb9legCE1tkkr/kN02Y6SH5ySpWUs8/8qFkQofZKb8J9NCkEnGkc3wZW7cfjiMxgcfQDxMGOtnWrLSxq7pdx4dfx3vYv/bpJ/+yySabtIkg/xD0wbXYoNigH+JC9Z90HN8ST8ikUWdWFStFYCmxwSV4sxDGTziM1XeK6TYFJTXInKOgY3A4fcoB1dEo9mVYLRFYM4Z669/MloDMlg2E74TneNew3SB53oPQBDZkmjBtR3jNEBsJLMdm8O2jvc6FmBt4SmTmVINKINCZqATWbJYTZR8mh1AJrGDESVQCy8myExk2ztN3Dk1gZ7f0nWPhfNk5G3ANgYXNcuj2YzcmdYgrQqiejTTezehIVALr07X1H9nQXneEOEoOW2BA6BAbvkMwkIk0ubUfvyJDgKTqp/6wcX6JnyEPPsh3QJwEesXtRI66owisTJDrgbYiP64luPKPfKsJev1ex0n2h69D0LSTzzOWAic9IBM6IcCRDV/tnNWXk6GJuu/0oDlxXp3QTn4auSYL8ubjtdukxPjol6K9dAF5op+IkzuCZKI//LxjxA46QM/Zi3Py6c4r/iAm/D99RyZWBogNG0NUTCrYl3aQLRKkL7brn+yxa9cM+epEJbBsWNu0gy7xHyaF9IIPqXdMyVuGUF/EVxOdereVvfFFbI1OkSPC6zj7GUfyR+qd0/nJmf9hu3SZbIxdZ6IlAksu+qBv+qn9xotO8RfsH/9hW/TGd75EX/hpvtl52Jhz6ie7kuhj5/wyPTSBJE+y8J3syL5xot0aVALLt+mL8TC+xo2t8Af6pP3GwO9VhfHWb3otQUDHJTfok9iD0NIz46/PdKY9n69vNYF9PjtGzjRbnwdH0j3ZKZ6WAwMW/3gOKJ/mWdaTuQOvZ6FfmBt+Y3YS72ZBGtz77rmnMPLzcqC7sxLBfI5P8rEEcFNW6jey030lK8mrWfCF4Obt3+RrPZWdgsDzSq432G9nAT2WDeZRs5PM/Bnj1Vdemd7J53857/N5FhhndX2+/rNZ4cx2b7355qIYH2aleiA7FhngJ6uTytfh+AX2mvIXAAwuZWDoBrv+kSMQ6Ey4Jc5RIE6CiQlfnUnXZ4zoLh3nyDheEDDr8+cysRwpe2J/7I3ec7xuAZnQCb6cD3LqeuwXiZVRYF+uaX/2bdvqAP/DF0DNcpGDQOi39umnPnPaJtwCifYiFIiD7DO4hed4QUkfim/LIAvOH7nlB8B5i0/KEKxd07mcX/ahPeGc1cHX8TQm2qhNxkNm0dgYR+QU4eKr3BJH7slA8FPH/+lHzZwhuGSj3/plGyJXybogaPw7E4ir8QIyqEW7jYO+CY4+6a9+Vh3QFwGTDZAFeZIZu/F4BnshT+NPho5jRx4/kA1svAXcVrgGnRJLTDroCvnTP7ZiXOkfndFONtoezyG2Fcadb2C39ErbtIcc6YEMKbnKBKpDSqqc9c3+ZMoWyYz+0UUxlgz4GdvJtMqfPPTddvpJb9VV+be3HbUV9EGmGPRH2+maPrMR42qfmoW1XT/Ji++gn+yPrMiBD7G//gKOUbPyJtp+4xRVD8mEzmuDbXhHW0HXjA1bN8ZsnF9Xry/Gmv/m+7W/PbL/VYfoCv/kusbZmPOTdFycqf3yvT3ROgKbFS1bfsqRzD0R/5Jwf0tu3ZPrKU8XPNCakltY8+b9pS4rZ251Ux3CmIlg9jIpaz3P1LQtE9RMzd07S1myKU+Hm66TBVA+8wDkkfcwV9M58uxk+b7qENk8w8teN2VLaKrLRpOnBU3nELTVZeeVp/Ape0H3OlKeBvm7csrepQQ5DrElcJI1wxUIdHVwGPVW8o+B86xE4acAzlMwbA0Eoe4yKTWZEDhbA75qdU0oVgeQUoSzNUAUA6sO/qO1toG4VuL3U0ZbdCv0cPWhdQQ2z4gL0UT6BDxEcOlS73VpIofqTjrJvyeayKM6BHXJEn/Da6o76KCmOr/V51lHniK4T9ZEJBFQ5BTRdB3E1O059cio68+e3URcEdhjjmmqmzPHO76aiO6iRU11c+c2kd6LLnJvoKkO2b7hBqmolI44oqkOWUbGA4FAIBAIBALdBq0jsBWIbOMnrEodtPY4+KHtq1IXCAQCgUAgEOg2aBuBDQQCgUAgEAgEOhlBYAOBQCAQCAQC3QpBYAOBQCAQCAQC3QpBYAOBQCAQCAQC3QpBYAOBQCAQCAQC3QpBYAOBQCAQCAQC3QpBYAOBQCAQCAQC3QqtJrDWIN9+++3LmtuWb/0hWKbOGsirCss1WmN3xx13LNde0QpD9rPGsuu2FlYssmKGflVYW91Saz8G7bA+9IgRI9LQoUPL0o4DBgxIffv2LfVKINDesGTh3nvvnYYMGVJ0ztrl1ii3nKPV5HbZZZey7CtYl92a8NbdtlIO+xg4cGDZ5th+/fotX4IWrNNtjWwrWfXu3Xv52vjbbLNNGj9+/PJ92Y119i3Xal1rOm85yI6G1aV69OhR+mzFrUGDBhVZWC7Ud7ZoGUewetOuu+5a1iK3Nrk2brXVVqWPvm+wwQZlmUVLHVqfW51jrOlNnlblsxTpzjvvXLbbD1zHeS0TaXlp8raiV3cCH8lXDRs2rIypZVvJSb+s4mVNdv2yHGZHw9KbfDtZW95y2223LTpl+U0+lD8Gv+fPn1/GwzjBPvvsU9pozXV6rg/GyQpSe+yxR7ERK5iNGjWq6I1lXSdNmpR22mmnshwq8OPGe7311ivH04NNN9202NPKwjKsYlaFJVpdc9GiReW82nrAAQcs29p1YCnXo446qqyfD5Yj3XfffYv9T548ubSZfE499dRiU8bCWNEfvoc+kbnjyJ+OWaVrwoQJxfaqXyJz51lzzTXL0sD240/aErvbE/p95JFHFv2nT8cdd1zRf7rJH/Ts2XP5ylr0sH///qX9+jZmzJi01157ldUM+ZZevXottxt6qG8jR44sfbOkLjmApWrpc/UrdNo5yduStIMHDy7ntgRsW2AJ6MZVwIwL/1+XXtY+Mm/PZXstPa2fs2bNKksDA/0XQ8QS/cIF2cWKVjtdFbSawHIy1okmDA2l7ASC8BloQhfwOEHfKYTgIsgce+yxZX3cPffcMy1evLgoPQhKDGPGjBll4DgYna2BCDGlXAKG9YIpibV++/TpU85jKUwK5fwUR5BmDAzOGtOUzNrf1jOmHIzJkoxnnnlmaRcjNMDW5xWkBTbtnDNnTgmUSIDvo0ePXt4m61mfcsoppd/OzeEL4JyltbadmxNoq/IFAj8G5JEtHHHEEUW/ETkOhGOgh5xpDRQnn3xyIaps4J577im6j+TRXzbmdyWlnMu4ceNKQGLnbEzAdW770He6DvSbc3Vta6EjA7Z3NDhj15s9e3YhN9bxtgY3+7WOON9kPW6wdjnfwF8g/frDufMn7NQ63SDYsm++hc2SrfMi7wi6wMO3OQcIQtYWFwTmzp1bZOI63Qn8JH3gE/lnQVnfydaYkyf/PmXKlOUBtqNA3mTIXxsjMqeX4oL4UcmU8TFOCCBiQfeRpUsvvbToOZ9elzPlg+kH/TTJME7sQ1xyfuPVmLRwnDG2NrwiltRA3FZY8lZ72FkFgi1mslnnZi/77bdfsRnr3bO5rgCyQULJrALRYSv8A/nbx1gYN2O0YMGCYlNiIX3SH+NjPPWZPMV3tlmJHbBPRNi+CC07NsHoDOAidN9Ew1joi9/4grjPBuihfuMAxlHf8ARkV7v5RN/1kf90TralXziJSa7jttxyy3JNBI88q33xTXSb/jgHmfA1bVmil77Tq5o8M3YXX3xxSbBpL75mH0kK18e32iPRpo8IvAkgHuW6fDRdIUP9xO/IoMam9kSbCCxiOnXq1OIMODsCEfjMnDkBCmCwZTeGDx9eBs1Azpw5sxBR22+66aai2CDwIKCIMMe51lprFedC4aGRwIKZn/Miuo6jYNphwCkQUouEMiaDh5RyXgTpOE7PMYireoEKUXVNCsx5UiZOh+IZdLMLhlkDOBLBEVEug0QZDIw+mVXpezX6QKC98dprrxUbrMSJQ+L8BA22UJ0E8sl5CSAcCltE6Oi173S7ZuAELfbCPn1H7OgwR06fBapqs5yu6whCIEO5urKQnK4+aCMShrCyeYQaaajZOWDHHDTia39OXF/5kGqbgtJBBx1UfA+fAhwxpwzsHtFA+oEf0l+ykmVyTYG4O4FMkDw+nDyNp76bcPPx/KQgREdWlsi1FjXTSteMRZ2IuTYi6DvwuXw6XTaBEE/OOOOMQmCRB/696qhJB72XvTVWNWAjBOIJfaE7FXy/iV7z76sCMaVCW02AZMboij7oHzsWWxp1tjNB1tontlWwcfGXDdUJsnEAfoS82BQ7YTMyi2xDH+kRfdJX/qpOLoG/cLw6tiuWG5/OAr3RTjyCTxT/6SJfIyGGM6hnI/iNOzH0UCKA7fAZ5FPJOpn4ZGOSYHSTHlS94F9xj0pgTZrpsGyta7q74Jp0pC3g8+v4VOgX32cMEGRjQudkmasPXxWwU+PuuvjQW2+9VSaNZIWTuZ4JPz3CEe3bnmgTga1KhnFTXo5FJlP6GJkVDDgN3w2IQIf4qaesjnFLx+wNKImAgtRSah1snK01EljO1HUMsoEyC3dOjsEtIsLizFzDIw6yogjlwIEDyyCa7ckQE7TrmvFXAqsOgXV++zFkTo5zdR4KVR0NRdYmA2VGph3a61w1kFPuILCB9gbdE6DpMZ2j+4I4u9x8883T2muvXXST3XBWdJhdsNHtttsu/fGPfywO2W1B353HviZ2JqFucQn4iKtAxs44I46pohJYdRwsG3DNjob+uC3HDjljTp+d8xf8EWLiNjRoE1kJKjIl7B9BQpiQ9Hq7ElEjOwGYj+LQ+SaE13F8GR8HjuXX+A1BbN68eSXwOa47gW+iF/ykvuuXLAkfy4fJvOoXGdcA21EQWPl1+iSwuR59Rezo6GabbVbaRe51YsVHC74bb7xx0WvbEURtpx8mG8YTGZHA4Ntl3fly5Arx1WewL3tgA65tXKturAoaCSxyQ69MGMUibdRWbfI4gXZ2BSCcZO5RPfIGelLlxdYroUXyEa1qGybTJnrisf0dzz8gp/pvfIxfhQmjOrJmuwheZ2Vg+QB6SLcQ1/poEV3Qf301GeI/JK34B74BH7KNPfGV/IHsLT2jT3wn/4Tb0FOPkfzqV78q/qo5gfWbvyIHfMh1kb62kr0fIrDObQyNn8mDeNFWgtwSTD5NhGsGVt9lXOkAGQIZkS1+h5NV+2sPrBSBpbgyrwzwqquuKo3SYMHBAMhOyHLKsHpm1kwFufPcnRlLVXwDZDZjxmwGZ/CbE1izZ7eTPIvCMSkIK0eLiDq/AMzxCegESnEMkvZQHm1zbdcywM7PGDlKz2owIm2WAUZkGTNng7xqm0cfPM8BnDtZMDizJOdEnH/zm98sn1FzVhxrINCeQMxM4GQsOAWEld6yAxBEZGAFahMogZ4z4SgFC0EHZFToqMBD3wFpZS90nq1wSIiN5wPZL0csc+dcCAcih+x6hpDNdTQ4R+1yF4jtsTu27btbn4KlPiOx+s9+ZT34GMGCLxGEEDPfyYk/42TJ0K1dDtY1OFvHI/2CLbJsXxNZ/RVgkFvPd/FX3Ql8ob6RmT4hHfrCj/LlAp5+0a+OBj9KnvQIkeOL+XvjhAyYgNA5d/FMFOi9mALGy+StjgP/L5lAj2tMod/sxXY+f9111y36Y7IjPvDRdB5MkOh8W27brggILGKuT2SqX4iDtotjYpe7Ih7voVNdBZJNyBgSRzfcxUCKjIdx8egeYmXM9KNOJNkYGyJzxJx+2dcY4Qn2NVlml84lUwnGVVbXb8S+M8AX0AF2jxv4Ts/4DHqi7fxr7Sefo/9+u2PrNx3lJxynj/ot84oP4AiSXdA8A+uTHrI19ocb4Tf4h4kVP90WVALLtyHZUAksW9NHfeLP+XmxYVWBF+mniSVC77qSl67l0R5xBz/iM401H2vS0F5oHYHNM9Wvs7C/zYOdtQ6DTV/mQfksEz91X+UB/DbPIL5+9930TQ4on2cn8EXe9k1Wys/zfrZ/k1n355mpf+nZ0KzEefTSt3mW9kU+1xfZYL7J37/O5PAbx7l1lR1Knpakr8zS82ztszywWdvSt5l4fpYV6at8jW+zwD7L+3yZnfLX2Vl9nY/7etnx3+Tzf52V6CvXykL9XFvyft/kum/ydb7NdV/kui/yLOTbfOwX+XyfZyF/mz+/zNf4PBvwt7nNX+Y2f57b/K2Z+TKFMiAGTjBXGAGHpQgQyIHbCIFAe4O+mURxAlXn6i3uqof0s/k2+li/g30FrHpnwXZ1zuv8vpspO0f9XR2P73V/29vTIf0QtEP/odqedvisWSKkRj/t67O2s6LKQKDgcG2zb2N/fDpn8767RvN9fe9uqPLSJ/1QOqNfrl/l7Xq+N+qreqTUxES97VXXfCq13r7IAx2ougFVh+2rj76rq9f0CY3fVxW1Dz5X1Edt8NtnV0GVAfJa786og0b5N9oGEi7bqh9V5nV77V/93igXUGffzpaBfta+NX6vY+fT5KPqVrWV2ufaN/X2NaF3C902paKx31W2Ph3jWNtXRSbOU8+nQL2O3/rit3Oraw+5O09te72u73XMldoG/fK9PdE6AqujmcHn6VfKU5SUpw9Nn3kWubxu0SIP5KU0Zw6G1/Q9z2jzFOC7dZnclX0zkczTj6Z62+fN84BWSm41nHFGylPBQnIzZU95WuFv0ilPs1NasKDpeo11jnFubXQex7ZU57haN3fuX/qhbunSpjpt0+Zap23q3CZFqjPc/mi8rdoItxjaIzUfCKwMOCXZq9aAk5UF+KlAFmdFdtkcZNQYXAJdEyZZgmFr0NZbroGWIYvaWtuwb3sQoa6OtuhW6OHqQ+sILJg9XHqpv236N0VK/izSWHf//Uauqc4jAB4TePDBpowt1l3r8uyuFFDvGSCZzTffdF/I9C2lq67CEpv2EWCvuw7VT3k67p8UTfu6dafOrf0XX0xJmv6aa5rq8uwxPf88NukdFU11bpVmY0syqc6v7q67Unr6aZH8L3X33OOhniaymmeXpe7ee5v6GwgEAoFAIBDodLSewAYCgUAgEAgEAl0AQWADgUAgEAgEAt0KQWADgUAgEAgEAt0KQWADgUAgEAgEAt0KQWADgUAgEAgEAt0KQWADgUAgEAgEAt0KQWADgUAgEAgEAt0KrSawXhBuiVbFMmk/BC82bo+1ja3qUNcbVla0ioP9LG1pRYiVgSUFLW9rAYJTTz11We33YYUJy8ZZms0KJPa3XKHVfyyZZgm3QKAjYflFq2fRV8vzWeLV8oz00vKA9aXvXjDOZiyhaXU4n1Yqchw7Yc9WRwGLGdQVdSxuQJ/ZhPM6h5WQKui7OvruGva1eMfqgOUbLdMIlnC97rrriu1bi1t97bulobXRMp7aZps6/kM9WTWCHZOLxQ34N0sgsnFLgVpyuoK81dXFIpzL9dsTxsZ4gWUZjWn1a367prE0ZvrHF3vpvKW6yaHC+NlX/62q5Htddc02/hLoANnYpl9WYSKD1bHIgz64liWSyV8ba2yhX0ojjBOdBMudOp7ONuqgRWboeY1Txoyu8N1WX3MNiyOAZWPphn2c17KeVv6y78qgXqOuYgX6ZZzqy+21Uxs7E8bfkrt0mzzYFVn7zr4r6LZ96QV58xGWNyVzK1M5B+iTY6ts6RB9hKqzjYsdkDv7Yq/8lyVQ29uO2gJtZlP0UH/pjqWF6Ze216VggW+wL31hN+zzo48+KrqmvvoL/aV35EA+9IJuAXt2bNUzOuI8VfbkQsZthXZoc0Uds6pvbJ7c2xvOz6c2jqFrg6W96YM+k217o9UE1lq61g23TJqApkEEptGcHaVktAZFQ62BbFsNmLb53ugYOU+KoNhu4HyvgdW+1sC2fu7cuXPT2WefXc7purbV745DHut359AO51Qok2vX6/jt+No2wmaYBl/wcF7n0afaFtBvawtbT9jn0qVL06hRo9KSJUuWr6OsDYFAR4B+LliwoNgCx3jwwQeX74Kwdf8tYSyYA522brl1tQUJa2tb29xqVZaatXY3W6Df1pG3VjsdPv/884tuuw5H7hp1fXo2MWfOnLJeujXolYULFxaf0NHg0PWRP0Bc9dsa6uSgrdbiRu4BIdGX8ePHl6DCb+mHoGsNerJg+8DGe/XqVeRV1z9HQKzPT55kVX2Wtd6dizxdm5wEiPbEueeeW9aYFwhdS3/ruuYIqgk23yqw2q4gn8bT2uYmIEA++nPyySeXwGmdf2vw823Dhg0r24AvtDa68Rdwx4wZU8YUUe9onHHGGeW6ZE3X6NP06dPL2Fhn3nhVIBHWixeE6W2PHj2Krs+fP7/0zTjx+fpPz8nwhBNOKJ+LFi1Kd9xxR+m/GFKDqzryVdgQGdKjxolAW6Btjp83b97yBA6Z0hPtRBKtja+uxkQ2tTph/K3fz+bpLj2hz9b7p0t0qLYJQe3Tp0+xPTbGHujdiSeeWPrEFzifsSFXNqFv9JMO0Uu2Zj9EBuxvzI2Z65K5875oMaJOgDGo/k4cpyv4hlhuLNWRFT+J4JKXgg/RG99NUPTJMfbVRwR47NixRa8RUzZmX7rHT62zzjrFFwM9dyz9xx/I64cSaS3BNemd9gKfRcbVP7OpPfbYo8QE42t/OriqIBfxgG+skxT+qnfv3oW40wV6wdbqBLo90SYCSxkNsBnLvvvum3baaadiBIMGDSoDQlCcxuDBg9POO+9cZsIDBw4sgyeQDBgwoATDGhBkcBi0wun85je/KU6qZjLrINRZDQNjQAyQQzBYzknROGSGtcYaa5TrI5ecWg12e+21V1Eobdxzzz2LwPv371+ufdJJJ6Vbb7219MOxnLe2cJJmXBVmSRwdR6if2j9ixIiirK5BERlwINAREAQ4OnrP0Zn5CtB0VOBG0m688cZlezcRHjqJkNF9zssxp5xySnG4nDdHxsnJKAokgixHw9ZkZtgWm28MtK5V28HpdoRjag7+QTvYdYXggPxoq/pKSgFpY/ucKx/CdvkVJFjbEXLgvwQwhMM2wUO2zCdCwq+wb+CIHau/lQCqa0/oiwAqG6hdCCiSXeGOFL8KxtWYG2fEQz9rtgWZE0zr5MIxsj70ga+q7QcERB090m/BXMDpaGgjf66fdA0h0GbECZE1ZhUmVrbxufw1vURg6b+kA92QhADjRb/1l66LV/ZHzvW7ZnaNuWs6tmZwXVNbVgbGgU4iNNUOnb9OihDByZMnFzvWB+Os/asT2mesyVK7tMdYyxBW+Vdig9TSryov3+vEhozpGx8C9uE/jIU4zEfwDfSJTptUgkk4nXYdbTEBNdlsfldkdYH/wxPIpGZW+Rp9wQ3IAsluTEwZZ76Ub9G/OuFBwumbcxprE2O8iR9C1ukbYrrffvsVXURg7av/fA27k432u60E1t0JMnVshbYbI5Nissa9tJtt2ReHWVXo06RJk8pYVwKrr7gUHZFEqMkTE4D2RpsIrBkzRWSAvnOsiCEiyAgogYAiTa3hlewyDAbL2TPkSmAFnU033TRtvfXWxTici4OtWY2WCCzS3Ldv37TbbrsVxXJNzoJjMijqnJfSmMULzoK347bbbruyP6eh/Yg1wqltBt5x+ueYHXbYoZBaxlZB0QVGyse49Y/S7brrruXTzGN1ZKMCP0+YPHEUHA8SxUHRN/UIpuCCEADHKJAgbRwlcmLSx+FwtJXAgoBr4ma2LBAhCYIbsoYksId6G40jZ0OCPOJhe531dyTYp+toNyevXzIO7JBM1Ncsj36xcfLhMzhwfVc4cv3h8EEGQV/dAtTvmpUiR37NeThiBMd39XwS2we+rT0hkCE2xkQ7BUnjC8ZU8KmEVpAkE/vIgPGBjgf7InACMXmYdCP4gg0/idDV8Xc+16BXzk8GbQ2gKwNtNFlwXe1EIPSZrBGbRgIL5ILAIxY1Y0b/+V+Z9Upg2YY+sAljxl/TZZkvPlwB+ziHaxt7/puO1MlNWyFe0C+y9B0QRHaJ6CBviDg9pZvaXW8rrw6Ip3X8yYsfYMfsSL/JnPwrYSU/Nl5/6xfZISriYuP4IChie/UdJlLiPds0rvSzwp1MbcANJIB23HHH7zymtDpBJnyECR4eYOz5SLakzcYIj6gE1hiSF77D55AHuTmOT6hE3W+TArqNwOEokgT77LNP0Qk6TP5skLzYreMRf3q6MvZXyW+Fc7su0irpp72uYbKA39TJ7qoA31MkNBsn2jgXyDjTMfY3cuTIoguNd7VXFW0isJ5lAMrGiXOgGk75zbw4flkMwcCtS8pvMNTJKHAsbrnX5zAMPIO/6667SiDiTBBKnYRGAuuxBOdnFAyKg+e8KBIDoHAIqGvUemSWAlIiztx1DLDzC+gUbPPNNy+KK8gZYLMHwnYtzpVyVTBS53UtA6O9zkUROVQzsSCwgY4CHWYvgqMJGH0WDOk0u6GvgjwHIUCyPw5RYGafsgNsuJHA2pctcK7qTPzYl2MRWkGGntfnl5yfznPk1e4rmetI1OcT2T3igRBoE+eoDkkQQEH/apvYtYDEfwkafJPv+guVwNrH8c6pX3yDYMw5c8zqkVXZQYQHEUC0BLP2RCWwxoScBSB9B34QwYA6piYpAqLgxYcaX36TTBA6PpCvcs6alRVc3BmjI3SAH65+WibXhEdCoaPB1wqi5C3Ik62xEFdWRGC1k6814RIL6L/xRpT0G4wv+Tg3/SBDhAC5QIArgUVQ6Dtbso+kSyXBKwOyNx5Iqr5B7Q+5G79KYI2du4euvbqAeGoHQi9Dpo0mpmxdHCdH7dU2qATWuGhz1X021dhuOiROsxHEzVjSOQmiSoidp6ISWPvwWeJvZxFYNkDnK/GWQDPRYwtIrbazIbplX/ZunLVbn2vSin7hHhXG3Dakn24i/Hw03TV5wDv4s+p/cAd20F4EVludn5/DV/AZnIyOs62ePXuW66wqTOj5n6222mp5kgMqgQW8TLvovr5XO20PtJrAGojG2b0A4TkHAY5Cc+Y6w/GbZZjJCwpu1XM8Bl2GlSJTeNBhyk6BBGcKUIkmcLiCqudwhgwZUpyLAISUckJmEhyxAeLsOXqKYODsJ2BTLoPpeNex3fkZm0cJCNR1PaciQAnajuXcGLRgWcHga0Axc6QwDFkbpMddi9IGAh0B9sDZCTb0V+aAo6i3/zko39kbR1izJWzT80/0n+3RVc6Z0+awTco8FynY01/6bNYuYLFxdsQ+2IlrsEfOlkNyXnbQ0dAP7VfYoHa5E4PMI5mcqKCCxGmrfUCmldNGwgUjt/X4Ln5GUBZA2LigbYKKVDhWkbWwnyLjKwjwYfwW2fJDq0J4WoKJATJurGVWZX/4I76F/+WHwdgZM31xjHEgB6RAgEJgjRNSjrTpQ4Xgyl+qF8SQDH66En93t+pdr44EfTOG2qrdxpQ/FV8QeG22T71FSy76Cnw/P44U0Fdjbxzpv7sCdN55kAcxxjiZ9OinfR3nmuzHPs7tkTHnqlm0tkKWTgxBfuiIdmgPm2Er2kNftZ2cjac2rW7wHXSEbI21trEZ8qfXyKTJA6JhwmwiQP/Yhvgum0/3EVTnEef1tT7TidiZYJj46ad92aHrQL2+sTQRtE/lBKsb7J/PQOj1jR7QSb5B0XY2ol6b3ZWxnX9kNxJyxpNesTd1ZMVmcQS+B6lHgvkodq04ns+hh2yZjqjTHn5XfVtBn03I6DebwWFwnKrPdFE/xA3jIVHXHmBbfCeOx6eACQqwQ7xJXz06wX/pY3uhdQQ2E8Cs1U2fuaG59/6658Eq07SmOlnV7ACzxjfVUVYzuewss4bIqTd9+o2pZ6XPkS9lrffAmn9e+Dseut5Ulwe1XCc7smxBTfVS1FlZMoMkNf8CaDomCy6PXNNxZtc+zS7M4KX+s2KUc+SBzVG46Ri3NHKQz5HJvaSmc2fFK23LxpxHuqnO9mXGJXNMEVuC24yyFvU5kECgMyCIIrmc5I+Bw2mcoHV3mExzpK1xkPYTOLoDBENEojUwyRBQfyowTsa1NUD4K4kKrDyQ0fo/lB+D7FpHPNvY1dAW3ZJMQFoDHY/WEdg8c8zTj5Snlk2k1W2z+fObiCFCV+vcdkIC1XG46ubOdR/v+3XIIxI7e7b7LClPw1KaMaPpOuo8e4poSqX7nY0qTZ1qeveXuksuSWnaNBrjvpEH0prqpk9PyS0LpFed62r74Yc3EdxZs5rqtMkspPbD84O2qav9uOMO07RlgggEAoFAIBAIdDZaR2ABifUIgcyOLOV77zXVvfBCU93bbzeR0lonE1nrEMBa9847TQXUy9p6JsKMRXbW8bUOaj3I8sqoNtbJ0qqT9X1p2XvG3P4yW2qsc+tJ1lYWuaU61wSzSdnaxrpAIBAIBAKBQJdB6wlsIBAIBAKBQCDQBRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAEdiVglaP2WEc4EAgEAoFAINB2tInAWubPkmuW+WsJlierSzi2FdYftnxaR65kZbk6y7ytLCw5Z3k9qxdZrm1FsFSe5REt1WapQoTXGspTp04tq+rUNdsDgVWBVYosVWhJSsspW+aQ3oF1zC3pbA1qq3NZ6pDtWqbQGvKWe2xck9qqVJaTBEsOKpYBdE7XqbDyjjrL1VrW1ffVvRymJSotp+valsS1TLTv1fdYicxvtmdpQ0vCWkKR/aqvS+6C49VZj90+lhK1kg4fR2aW/myE5STB0rSOs3x2VwIfalytRmaJb6utWXLV2FtmEmy3fCc9sIqSJWgtRetYK35ZMrQzYPUnuiw5QLbGsRGW2qSj2jl69OjiSy2DbHnfxrX0rTdviVIQV6yiZGUkq9NZY75xmVx1dQ17+k4uKws2R5aWpq22xd70xVhYOtX3lVnnviPANrRHbOIjLAldZaGtloq1nT1YetiyqZYbtgStZYwtvQpkyH7I3NjRITZnRTjj5By2A9mzS3V8jmV+jZ/zdgXQQW3XR6tuaqe4XZeMtrQ9v2BZ6hNOOKEsq2vZYH7EcXUpVeNPDxTAAapuWbGTbOlLBd2rS+jjD1VebYGVQuv1K4yRMWE3xq/6gPaCZanFIEvHVp3nZ8Uetmep/tNPP73Ir7kvbQ+0msByFAZPQzSKsDhzCl+XreREdITzt80SgAZFx2zjcE4++eTyiQAq1hlWx9D9ZjiCpDXZ1QlKVeiWuKsBw6drNK6h7Bjn4pR9J0gCrkCOKY5BtiYvA7PeMVBc7ULSHcu4rCGsXp2+WJtb8PTbcZxtXT+5Ea7LAJBlToFic1qOt8a0gF8HOxBYGbANuo6g0MUTTzyxBKG6jCp7o8fz588vAf+SSy5J1mJXT/+RzxrI1VkT3Xmc15rwJln0mH7bty6jKNixOedSbK/r868usE3rqmuH/rIlRJ1PAu0SYE455ZR0xBFHFDu3xrvAYMlnZL/KqfZHIUP+x/GCk77xeTXQ2E5OUI9rzbK1qwsCxPrrr18Ch2TCn//85zKhEVz1S7AFZMEExjaTEzLSR8VYk1N7rZPeWlgrnd5ZN72una4N9LFuX2uttQqRQgD4ZXFCHwRnZIMe0FP9tZ+4ccMNN6Tf/va3JW7RgzXXXLP4eaAL1me3fr3YYKx32mmnsm1lwI74eWS1xhWf2o7Y0lHjYi16tiVOdURQby3Izpr59J18rJtPthXq66RGzKIXJm7kJK6bGNhHjKVP4je/MXPmzGKL5G+7seCnQFy8+eabi+24tmSQfboKkHVjxL98/vnnRf8QMDBe9AkvmDZtWpGDPtA3cd34O17f2Bj54Cz0mf9Ze+21y8SZbzEZcyzwwziCfUy0nBsBbAuQVBNziQXgl7R15513LmPhmk8//XThKjgb/1gJ86oA13v00UcLUa+2yoeQBa6lnm3SNVyovdFqAktBkTiCobCEQ6mVyvo1GoHdYYcdyqzKNo6es9EpDlQQMBMYM2ZM6tmzZ5mhUQRKwpE63uxj1qxZxZg233zzMmOr11NHMaZPn14EhFACAzzooIPK+SdMmFAGbtddd/3ObLcS2BEjRpSZlTZQFv3iyPRRoQiuv8UWWxRjNKOncDIWHL722q4922yzTerXr19xhhUCpN/VASARZl8MWnv0r2a7AoGVgWDBxugyh4pY+Y20VggOnAcdFJjHjRtXgjxHMnLkyOWPwXCgnKdgq07mSyDimGQbEGXHITgyeeyqOj+20JjRWh3gb3r16lX6jqzVLKLAUaE/dUIruAgs/BPiUNuuT+SgPybDfMEuu+xSgo5jBBGOt57XZHvy5Mnlu/369OnzHXl3NgReY4zE8WOyWwgDIB/qgMz4UX5VUOPDBFCBrZIS/m11Qpv5TZMGoGv8uU/y559tF4C1na7yqzXLI6FRx0m8kRXi12Xq9ROJ5PuRx0pgHct2EFiTorlz5xbfv7KQ5EH2+PlKYAEpEUPEKN/1i03SJfGus0CeO+64Y4lH9N2YN2ag65ggXWQsASPmsYlqG/gAfyIGiusIuWy+Uu/iOAdbAzrWu3fvYmvVL4mrCFVXwODBg0t2mT/QZm1nVxVsg18lM+SM3EyUgS/AY8ikJt4Qd74I12Bjkgz0ly7W88rOOqf92CseVO8gtBZ02UTBJAkqT3MtBFaf+Ev+T3v5CcS6PYCD0Rt+WPxgR8aTrbFD3M812SP9b0+0msBi9pwdCJ4GEPsmeI5RIzl+BmlwOEzkj5LWW+mUw8AIqgRIsGeffXb5jSDWgWM4Oozwyu6Y9VF4twoZvesgxs5v8IHT6tu3bzme4Or5BbaKSmCRX9lTn4ix6zu/NiLUzqEtAh2lsN0si6FVY2O8Zqz6Rzb1liS45UChzDTJBcyAGD8C69g6Iw0EVgb0h9Ogo/WxGJOiSkAq6G2dYMoqVPJmItZIvjjsGnRlaxFYDprTQf7YcwUnJdixPYGts6DNnLCMV+PsnpNkg8CpsnPtRUAFJGSmEYIKXwImnuxUIU8EHfEA+/ETFRx3zWp2FWgPoi6JgOTzl+TBp1Xi5pOPrLIDBA5JrPrT2M/VhZrxF3zFFOQAtFd2Vn/oG93UT0QQaeVr+WDjU0FvkSpJkg033LDsTybbb7/98iAP9BqBpeP2X2+99UosWRkgwwgsklbJgbYhr8ifO5XiirgA22677fIJRmdBm/iRjTbaqJBOj4+4JQ7kUAm2/ohldRKAC/APdEUmkfyrzzBGyJP9cASZ8uYwvjWJY5JJPl0BJjzsHQnTR/YvE1shi48Usn1+lzxwFf11DM4BiDwCSzYIu8nuuuuuW7iQ4+gAblHBLyOwbFCSYJNNNvkOcW4N+MBG3Qb6pk3sWRv9NtHabLPNim62B9hOvTNOLpXA1rs4+oaHmfTwL42JhlVFqwmswRQUEEqNIXwKSmENBidDgBSesMy8BAXHyaIiugZHkORMHEugjAcZdm7C9dtAck4EI/gisAbdjBsBtF0gwu6rEQiqzu86yG2debREYGvwFdh8UiwE2r6CvO3aJMCrdy3XltHwW4bKIGmj9jUnsPrAgXIGBpZxMgTn114GW4NJILAyQMLoJdsQ+OmnR1vYh9tXggldZQucmu8CEOLKfnynuwgetERgnUtGgSOiz24RuaZJJ/tgayv7zPuqQFDQLnbKjpAzti3QuFUu8JILCCQCKPnoq8mo/QQpMuRQyQTJ0F9y0l+/yYk/46dMqiuB5aRtd5yJaVcC38qnmaDzN/ymPvM/CBb5ILj2c7dKRpOfpiOKLI1j6NTqRiWwJviIhLEje7EEwa79qW01PlX/jQe9rzpqXPhy/laf3E2gF2SBNLprgHxVAou00SUkrpEItwXOTyfJWiykX/RU0sNvuiVGsS1JGDFK6SzQXzLiIxAzyRgTN/I2keMTxHYTIHbAjkx4yMs4kDN9InOxEJFD2vTXmNinTpqrrI2tmCjB5Ds/QmYrO2lob+gTm+AD6AyibULFd9CvgQMHFrnUuM9/4ER8kLjOthBPST6+gtz41apbdBpnYnt8Z717VQmsYyUnZGsbiXNrUAks31YTe5XAshNyx6n00XgZ/1UFWbBVExx9cV3ZZn2h7/ogLtlPW9gpX91eaDWBBYZvQDgTSk05Bbv6DCylN3AcpVs/BMrZE5xPgkTuKAaDsQ/FVSc7YuAMIOcjSLkOJm/wDQrjIRjwSTD12uAY5yJICuaajZlORsRB2o9gtZMwCZchOo5i2e6a+oOAU1TtM5s0a7EPQ7VN+yhtzdIAuZiFa4uCwMqEcVrASdRbKoHAyoLT4yQ4DcGH8zKRQ8ToruBAD9mZSZdJJ71DQOkiklOzAJxzdaYCEnsQyOmv6/htfw5YXbWN6ihXJ/RBXwVJNo0QgMDLzrS1Tii1U9/ZM1/BhgGxEUD4KP3hd/gkvoffUepx5EE2fAWfAY513MqSnY6C/lWfqA/G1VhrK5mZdJCN7Cbd4bfUIR/6Qh4CXGeAfiEKVcfor3ZqE+iPceDTEUPjXf2zCZYxMV50mo+uMGZ0BhHhq12DPycn/rzxTkTVpZUB/UB+yFvs4ffJVl/EK9lZ3xEd38nb9s5CJfs1Rpqkid9sgQwb7VtfEFj+he2Qr+3uYIrhZM+vkLPxsp3fMR6OqbZX/RN/5dx0kMzak9SsCnAUds9u6FdNkCFoirEzhvqCuPJB+kEf1esLTlTtrsZ8qLplO1nyTbgQ0MnqsypPaStMwrRXH4wtGFu6aEzZuPGtMcEYrCrEBv1WnNt1yYbt4lh0nN36xIsaE33tgTYR2EDrYBApSUtg7PUWUiDQ3uAokLjWgC5WQvdTgAyPQNoakJFg+nMCEsEv0ZHuAskFSYLWAIlAUgOrBqSrtbZh3/a6Fd2V0RbdCj1cfQgCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVmg1gbXahnWc+/btW5Yk+/rrr5dt+QssY2aptZWB81slpiOXlLMSTY8ePVKfPn3SkCFDyjrbK4Kl3toCS+pZktDycmRjGbW5c+e2aqlNS/BZPrFxGUfLzlkP2YpBsXJXoCVYftA64paAtM4026wrUVm+b+eddy46aNlA+mnpZatV0X3rclf9t7Qhm7BMtLW/ncexs2fPLt+33XbbsjQiTJ8+vdRZDtI1nacz9NPyoJartBSqdf0HDBhQlhMFa6xrI19kyWtrspOLpUq32WabslY3mbFTSyDyCZb2tD74TjvtVM5liUv11kQnPxg2bFiRkyU02WnPnj3bZTnG1QkrLBn/0aNHF59rxSDL55KXcbTcbGf0i282XlaGs5KR9my++eZFXy2tqY3GxXLmxvTII48sOm6Z8t12263osP3Asdast/Tn+PHjiy6LTfTEvnXpWMt++r3RRhuVpVMdM3ny5KIbKwttslR4BT0lT7oqtlli84477li29acPOrXDDjsU3wNWgRsxYkQpxmTUqFFp3Lhxy5ex7mxYdvXAAw8sy8jOmDGj6NKuu+5a/IyYPnXq1LTnnnuW1TYtBcu/WimOftKf6gvZmXEfOnRo0elBgwaVc/G5w4cPL3qnz3SWzbnGBhtsUJZO7t+/f5o/f/5yv9Na0GFL24Lz0jk2w/exmcMPP3y5j2wvWH578ODB6eCDDy7yAbLbf//9yzXFBzLjM1u7QmRb0GoCSziWjSNUzsMylAcccEAZbIMO1pkWBK1NrQOCJiFSWsdyGAbR8oAcz3nnnZfOPffcEhQQONewdq9OCzq33HJLmjdvXgmkHBznsu+++xZB+fTb2ssVlMf5rSOsHQJSo9CcQwDWB9fTBgNOuaxJzAnutddehUhyNIKUgbHPscceW47TdgGSYiK5lIM8KC9DtI2T1SeB0nkZq2BPThRV0KwQQI466qhCEMiT4qpjPBSZEiApsTRdoBF0ccmSJUUPOcKFCxcWHRJAARl44IEHylrrdB35YhPWy7Y/wia40isTUhMv+k7fOGf2h+BxeGwU7MumBPhXXnmlXPONN94oznt1gh1NmDAhHXroocv9Bn9UlxxlX36zT2SBTzA5tka4oIOcWrdb//gphIYMgO/gt+zDFzX6F/aNFDkvv8RRO093Ah9s/XL6wTfxiQsWLCjk3uTF+NIBvnV1rk8vwPXu3buMJ9DjqnfGlW7Sb2NLd/fZZ59yDN9JX/nXSshnzpxZYo7xQTDoh1hjMqL/jeRcLGEX1op3TddZ2TGlW2Iff18h/iEtrk23evXqVWwNaRH8yfynDP02FnWibXyvu+66MoYIlfEwNmJmV4B4bpLLTwL/wR8AfkMnjaPPxYsXlxhP/4w7vfGJPEpc6Tud5HcOOeSQ4lP0m47xIfxzBX965plnFl2h5/ZX11rYFyfCW4DMcZbKyegc7vHMM88UuauvPm9VgBvdd999yzkMmKzsuOOOpS/4E3s0zvxNe6PVBNZgmA1XIHIGg9AbB5iwNJ6jwbz9NuBjx44tTN15ttxyy0IazY59cigCDCfEgQqagpMZc2X3gqSsgcAlkCB4FKKyfoHGbMP5fW622WYlwE6aNKlsh0YCS8EQxpEjRxYSLtupvZyd9lJM5zHYHBKyQAn0gzG6vgxBzf5wlMgCpfGdUmuv9ggYjncdZLfORqGSVXAMuZmxOce0adNKvf6bAQYCzUH/OAq6aPLFodApOkdX6RB9RtJktoBzo3NswL4mXWzRnYCagbAPgscmqyNlaxxrv379il2bWPrNjlY3kA0+gc3xISaQNbPGL7Bl5JRT5V8ETdAX5BNJ0x99JicyAM5WoBVgZCprZsH+fIdzcsaux+75v+4EfghxIg+Bh9/kI+kC/ZAdEoCNOz+5OkF36SoIriYQYAzpm3GphE+gRmDpP4Kr7XwkvZXVo6NiFP/tzqE7WsjFxIkTv0Mc6IqEBSBRyPyqZgPpUwV9ko2jZ+Ln+eefXxIzyDX9ob8/ZVRZ0Dt9RlaRWDI3dhJb+EMd964AsReB5QvFbxMT0G4JsTrBB/vSQ34QUaWH/Kbvkgt8E97Ap9IFSQM6ZoJo0lhBn/En4F8QwrbGfDI1MQJt5udMzLQJ96H/CKzYsMsuu5RtqwoTYcTddcWhijrufLS7dfrDp8q6tydaTWAZIAPn3Cgdh8IQZS2RTVkOzkC9gMYJ1AFDBhFTxJPwZD4NKAGa4QiEAiqn6ViKruOOp9iU3/Fms5QdwXNdaXjKBBwX58tRCViCuUFrdCaNBNY53OrxWz9kViiAdiCR2qxw8M5hcAS0mhFGdBF4bdJHs7FKYBmmzFTdl4JzXIgrx+wWBKcG5FlJdiWwnLRZ4B/+8IfSJnIJAhtoCXSNs6Rr9REeOiXYuyNBn+6///7lBJY+01V2ZD+Fk+bY6ozdxA/oHMfDtoD9sE3nptdm1G55cd6rG5XAsnXk02e9fYeksml+yfdKYGVD3OF45JFHyn5slA9Qj6iyv0qQkCL9JxO2Ktg4n32cg7wRW5PZ7gR+CHHlqxFZWVYyICd95X/pCL9YkwOrC5XA0knyrT7SOAm+4oUEAFQCW4kDPaeX2i54GycEQmCl24grvZeZr5OOmoGn18gKPUc2akJmZdEYc7TXoz7ap52VwIpB2223XUnc/JQhbhsTNmNc+At2ymaRP2RNHK2Z966ASmCNl9hb70SwF9zFBAgRB/tKuBlfesYn0Svjy3/QZ7wH8eWH6YZziOt4FNA/hNZxdJgu0tFKaFuLRgLrPHw3P8l2XKMSWO2X4KOXqwpE3vn0v2ZgodEGKl9kC3xoe97ZaTWBpXwyikgdR0dYiBjSWJ+rqBlYWR+BDgHl+D3bYfAog46ZEesIBTEbQTY5LNsRZUTRsZwU4SCwCKbZjFtHHIxjZEEaWT9nZruAXG/jNArSIHoeR9bV9ieffLIQabdXBXfXd20kwHH12Pq56aabFuXj/B0jG1xv1TqefMjGjEPm2KMQsgC+S+8zUo8WyBBQMJABIwNtqwQWONOagSUvTiAQaA4Elm1ypHQaURMckMvdd9+9TMgQkUpgBZCNN9646DRiZ/JFX92BoP/sut5aQhjYKULBOZn0uZ5HW9gBvXXN+tzt6kQlsHyIPmqH9gkYHKb+2M5uKoHVzw033LBkZ/0mE+SNL3FLUDCtfXGbjy/gdNk3efI//J1JN8KLIDmmO8E46q9+6BO/jFyQF1/Fd/peM0yrE5XACuTuCIA28tPaqM3GEiqB9ak/kgOONYnjb+m+hIt4JU4ZV/5afDD2tokddbImi0SHbKdTqwK2hcAgw2RKb2SCBW4EVlvYmiSMWPBThjEVp9kTuSNQxpGsJbN8FxsbyU9noxJYOsGHAN9C30yEtJlOgn1NsPhJnIA/EOeRXfGfbuonnbSd73A83+Gc9BBHwpsAuScb+s+vtwWVwJKx69Nt15RswzMQWJN3vIKPlIRYVeBl/IWJCn9aH7+pnMmdHWScDPQLP2Lf7YVWE1hAqrB2AVFQ0zhCJhzQMLfaZDRsr5/288mADbZ9zDLUMfRap9jHNWx3HcTOPs7tPPU5N59Icr022N+5BK2aNaqfFY6zj9m9Y13H9VzX9Wv/HNf8HI6xn0LB9U/btNEx2uccru88jrNNO83GXK9eu0KdLC5HXeVX651ftoTTCwRaAh2pekzP6I9g7rPqKFQ7UugmPZSNkgGir/Z1TN0P2KfzAp2vduHYqquu6ZjVDdev7WRbbA/h5pi1U398gv4pZKHttrlTw7b0QV3tn0+ocvLpWPWu49hGv6Ud3Q1kpS+1z1VX6th3Vr8a5V99LjLAN2pXbSP4rY11rB1n7GWS9U8d1DFjI5IGVV/1ueowGFOxoa2koSVoe7VJ16p6BNpLn7TF9RtjwU8R+k+f9Jk8yJmM9bvxO3l1FdR2VnsAExG6Zdzoie1gX21v9IWys74rla/QSb9Bn32v+uezXsfxttUEV1tQ28sWyLuxTWCb72xC+32uKrRdH/nWel2o9ms7nfdJBr63J9pEYAMdA7NPxtESZBSqEQQCPwYOpM6CfwwCe+MdjO4OgbC1/7Ilo/Z2poH2h0lWJZk/BtnkQKAj0BbdCj1cfQgCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVggCGwgEAoFAIBDoVmgTgbWUmmXw6ionzWFVipVdhs8KEV7mX1e46AhYMcM61Jb4s6TaD13Lcmwri3qspfMs6bYiWBmjLqHn04vYrVoSCLQF9NrShpYprCuhWPmErlsIA+qqLGD5WKsbVf23UIYlDC1paHUWywO+/vrry7dVHaWvlgRkP5YNtAiClZJWZtWY9oJ+enG49tQVZ/RBu+riIFaFqSv/kEnjYgf8lf7waVbycpwVY8DvKgfys4S1fS1j6xy+d6S/6ig0H39y0m/+m//Rr9YuHtARoMPa0LgW/EsvvVTqjA2dNI7VVxq7upIR0AX6bGUg/azL0z788MPlHHXxjqrPbMc1Le1p/5VFvQaf32hbrmnVN3rpOzv7uYDt1XGrsDSzMTI+ZEVmZNfVUMeucZEhvIFuWQSFTrKbuupUXXEM9MfSrvSrfqcDQM+c1/nB8ZaU5WfZID/Ox7QFfJ/VBXEP8UDx3XXwNqvB4W4+2xPGUL/1RdxwvcoB6Ts7pe+2kxWb44vbK2a0msBqpLX+jz766LLub0ur2HA4dU3ftsL5rI7TkYpM2D169CjrG1vz2sCuCBRvZVGPFQCrcrcECm0tbwZs7W4ytvZ6INAWWMZv8uTJZb34K6+8stRxZvvtt19Zg13woGfWX3/hhRfS1KlTy1rb6jk6S89ay3rmzJnFNny3vDHdtdb39OnTyzn9tqyx/ayjzQ/MmzcvXXTRRWV7ZwBBnzFjRtp///2XE+3aH33WR9vJBTmZNGlS6Y9AIdjMmTMnHXLIIcv747ulIMEa+kuWLCnfOePFixenAw44oKw3Tn6uwWF3Jwgmxt/685XU8zmzZs1K55xzTlq0aFGRg3XTOwtXXXVVaY82mnQh0/TMWGnfySefXMaLjiKv1mKvkxI6Kk7RUdvpBbtAINgD/a4k9ZprrimyOOyww8oa9nSDLFa0KuKPgf4534EHHlhWEANJDDpzySWXpHPPPbe023r6PxdcfPHFZSzZFYiJZGQsEBq2aaxWJWHUUcB1+E86hJ/QNb5jypQpxUcsXLiwjLXluOnMXnvtVfoHyO24ceNKX88888yiy+wKxxk1alTRQ/vwv6effnrR7aOOOqqcl0zoeSPp/zEgxdoyYcKEwnMQWv5eGxFivovu0e860W8P1HhgUnjKKaekQYMGlevBWWedVa6p8MnkIVbwyytKgrYVrSawnAGjRDAZpQCJdA0ZMqQMBFQCq37rrbcugyCwYuScyIIFC1Lfvn1LUDRIQ4cOLcqwzTbblKBAuBdccEHaeeedy2AY5C222CL169evXMP+rscZOY/9GjMFjldvsASfjTfeuJyjwsBW50GRCN8gO4biUCLnpJCEPXjw4NSrV6/Sh7FjxxaHzxmRhTYxymOOOaaQ4nosZbQvUrrllluW7xxk7969Sz8bceGFF5YAzGG7Fhx77LE/qxl6oH1ANzlbQRkEeZmOyy67LF177bWFbNFNQZRuWjee0wNOlB2xFc4IyaXjjuNsnbeC80PqOGrH0Vd21Jkw8eO4K4nhd/gqfoAzZbN8loDEcZJBJTH6IBvAH3H2HPHBBx9cCAdZVAILyBFbBsc4n/N2J5x99tml74iFTCyfKMCQC9IqWCO19KUxq7k6YUyAfOtdA3Wy4XWSIVjKUhlfPr0xq25fv/lwcYU/1R/7sQFr0QPCLmukzpjzw8az2lBb4U6AAG2yJNsF2ik2SFZoqxjoWuIk3RJbfspgVyDOGksTBRlxWUz2RdaXX355ydR1NVQ9xFeqLajjV+mgsUTSZDVxhmnTpi0nsGBffTXG7E3W2UQMmUXoTKDxKXrOXzknObHLpUuXlmxva4EUmkA5Fx/Gn5Mvn64e1+DHnZcd0D1+clXBrirH0ndxo959MK76Q9fZmkkL+6220R5oNYHVEIENCAfRlH1gsJw9gsmANRYZ4wjMVghMR0aMGJF23XXXQhY333zzso9jx4wZU/aRQncNMxYBSWAUeAQMg2JwkeKddtqpGIXA6ro1E8w4EEbnRxa33Xbbck4CrmgksGZ8HInz9ezZs7RHEBTckErE04zKbUMzegpCCSmpGb/jXM/5BT5tEjCRA33SdkGOcxw2bFhRFsEB0ahAuPUVXA/I6oceOwgEWoKMIptETIHTMvkSxDlRzpMuCujslH2aCAInSu+QG6SVndLf4cOHF1LD6bId4Kw5oTqLF6w5484Em2Jf1eHzSwMGDChZUnLQJ/3VD0RNXyuB1Q+ZD0QG2TDxZe/8BHtmo9UhC7oCAfCBrkOm3Qn6SBcQB6RKEOWX3OI79dRT08iRI0t/+d3OIrBgPBoDbB0n+sZP64c2aqtY0UhgBVL+WCCXVTWefDQ7EGzpOZCD8ZaMQKwkR9yZW1ky5TgxTcwQe0C7kBtxQhKH/vjOjnbbbbfSz58y2CAgNmI0H0U2Js9ivQk226xZu64EfpFvM6YV7ARv4EPYDf+IMwCC2Ehgjb3JoewsPeOL8Qh6Yl/9RnLpAP7Rp0+fYpeymDiDR1taCxzJ9SQuXE/b+XkEmx25nnayFXeId9xxxzZleBvBL7gGH+ialcDqR5UVu2SjuB2/i+fYjsiSHxsWs1YVrSawjJKD4/AIhHOnfBqEtHIUGu87kkdZzQBkZRFEnTSA4BhBUGbWeQVVjhOBlXkVdAjczMdsx2zBb86LwAQkRiDTK5MKyKI2AKHJ7LrtV2eA0EhgGVS9DWBGLhiZ+RA2x4iEVlLpsxJk/TPz0kbHkAkioFBOfUfWOSn9sz8HaoalP42pc8rUnMAiyUFgA20Bh4JcsTV2ximabLIVDtajMpXAsiF6a7/qIM2Ia2YRsRNcBVvOlyM1IayOGQlgN5yXIIQksNvOgn6acPI9lXjoA/tEPvWlElj9JwdEyHbgi9gwgqQ/ZOU4tz0FEoGnOlq3AvmIKm8BgE13Jwi8xptfIjc+UYaQLpALUsGXypbUScrqhrEh18bJfo03suC+y77SYYG6OYHVB+OsH8aUXgim/Kr6OuGSmdVvsUAcMgES8OvErq2QvBCrkLRKTF1fO9gXkiLWiJ/aItlSyfRPFcgK0icusiNjYZLN7tiZuzdk0BUJrEcc6FidvOM+eIuJH33DW4x5vQPVSGA91oW84wD8BDJJf+kXLuDcfgOdpPPOTV/oNp1uy51Yvo1O8Vuup618dT2XLDDSye5dVwKu8RnztsBxrqPvjQSWHfEpwHfoT00UihdkgmBLPiLc7fHYSKsJrEFkhP379y9BkDAQ0sasomAikHAw6hA6AUQQtD/HyWgJmxMhaMYu42NgKTWhI6YcgZmrgELgPhFB5BCZ9OmRAs6hwjmd3yxG4CYwQq0gVGTaPhwkZ0ig+uS62itzU2dINTDXTyQboeacBg4cWIiy204GDfHUbv13LGK6yy67FLIr4FNQCt/olM3664Pd9RqOJbNAoLXgrOgZOzOho8fsjV7Tf7NhzoKuciQmS/U5PbZlosmhsWc2So+RPkSYHnPQjqerAr3jEAeBx74129QZQAiQLcGCQ2WHMgyIJz+l70gnUiKQkgnfwI7Znywz/yPAOpYMq03qM/nYt9o4udasnwx3ddjdBcbf5Nz40xV+zzgiVwicPsoEkWVnQUDcfvvty1iICSYfxrP6bTrK91eSKKuJKIgX9vWoln35XZMwumHsJTOcR6Cn38irYCpeOb4G1pUl7nw7PUKgPe6AqGmPCaCYR750hu7w967fmGD5KQJx02dycMdU7EamJJjI3J0e/qcxLnYVuNXvsUBtlL3kT/SFbuErJrR4SPUB7Ej/6CO/IeGFT0gY8Ln6iXPQM/qL09BDBNZvfpZvpffOz8e2FvTNHWN6Rc/4PI83moTzz3ydjD++ZcKKHCOYqwpjyGcAzqZ/ZKDP/DC/UieaYgeCr2/kgZ+tKlpNYLs8Xn65qbjtJaXvU2A1y/Ad25et/eADUvdPAf8cS3lEeR4agFE21UmDS68jklkRS102vjwyTcVtWnW22cczVQZRnXM4l+u43aguK36OfO7zuq+wrMFN/2hsvE1Goc2QAoGVBafAYbQmCNM/ju2nAk4ZaUG8fwwceXcjnz9H1MlTa8B3dkUiFOj+MOltrW6ZBLXH7fHAj+OnQ2ARxaOOSnma00Qc580zlU/JrdEDD5QebiKqs2Y1bcsz4jydbyKwtudZSVq6tKnOLQH75dl7nmY11Z1zjieWm0qeQZQ6t3/sY1/b1dX9nTMH03It5/Wpbcv+QAACbeMsS2ZHCQRWBa2duf/U9I09tbY/ZNQaohvoXLRlnDrrkYfATx9t0a3Qw9WHnw6BBVlPRFUAl1354gsPx0rNiG5N+8i+yqLaxzOAlM1zKzKpjXWyqJ5Pbazzu7HOszGOc3xjnedcXaexzjVlYQOBQCAQCAQCq4SfFoENBAKBQCAQCPzkEQQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCtEAQ2EAgEAoFAINCt8D0C+/bbb6fJkyenvn37RokSJUqUKFGiRImyWssZZ5yxjJWuGN8jsIFAIBAIBAKBQFdGENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCENhAIBAIBAKBQLdCqwjsCy+8kK688spS7r777mW1f8E333yTnn322fTll18uq2kZH3/8cXr11VeX/Urp3nvvLee8/fbb02effbas9i/49ttv03vvvZe++uqrZTUpff311+nOO+9M77zzzrKalN5444308ssvpzfffHNZzffx2GOPlWPfeuut0g7nvfbaa9PTTz9dzn/HHXekBx54IL3++uulrAgffPBBuZa+PvTQQ+Wc+v/444+nd999Nz333HPld4V+3XTTTeX8X3zxxbLaJjz55JPLvgUCgUAgEAgEWotWEVjk7OCDD06DBg1KV111VSFoSB+CqXz44YdpxowZhVSqbyRwgOQpjz76aDrllFOW1aY0fPjwdNxxx6WpU6cWkuc4+zmn74im/d9///1yXttcY88990yvvfba8mudd955hQi/+OKL32lbxfPPP5+OPPLI9Omnn6b+/funRx55JC1ZsiQdfvjhacSIEYVI69/++++frr766nTWWWct71vjeeDEE09M999/f3rqqafSH//4x/TRRx+Vss4666R77rmnnNPvCudy7unTp6dbb731O+0zGah99qlA/QwEAoFAIBAIfB+tIrAgU7l48eKSeZw9e3baddddCzk79dRT04477lhI5QUXXJB22WWXshQt8gmI3tChQ9OoUaPSNddc8x0Ci9Qhv+qXLl2axo8fn/r161fI6EYbbZTGjh2b1lxzzXTxxRcX8ox8HnrooYUsnn766alnz55pypQppQ3HHHNMac+CBQtS7969y/YK537ppZfSzTffXMgkAgsyovPmzUuXXXZZmjNnTiGvlYwjkTK9559/ftkXZFOPOOKI8n3mzJmlPcjqIYccksaNG1fOe8UVVxQyDmQ1adKk8v2VV14pBFZ7d9ttt3T22Wen0aNHp7333jttt912ab/99ivn1E6yQmoDgUAgEAgEAt9HmwmsW+8HHnhgeRRAtlH2VDb0oIMOShMnTizfkdQHH3ywHHfCCSekLbfcMvXo0aNkQRsJrPVue/XqVUjcDTfcUMgkwouMInW33XZbOuqoo8qt/WHDhqUtttginXPOOWnWrFlp7ty55Vb/SSedVNrjmEWLFpVreKQAOa5AMD06IOtp/0pgnQvRdayCbHo8AEFHQl1v/fXXL8QXkEv90TfZWtlb2xBtBPiWW24pjwUg8oDcTps2rXxHSD1iUGVEdoj97rvvXogtAqzuoosuKn1unvkNBFYEdyga4TEWEyaTMDrru8mUz2eeeSZ9/vnnZT8TMvvSU/Zhm7sY7lT43vhIzieffFLqbLO/x4rUgfM0Ph7jOOcFemxS2FH63LzvJs7ucIC26qvf2vP222+XeuDH9MH22p/6GJNzNvbNsfruGMVv5yQz8qp9V0fe6oHN14n8qsB5+Fv+jhyNq++Nd2pcx+NNoN/aacz1q/FxK/u4I6Xf+ujRL9/1s45vhWvwhx0xmXadKlfyrrqpH/x3lTfoBzkbP33WJqV+b3wsTV/0qd4NrMepr98b0ag/9HRl+1plXccAnE9dHY8q684C3dF/cqj6Wx/9Iwd6Ufvvky6TrX3FrKpz7Nu2ui/9N176C85ZbUB/G2UuBtrXdrLqDJk0jjmZ6Iu+6UfVSfqjjY16WPVNnTElB7/JR18afYHzOr76GHqtr47z3Tka+90o/7q9+qPWwvnqMc2vrz/6trL63RL4Te30CfrueuSgn7UPje1qb7SZwBoomUK/Fy5cWIiihk6YMKGQNd+RQY8dwIUXXpiuu+66QvouvfTSFjOwwEAQR8+VHn300WnMmDFFMMicDKpHFxDUSmBlWimE7cisa3ocQYaWItinAjFkRAa1Etj77rsvzZ8/vwgdaXQ7/9hjjy0KqV0GunkGljF7hMDxzr/eeuuVayLe2267bWmfxyQajyETBuIxBY8tkJP2ufY+++xTyC/41PchQ4aUawQCrQFd2mOPPZb9SsX+3A0xOXJngx2ZIF5//fVlkmTCScfBXQDZfnp57rnnlm3uoHgkh27axnlz0PR85MiRxRbpJ301+WOj7IU9VZhs2vfhhx8uxMT1OeX2hv6ZOFdoi+vyC9rMT5mI8h36Xm2NQ+Un1Ln7wieQE9+C1JEfXwWcsclpnz59yp0etq5/rk1eZFQnuHycSa3r8jf8AP+0quBvPG7F52gPP7HZZpstJ0t8Fd+pT+CaBxxwQOl39csCiP3cQdJXbTOW5FXHX1/4MKiTbTJ74oknSl17QjDVH3fytGWvvfYq8iRDbfZdQgDuuuuu0k5jbXu9oyfp4Tj7ix9gjNzlMkZ0Xh/c3XJnzDHurtWAiyi7Wwdkyff+0P8ofgj0iD6JS+SMFJIl+dEr19WWxjuDqxtIBVlpp/+d0FXf+QHydkdQzAP2vO+++y5PLrk7So51fGyrNu/Op/GRPKo2oAAdo7tkoojFZMK+fHf9Rk7Q0fBfGO2p4J/YO3thV+yIP2UTxotcbrzxxrIvEuhYdeK5Y8hBog1n0S96gGfwdxJi+mf8+U/b+U53gcnwjDPOKOcFOkv+zoXPuDY/3Baw83r3t16/6h+b19bal1UF/0rXq84DP0WWhx12WPGPO+ywQ9EN9i0udQRaTWANdB0cSumWPiOQPXQrHZk1qAMGDCiDpYNgZmNgDDpHyKlWUJKa6WDwDIBzIggKIdAIHoTAURlkA8BJUUTXRao5KiTU4BGWNtSgApdcckkxLG3nyGRJZWUFa48sUEyDrY4j1BezLeS2tg/UIZ7aCgIfpwBkg0xoq8BdIZhyphQWAdZnskOYBRr9BJ9kRlbIv342zxYEAs1B7zySUoGoKOzAM9m+C1Bnnnlm0W91NUtAz82Y6ST75jwFK86PjpvQsV9BnW16tMf+CAA7Yuf0mG43Elgk6+STTy4TV7bK0bc3gdUm12gksO7UsH12qJ1IOD+gHaeddtryuzLs2MSZH1NPDki9/uoXH1QJLCA3xx9/fPFv7sB41IhdmzTzPzVo8FfuIPERfAx/1R6TUX82RTC1qd6pEigqgdXX6gsRT3e7fDdOfJF+82P8nwmJR7L0x50r+oH48n/8D1JprHyXwRFs9bsjoK3aof1Iv7Gib77zfzW5oY3kqd+SAfol7lx++eXLkwESKlAnXOINYiR401HnRiiNH38PriHIArI8ePDgcv22AjFjQ3RI27VX25FW46XNfD1CItgjKL7TtdUJkwbxVJvIXhFj3E2kp34bbxDX9IP9shGy1mYxjx+h8zWTSXeMCXtg6+zDn5b5FDLV90rq9V88Zr/Ggc9BGlcH6AWeIP5WaBNypd90SZ/FYvaCnPEdVQ/pGB3Ee8iHvEwI2SbfwSewO33lY9gnf0B+fCSeYgzEeD6YHrgOXkCuzsdnkKF2sc/WQpv0ofqien124/p0UAxgA8bARIrsVxZ8ifHnK+gDsLM6yayPS/Ktkphk3xFoNYHtzmAonIkA82MgeCR0RTAYAnlLoDAGs5H0BgIdDbPsRiCQHAl9R0I4Es4ZYRNsZLSALpvECWCcr5lzzUAhPhwscH6cud8cNQgEHCNHyYE3Elj2JvAhXhwch9neBBb0TUBuBKKtryDgsuf6WI4MUiOQDvsgeM7Fqesn+28ksP60qa+CMvnJdOifc+qbwFRhYi2QGwMT0fbILgmCiLn/GmizzBWCVgmswGWSoo3kob/1ukg9XagTbYFR/zzmJCMp2CIviAYI3jVD6dO1OorACrrkrx+IpsCNKJG9Njf6Yfoo+EowVH/uk5zpZL3jB8YcqXUO5Eg/ycRY6V9jYqDRdpCTlSGwyEhtGxtCghBpWXvxAKkxMbCPcUGcbesIm/ghGEdZZsTIxFe7yVE8o1dABhXkZEyMjcST/eiDhAybQYTBhMikCTGTEELqTB6RF2NookvPFOSWjNiO/htrettRBKclNPeXiKk2IrJImDazE/6RPOokFMFkZ/7jg/wZZ321n3FGRPkQ/aygc8659dZblz6bLCoeneRLyADJNBkHOkvG7J0M2wK2UwlsRb0+G9N2bdU/meTW8KEfgyxy9ZUmonRdPGGvxlWb6sTGHY/2xs+CwIIZQyDwU0SjQ5YtECw5E05LIOeYBVcZIsQFEQOkVZASaBAv5I9TRubqbXBAFGTKaibWnRTfBSKOvpHAcoqcF2deg1RnE1h90X9Bhny0UR+QH4RG/wUxgQWR23zzzcut00oQBXDB3zHOiSy5LkJCbvoP+uw6Arpbse1FYPVT5kbgMYnw34Ff//rXJYNnvBASjzAJkiYr/j/gT7D6Lug6Rl8EVo84aaeAjbwgWo53nDESnJ3TceSIvMvmdwQEe7pCv+grHRL0EHbFJAFMoOibAIw4mGTI7pGLbfRZVg/IyXgbZ7Kn+8aXLuqLgNt4O7M9CKxJHHnSITIlP9eni9qjH8iIMWALxnHnnXdePllcXaCbyD6dJUtkg65WW2YP9U/Kxh/5J193bei4DF69a4EUIcGAgOkv8oXYyszROfaE2K6xxhrl2lX/+CH+xESazrHLjvAPK0LjmCNV7MEkVLaVf6RjJnzkRA76AeREHiYg9jPeso3kSL/0Tb/oA0KuvpJ8smFr5MyX0IWaVGuUP52phJMetwWNBNb13W2o13dO16F/dJUPWdVEG5mxrQrjSp78BVuuE7s6CfJYQXvjZ0NgA4GfKqqjkykQyDfYYIM0cODA4ng32WST4qwQL7NuRVbOrJkDkgkyK+d8OFwTPTNmx7mVLmMiUybQya7U29m+C2b2F8gQEYGu3jqXYUDgOEmOtCPuSiA+AodMoYAM9VYucOgct0DpMQsBA7FEZARyf6CUVRKYZTzIQ3/0Qz9t45CdE7FBTMjGLUiBSyZWRguBsj+5Ir6eF9QmAa6S21WB/njGUNa1ylHgcI2aHXKtSjQRNNfVD201HvpNFsaYPtAT4+5NLsZYX2XjZSrphqCOzHo0oZHwtSe0HQnVDwTPteiMgGds3PY3huTrkQmZHe1ce+21y3j5Tt6eWdRGpMKYbLPNNmX/epxJnEcE2ISJB6JRn/VsJAmCrfasDJCe+hgH/fI8JQJNP1wbSSN3pJ1dymiyn9WJmnH1OB6b2HjjjYudIl30SfvIRhvZu0mQOvohi+0OBpJFn/gRemkM+QeEHDFH8NhanVjax/nIREGgnJPPcNvcvnwT0re6UMfcZEZ/TFrrBIMvMJmqsvKICVvXTz7AfsbUZNb2+jigcfedLBBcffUfGfI1gXEt/eZjyGmnnXZavq/JWJULPaYXvrf1Fr9z02uF7dfrm3CYWJC1dvCZCCX7WVmQFXviPzyvy/+xV3ZbM8sm0CYBfAqd8729EQQ2EPgJQAaEo2oNZIWQlNYEDQ6WA+/KEITqbawfgyxAax2pwNP4j+WuBoEP0WgNBBeTjO6EOjFpzeRH4G/8f0Vg5SBLiMS1Bm3Rv64GGVYTDET1x4CM1bsBrQHCRjaBjkcQ2EDgJwC3jFpLtty2Qg5aA+dcnc+nrQza0h+ZA489tAaNz0p2Reh3a2+9ko/9uxPccqZ/rXn8C8mtz/kGVh5sg420Bu5IrM5b/+0JuuXxgNag6mFrYRKwOjPKP2cEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0EAoFAIBAIdCsEgQ0Efub49LMv0o13PZIuveGe5eWGOx9OL7/29rI9Vg7vf/hxuvmex9J7H3x3vfSvvv4m3fvIM+nJ519dVtMy7nrwqfTSCtrwwUefpCtvvq98thX6e93tD6bPv/hyWU0gEAgEuhuCwAYCP3O8+Opbab1d90s77H1QGrz/kaVsO2Rm6jF0dtm2snj59bfTRn0npwuuvmNZTRPefOf9tMnuU9LF1961rKZl7Dx8bjr1ghuW/fouzr781rT5wGnp3fc/WlbTeujTf281Ir3x9vvLagKBQCDQ3RAENhD4mQOhQwZlYSve/+Dj1GPY7HT4yZcsq1k5TFlwetpn2rHpiy+/WlaT0s13P5rW7jnhe5nZ5vghAnt+JsUPPvH8sl9tQxDYQCAQ6P4IAhsI/MzREoH95ttv07Cpx6TZx5xbfr/17gdp0vxTUs+R81L/8YelS66/O32ZSekzL76eBu93ZDp08YVpj0mHp4efeKHsX3HPw0+nP/QYW7Ku8M0336axs09MM444M3399dflcYKzLr8l7Tb20HLuQ0+8KL3zXlNWdad95qRRB56Q9px8VOox9KB0/FlXp48++axs2++QU9NF19xZvju38+0yfF7qM+aQdGlu28effJ7GHnRi+Q7vvP9RPtfx5ZGGRgL7cT7f0addnnYdNT/1zuWYM64odYFAIBDo2ggCGwj8zNESgb0lE70Ndts/nXHpzenDjz8tjxUMyUTyutsfSieec01ap+eEdNPdj6ZHnnoxrbHTvmnKwtNLZvXdD757Sx9x3G6vWemcK24tvz1WsMXA6enWex8vv2+//4m05s7j0wmZnF5/x8Ml61pJs+M27T+1PGqw9OKb0q+3HpHufujpsm3X0YeUdnz11ddp3JyTUu/R89OVN9+fzszt3WzAtPTA48+VRyJOueD6sj+yus2QmeX53kYCi7Bu0Gf/dMHVd5ZnajcbMDUtyCQ6EAgEAl0bQWADgZ85ELp1e01Ma2UiiTAqW+wxPc059tz05VdfpUeffin9bvsx6Y3lWdRv0oR5S9L4XNzGXz8TwIef/G7mteLbb79Nxyy9Iu15wNHlMYLTLrox7TJiXvr662/K9vFzl6S98rbHn325/KnrjEtuSr/P1wJk9sRzrs3naDrPmjvvm0nuQ2VbJbAywJv2n5Juy0QY7OePXTK1P0ZgH8v98pzveVfdXo6Di669szwPHAgEAoGujSCwgcDPHAgdEojsyagq6r76+uuy3W/Z2C+/avoNBx9/fhpz0OLlBBYZXBGeysQUKX706RdLFvfEs69ZtiWV37/ccng5v7LWLuPT/1t/UNnW/BlY25oT2NK2fP1Hn/nL9RHlTz79/EcJrGNlee984MmyD8gIb7jb5GW/AoFAINBVEQQ2EPiZA6Fr/ghBI55+8bX0xx7j0p0PNhE9z4j22/fQNOfY89JDT77wowQWhux/ZFpw0kVp3V0npWdfen1ZbUrTDj8jTZx38vJXWj3x7Mvp/KtuL99bQ2Bff+u9tPXgGSWL6vnaDz76NG25x/R0zW0Ppp2GzUnHn3VV2f/J514pWeZGAit722/fBWn+CRcs/5PZwiUX5fPNLN8DgUAg0HURBDYQ+JnjxwiszOv8xRekLQfNSNOPODPtPWVRyWZ6tEAWszUE1h+ufrPdqLTP9GPTZ198say2iRx7XGF4rj9o0TmFjHqsAFpDYJHW0y66IW28+5RChgftd0TaY+Lh6ZU33kmzjj67ZHUPzJ+D9jsy/c82I7/3DOzVt9xfiO2ETKInH3pa2rjfAenCZX8OCwQCgUDXRRDYQOBnDllLf35C7H4Il994bzr8lEsKcXxh2b7eTuC51rff/bD8XhG8KWDxslv+zfH0C6+mJeddVzK0V9x0b/nTGMjEPvLkX/Y/+fzr8nXfLN+RzAcfb3qNludp/bnMK79OPv/6Qkzh/Q8/SWdddks6Irf5tvseTxdde1d6JhNm/ZWZ9ZgB3Pfos2nR6ZeXtxH4HggEAoGujyCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhSCwgUAgEAgEAoFuhRUSWEtDHnz8+VGiRIkSJUqUKFGidFq54qb7lrHTv2CFBPacy29N/98fdosSJUqUKFGiRIkSpdPKiBnHLWOnf0EQ2ChRokSJEiVKlChdtgSBjRIlSpQoUaJEidKtShDYKFGilPIP6w1Kx55xZVp6yU3p0MUXpl9stFeL+zWWhSddlP7ce1LqO+7QtGHfA763/ZilV6Rthsz8Xn1XK2vuvG86/eIbi48bPWtx+ps1+rW4Xy3/s83IdNyZV6a/XWdAGnPQ4vQfmw37zvZ/3mBIOvfK29J/bvHd+pUtznf6xTelMy+9Oc044sz0D38e1OJ+tfyfNfun/eafkgZMPCz9oce4NHTKou/ts++ck9KcY877Tt25V95e2n3B1XekzfpP/c627lzI6+DjL0hLswyPPOXS9HfrDmxxv8YydOoxaZ9px6a1d5mQJsw7+Xvb+45bkA7JdvIPf97je9uidM3yv9fcPe06+pB07hW3FT+37ZADW9zvx8oRWYfYyDlX3JqmHX5GOe/sReemjft91wfyI3tMOiJt2n/K8rr/2GxoOX6HvQ9KJ593XVq318TvHNNY+o49NI2Yefzy37/acng6+7Jbiz9o3K81ZffxC9N1tz+UBk44LP2ftfrn9t+efdhV39tvZL7e+LknpT/sMDbtnf3G//oRX9iZJQhslChR0t+uPSCdfP51ad5x56W//lPfNOngk4szVqYdvjRNzL//deO90qgDTyjEaMK8JemX2ZmOnnVCdtCHp7fe/aA4w532mVMc+qS8j/Pe/dDTaeDEw793va5U/n3ToenWex9LfcYckvu0T2n/v268d+q374JCFtX/brvRafKhp6UpC09PwzKx+c22o4pM9FPfx84+MQ3Kgcr+u+Wg45yvv/Ve+t32o1u8ZlvK/1t/ULrkurvT2INOLGRJO/6447gSfF1vn+nH5n0GpzGZeO9/yGk5+CxJ/73ViNQ/B6wBEw5Pt9z9aLrhzkfSn3Yalw5YcFopa+08vhDwS6+/5zvXevqF11KPYbPTsGnHpNvvf7KM8f6HnJqmH3FG6bO+kcHAfN7G47p6OfXCG9KCky4u38kLofj99mPS1MOWFnL6q62Gp8H7H1nG1PivmeWz0/C5aZfh89K1tz1Y5LJNlreASeZb7DG9jP01edvKkIkonVN2zLp9xwNPpt9me15zp32LL1NPJ4zr1oNnpvX77F90np73H39Y+l+ZnDY/zy33PFbI3a+3Hpl9x+OZFM8vfmGNfM7eo+aXc6lDUt985/20KE/kEVG2x2eOy/5i56xbTz3/alp0+uXFZk2CnYNtmhxp61aDZqReIw8u/sQ5+edXXn+nXBcxVtdzxLzvta+lMjlf+7MvvkznX3V72n3fhemTTz9PDz7xfPm+/V6z0ja57/T98JMvKeT8xjsfTvc8/HT6c+8VE+zOLkFgo0SJUojKE8++UshLrZORlUH1b8+Xs9McOfO49OjTL6WpC5emK2++P80//oIS2EfOOD499/IbJfgfeuKFab9DTkmPPvNSdowLugWB3TGTbo4cQat1f+gxNp2WSc/RObjc98gzOeAsTm+8/X7JyD3x7MuF5CCushrP574LMsefdVUh+08992raLgeE9iKw6/SckF545c20dv6sdbI4p5x/fQ5o56encxBEsp96/rVCxm7Igefo0y9Ll99wTzrqtMvTmZfcnCcn15eAu/jsa0rAFaQWn3PN9wiscZxw8JKSgbfNpEa2SKC8+Lq7ChE+67JbCgFoPK6rl8eyPu6SCWljHdkdsviC9OKrb5WJ2U13PZKWnHdtOvLUy0qGTj+XnHddOv2iG9Nt9z+Reo6cV3RCBuy8K28PAtsNC+J4xU33fqdu0/5TS2beuCJ37qg8+9IbJQP//MtvlrstjfsrlcD6fvbltxW7u/fhZ/KE8bD00BMvlDtZN931aNpuz1npmRezj8zk9dJsj2xOHXsekf0mm0WWr77l/qxPJ6f7Hn02Dd7vyHThNXeWc8w55tx0WtY/dw1OOvfaNHvROYXA7pMnmPfk6/UedXAh5JsPmPa9NjYvCCzC7Br6++hTLxZ/bnLs/IeccEHRd77hlAuuT7LL5115W/rFxnu2eL6uUILARokSpczw78lkU9ax1gnMArZbbcibrOyDjz+femWnKRPAuT2TCazM4xPPvZL2mX5cmnX02Zno3J2ezI5y+PRjuwWB3XzgtHT/Y8+ltXYZv7zOYxGyEG6pP/b0i2m/HFyezH3ccLfJ6epbH0gn5kCEwO4w9KBSLwuCHCKLL732dtol/24vAvvHHcYWArbZgL/c0pdh5Y8FohdzMJSNeSQHpJ0zSXMr85Lr7y4EdsFJF6Xjz7yqBCXZHUH6rgefKtlyfWhOYJG5Y3LgFOjXzTIQ7Lbf+6CSFXr59bdLwJt22NLvHNMdin6YZDTWIQgmaK+9+V4hIAis7LbJAFJAhgK6fRDVLfaYlonGA0UvyLa1BLbXqPnlWmT431uPKGMiC9f81qzM3V4HHF0yfr43butKRVZQ9h4Zo1czjzyzfP+3TfYufuT4s65Oc449L83NPuKfN2ySjUnwH3uM+965VncZnn3UVXny3Vi31eAZ6Yob7yvjelkeVwT29vueSOvtul96IPuFlh6BaiSw5191R7kDUwksQvpm9pf35okvm2W7dMqjOSa+bs1XAvv4My+XzKdJIjs1kW6JwLJ1j/z8MU+sEdjTL7qhPE7k+h4LQJAb29dSQWBvzDrOhj/6+NPiq1dEYE3GTV75CI9HtHS+9iju/HkMh/4oR556abEr9jE8k9Naf0RuU0vHB4GNEiVK+qs/7laI5sXX3pUG7XdEujMHcLeRZWU5NgQWcUFUTzz3mkKCBmVHa0aP9LrNKiP47Iuvp6NOvSwT2FfS6ANP6BYE9q//2LeQimPPuKLcNvQ4gb4/lIOJbBwZTMnO/4OPPikZZlnnvmMXFAL75945yGVSf+zSK8t+R592eSawbxWS314E9q9y+zweINPDYSNXQ6cuKlmi2TnAIZ2CqeypjLFJhiBcCSzyIHsq0CLkgu8pF9xQMjoreoTAd8/JISEC+2kX3piJ7RXp8pvu65YEFrFw14AuIp0y5DJYh598aSEE0zOxQGCvygQVeZifdf7ELB8BfdSBx+cxfi6desH1RfanZfKABLWWwCJzn3/xZRkL4/TxJ5+V8fC4jUcV1u+zX9pk9yllUmjyd95Vt2dCdW/6xcY//gx6ZxTk4ro7Hi7PEf/tOgOLPL748quiFyYAX331dbr29gfzxODdPOHbvzwff9eDT6dfZ/Le0vlWZ/HYiOz5rKPPKXZxarYD5I+/QxSvyZNTd5LYtrsQjz71Usm8s63G87Ahk0CPICCQa+w4bjmBvSHLxp0P5LROeOdmHeAjmxPYZ7K/9AgBwjw4+92Lr7272FnxKQ0Edr/5p5bMsQkrfeVf7OPOyM25La7f2L6WSiWwnvV/5Y138mRpUXr4yRfKhOPSPFmjk+7UVALr8Zrrc9/481vuebTFc65q+atc6NCBR51VbIvOsxdtQfi155dbDE+XZ3sYlwl88+ODwEaJEmV52XrwjOIcPePnjy8Cq2yizN6OQ2cXhzczO5se+fs/b7hn2nbPA0vWxR8R1HmGTDbS81tuyTvPf22xT4vX6kpFMEYo9F329R/XG1SeC9tx2JzyuUcmPoKOrMCWuU//usnepY//d+0BactBM0pWyvFuU9vf82zk0Zo/C7WmcPTOp33GxNiQbRmX3A7PKj+WA+aMI88sWeF/2WjPUueZPM/vGkPHOd55Nuo7Oa3be2L+/O6fToynvtXfxrjIZeTBpX6DPvsXEtB4THcp5KH/dNxv5EK/yM8zsQjsCTmYq6Oz62Sdptcyi+T3F3nPKbedPUZBpi09I9lYBGTZawHahOjFV94qAfrOPAk88KizS4ZXNg2BRZ4vuPrOdEneXrOXXa0gsO4yIFOe6XSrGcHTdlk7diKrd+1tDxQSeNiSS4pcWzpXZxSPS9EDforv8jjOTvs02ZG7MQgsP+eZaDrj2f8dss3U43+Rx4WNew582qGnpg0ySV9jhzGpZ9aN32Xb6DdmfnlWfESeZNIdOjJpzonF7nbJ1/hV1i06tku2U3XjsjwHjF9YfEafEXNLtnZsnvxvnX0KXzRk4mHpX7IdTpx7Uho86YiSnd+07/5pi4HT08R83h1yW/ihf8s239jP5oUf8MdMfpmfJge+y90cfote03eTKo8t/efmw4qc+Da639I526sgy7dlEs9fHrTonOUE1uM7CL8FCzzm0/y4ILBRokRpVeHo3R7j4Fra/lMuMhwyTI3krisVZAeZQFhb2h7lh8vfrbtHGnvQ4g55YwYC67njh598sdyxuOqW+1dIYGXGZd7c0m3pXF2hILAyz/W35yWRWdnEV998N5192S2lPyNmHpcef/blkolEghrP0ZWL50nHzzmpTGJb2t5jo93TIeNmpxMmzkmX7T4sTdt/Qbp+jxHpqLGz0vET5y6rW5iuHzQiHT1mZjp20tx0+e5D09RSNzIdk+uOmTQvXd5vaJqibvCodNzo6enoXHdFv2FNdUNGpxNGTUtHTTo4XZmPPSDXXbfnmHTiyKnpiGZ1J42Ykg7PdTtvMqDF9naHsiICayLhTpjJeUvHBYGNEiVKlChROqggsGdcclM654rb0v2PPlf+ICZAlz/1nH1NuvLm+75DYOcdf346K/92W7XpVW3tk8Vvr9ISgXU7Hkn3zKi2649nSN3u9miNDGHjObpz+fvf9UpzfrVBmvGrDdMOv9winfzbDdJW/7V5OijXHfjfG6btG+pm5rpZuW67XHdKrtvmPzdP03+5QZrdWJf3m5rr5v56w7Rtrjs11233X5ulybluXq7bJtedpu4/N0uTfrlhml/qtix1O+S6Cbnu0P/ZMP3Lb3dpsb3doayIwHr+1aTS8/1e/9X8uCCwUaJEiRIlSgcVjxu4VewPPR5FcPvZrVl/yPHnMbdGPaZhu1vV6/ScWG5jexbdq5h+7BGF1V20zy3y+tsjK9quX25F7zRsTumPbf7g6Va958zr/j+F8r9/v2v6v7/rXb7/4297rrDuf+W6v21F3d/8vk/6u9bU/UFdrxXWddeyYd/JTa8sW2P35Y86eVzHs+pe68h+6Ffz44LARonSRcvf/KlfeU7PnwTcovMP8s7+YwdH4p2F/uTkn+r+YKTe82LN/93blcrfr7tHOr/8y/je9IsfeVasefGO1RPOvro8i9XSdrefvX7H7eCWtndG8b5Yr+Zxu9o/fVvaZ0VFwJh9zDnlz0Utbe/MsjiPg3dTXnTtncUuPNbizykCXeN+/oDmT1ONf6Izfoefckn5Q9zdDz1Vxq3xmFoQxkWnX7H89Un/tMGQ8kYCC1w03zdKlPYs/7PNqHTbfY+XV+Hx+Z6V9VquZ196vWxfeNLF6YOPPi3PUns0Q53HhrxNwDusG8/VvHge9813PijPKju3jP97H3xc/ojm2V2PtyiuZ9Ll+eCb7370O5OVrlaCwEaJ0kWLPw/4F3+decpqeAbTS679k9Q/NP3ZhFPz5wm3Kf1ZwvsrOaAZR5xZbkm6FcMJea2V7959KStyRrnVd0tZTcr7Bd0KPDvb+PGZJCBkXujtoX4vgfd7g0ym3cpxm9C/Yz1z6c8Abhf6t6pbQG4VOo+2eEF2V8m8yBD5I82Tz71a/hihTju9Jkz/vPdV9ki7yYBM3NbyPJ9/wHrp91GnXVbq9HfBiRcWkuRdom4Ne52Y18GQM/k7d2feNvXPXe/u9YYCf1r67bajyytx/Kuersj+bTFwWumv1YCsNuUf5Pqm6K9/lxtDekJGv91uVCHyjtltTOcENX/qoHt/nwk6XfZqN7ccZWv8w9vYTTr4lDLB+uSzz0tfPGPqVXDswZsFZDf9C9ut/AUnXlR0w9iulWWgf+v13q+8dYGeHHzC+WU8X8hynDT/1LTnAUeXa/hndld9HjpK9yiIp9dnNdb5Y6BXvtFfE2eTqScyUf3w40/LJM27Zb3RYmLWce+fluCYeeRZZYL1Y6vzIaTeJkOvndtCJ+9/+En5w+Cek48qNu8NChdlguucfL8/63XVt2EoQWCjROmixWorr77xbvmXaK37r833Kf9i9k9S78wTxK2YVF7EnmfLnptDNs+67ObyahSviRF078j7IFoyVwK12bt/0yMDAjTyOWHukpK1s2TpjOzAbr7n0fLaJM/o3XjnI+XVMII3IuAVTN4Da7Zu2cGJ804u/7L2CpZCBnYeX9r5++1bzlqu7qI/XmPjNVPIh7pXMqF1i9ZEwKtuHnv6pfK8lfcjkqtX6ugP4o78+sf+/pnkzT323PJPa69ekhnxBxWvriJ3GQzP/jkOUewsEotMm5ycccnNaf7x55d/SiPvbtMZQ89lPv7MK2VS5D2eAhf98EodxFx/t997VsnSHHHKJeW9lsiiCYz3VLZ0zdVRKoH13cSNnI2d14bdnwM/km7cTL6QVP+s9iokdwv8w9y/5adn/RWY/cPcH0S8Msj7N03GymvEhs4u74atL7R3S/ORJ18sZNjkzZ8YxULXb96+KFFaU9gjP8nOTLhkR9UjsHyJ9w0flnXbZMqCA/wsH+ydsi++9lZ5EwE7tsKX18O19Iqp5gWBRVIlP/gHd82eeeH1YtM33/1YeVbZ2yMmH3pqujETZa+No/Nd+fnlILBRonTRwuFwLt6l6LcZu8yZoPrfmdzOyUQKuUQ+vRfUKkle1C2j5oXcCKyX0stOIZfeL+kfzl6nImOIBJvJy5566baAjcB696d3I9736HPl3IctubgQPa9eQooaCSxn67Uv/nHsTxzHnnlVIXgywy9nktAV/hWPkLnF5taz9yDqq1vsCHYTgTur1FvRyiuivDDcMore9SjLLBMhk2lZVq9z8YcV8jsoE10ECGF1y887HI2NzJxzepen288ttakji9ff3H7/E3nS8kSZhFhoAXkToHbeZ255f6XMz1O5D7KzJj/e64vAes8teenvrnlcnUd23rtt60IWsvctXXd1lEpgZaZMEEwiEFhLG1cSaxENr0RCUiuB7TduwXcIrIkGW6KzSC8Ca8EGqyZVAivb7nx/2nFc2c87kv3273Tv7rzwmrvK681aameUKD9U/n2zoSXL6i0NyOzfLfujXs3ANr47G4Fls96165Y+HbVErXcK87F8mztIdf8VFfHEu6nrKnpWEZTI4Pu8sxd5Vf5ri2HF/l94+c00ZP+jvneerlSCwEaJ0kWLlXrc1kZMPfPkPZWCqduhbgV7DY+M2g8R2Edy8EbEkFCv5kFgkTf/bnZr3MvcrfEua9WcwLre/nk27iXfyN9mA6aV83jptmcrEVgv0r/zwSfL84hIstvSni+UHUA23KpqqW+rs5AhEufW2b9vunchIeT2+tvvFYdtcQbZCLeavSz8nkxwvQ/Vs2II7C8zGS8EL/cJAXKM1a8QOS+4vygTGbfmTBaMi+1kQBYttaejiwmLIPerLYen3+0wpmSJvXQfub4yE3DZHC9n945OpOzWrB9IeyWwyCGSbwEDpNeL399+74OS3e8KBJbem0Ddlknlb/MkDIGdsnBpuizr80W5Px67kV3VVhkkZLU5gX37vQ9L/x547PlCIIyjDLqMWCWwZCTj6lED+3sZvfP5h7TxZQ8ttTFKlNYUk3x3xxrrVkRgLRbz7gcfFX9UCaxHzD765LPvLUayotISgaXfJoGuOeuos4vv+r9r9y8+3h0bz5g3P09XKkFgo0TpouV/svP4zdYj05b9JqfhExaWzFqfwdPSWjvtm7bc/YC0z/gFhSDuNWpeqdt410lpjxFzyn7Dxs5Pt9/7WLroilvTyIkLi/PaY59Zaf1M4n639Yg0aOTckonde8y89Kcdxqb1dhmfBo+aW1bLGTD0wLRer4lp3Z3Hp0H5fLKSe42el9bM5PlP249OYyYdVojDwGHONzH9ueeENHrSwvTbbUalnfsfkLbZY3paJ59v73yMP0xt3Gv895bNXJ3lzzuOSWtm+aydS689ml7kPWTknPRaJitTc0AYmmUgGAzJfd2gz6S0ab8pqc+gaenXW40o+/1+25Fp/SzbfcYcXJz/iPGHpo13269MJoaObnp5+T77HprW6zk+rbHjvmnk+EPKM6cb5t9/u9bq/wf577cZkTbI4/fnHcemXXI/PIIyc87i9FImslMOXpIG53GRGR44/KC0ae7H1lmXdt1zRvqvrDeDs178Mfd3s1y/d9YhJHif3J/N++6f+zMh7ZllYJGETXtNaPHaHVl+ucleaYOsb+tlHR494dD0Ky9gHzw9bTNgSvpdlncZizw+A3IfNu49oYz56DxWxrvXnjPTFnls2cleeUyN48BRB6ed8vH/kW1j5LhDyh+++o2Ym7bJ9rZmHsfB+xxU/sjVL+tFn6Gzij4MzTYi29V76EF5v/2L3qzTDqutRYmi/PWf+hXbdBek1nnHs98WM/BpcZG6vCtb/LFnX2vZLNuOx9J6D5mR1s4T27V6jEnD9j2k6LC4sTHb2mVC2n3vAwu5Hpjr+JDfbjU8/Tr7hpbO2dklCGyUKF20bLRm73T2mGnpzKET0w1b7JiOnX1MunybXuns0VPSGfvsl27YvEc6bvaidNk2vdM5ow5IS4fv31R30NHpsm13TY8sODrdNu+IdMNmPdLxs45Ol263azov73P66Knp+s12yHVHpUu265PO32dSOm3M9HT9pjukxQcemS7Zfrd0Qb7mqeNm5rrt0+KZR6aLd9gtXbj3+HTKvrOW1R2RLu7RL12017h0yoTZ6fpNtk8nzjg8Xbzj7uniIWPSyZPmlLqTph+WTuo5JP3tH/q02MfVUXZac5e0JLf7/Nz+i7NctPOq3NeHjjs53bT/rHTx1r3TiTMPT1dv2iOdNnpaOjfL9pKtepU+XpVld/qoKemcEZPTJVv2LHVXb7ZjWpp/nzPygFy3S5HZ1Zvnunycsbk0152Q6+ZtsVv6+z/u2mKbOrJsv3bPdMa+M9N5ub/X7NgvHT/nmHTrVjulx44/OV07cUa6tsdupe7GLXdKZ2b9OjeP/3U79Cl1N2y1czor68c5w/dL12V9UXf9Nj3T2Vm/zs59vn7bXqXuiC1X/3iut0Yek8Hj0tLxs9Jlm++Ujs96fvXWPdM5A0empRMOynU7puMPPCpdle3h3P7D0+kT56TLc90JWX+vzHp+br9h6bT95qbL85gaxyt26JvO223vdOr+85rqsl5cnvX3/F33SqdMnp+uyPqwOOvv5TsPSBf0HpxOPuCQXJdtZNrCdFnPPdIFPQelk6csSEPWa3rVUZQoXbkculnvYrvXZltn82yfDyh12Secl33+GWNnpJu2yPEi1/EdfAhfwqe0dM7OLkFgo0TposX7Agf/4s+p3y/WS//xPzul2X//2/SbX++Q9si/+/9LU91Bue63/719Gviv66U9/uXP6d9z3YH/8Lv0u1zX/1/XT4P/Zd30b7luZq77fa7r968bpD3/eZ1SNyPX/eFX26Xdct3Qf1o7/etvdk7T/+H36Y+5btd/3TDts6xu2j/+Ia2R63r920Zp5D+tlX7xm13S1Fy31q+2TbvkutH/b430L7luSq5b55fbpB3/fZM0blndAf/4x7TuL7dusX+rs4z4pzVT73/boPRXO8lpn9wXff99rtMf8tw797lflhv5Tf3H36f//J8di7wGZJn/JtdNy/L5r1w3KMt1jzw2/5PHo9YNyPIftKyOHH/16x4ttqWji/dRDv2XdfJ4bZj++N/bZb35TRnHvXKbd811v19W9++/2SkN+cW6RQa//fX2pU5/9aFvloF+qPtlrhtI57KO/Xfukzr9benaHV12zvq2zz+vXWQ78x+yPeQx2THXjfjntdIvc92MXEfPt/+3jdOoXKed07Oe/zHr6rZZL0dnPVA3Ldet+ctt01b/vmkam+v0e2quo79b/Memadw/rVHqpuRx/PMvt0qb/sfmaUKuoyMH5Lr1/2urtPF/bpEm/tOflr+PM0qUrlz4ALbL1tk82+cD1PEJfAMfUffjO/gQvoRPaemcnV2CwEaJ0oULEvtXy7KX/2eZE1H31+1Y9zfqft+8rk8p7VXX2aW17WypjmzI6Dt1WYZk+WN1nVVqP/zJqAaf9qzzqX51l8Y2VRmvTF1jH1qqq8e0ti5KlO5Qqu5We25LXVcsbSKwTzz7clp40kVRokSJEiVKlChRonRa8bqx5lghgQ0EAoFAIBAIBLoigsAGAoFAIBAIBLoVgsAGAoFAIBAIBLoVgsAGAoFAIBAIBLoVgsAGAoFAIBAIBLoVWk1gn3322bTbbrul9ddfP40ePTq99dZby7akdPfdd6cXXnhh2a+Unn/++XT22Wcv+9WEb775Jl1++eWpb9++ady4cenjjz9etuW7OOecc5Z9ax3OPffc0q7Jkyen5557Lu2www7p5ZdfTl988UUaPnx4uu2229Kpp56a3nzzzTRx4sS00047pWuuuWbZ0U048sgj0+uvv56uvPLKNGvWrPTJJ5+kPfbYIx1wwAHpzjvvTOeff/6yPb+Pm2++OV100UXpwAMPTHvttVd65JFHyvfPP/+8bNdv+wwcODANGjQoffDBB6UefL/66quX/QoEVgx60qdPn6LL9Ld///5pwoQJ6dZbb00DBgwouvrRRx+VfY844ohiZ9ddd1367LPP0ty5c4uu0dOePXumG264oewH6ocMGVJs56CDDkr77LNPevrpp9P+++9fdLbuaz/6PXLkyPTGG28U+/B7RXbcHjjttNNKP4477rjiT3bdddd0xRVXlG1nnXVWuuOOO8p3fdT/oUOHpieffDK9//77aebMmWXbl19+mcaOHZvuueee8ptt20Z+fBq/MWrUqPTEE0+kSZMmFRmzV+DTtthiizR+/Pj02GOPFd+i/1XO7YkTTzwx9e7dOx111FHL+3rMMceUbXzJ9OnT04gRI9L9999fZNKjR48yztpinF566aWyL9AJffnwww/TnnvuWfzeK6+8Uvzu4MGD0+OPP75sz1R0Ys6cOWX8yYQv5Ds7EnRpv/32K23hcxv7M2XKlLTzzjun1157bdneKd1+++2lD9o4bNiwtO+++xYdNS5soMYivnbx4sXplFNOKX7feU466aSir8bVOeC9994r+u2a5LRkyZIi+zPPPLOcoy2ge9pML1599dVSR/7s4/jjjy/6d/311xc962yQw6JFi0os1GYyYU/s3tjzK99++2169913U69evdKMGTNKXOzXr1/xMfrHVviLOj58jGNPP/309NVXX5VzTJ06tYwJX8L22BywY2N98MEHp/nz56dddtmlxO7OxDvvvFP8GM7CL+jnjTfeWGI4nbjgggvKfnwKmYwZMya9/fbbae+99y56+OKLLxa7pJdVD/lMMmO/ZHLeeeelBQsWlGtsv/326bDDDiv1X3/9dZEJn8zm6SGO0OifWwM6i6NUfwh8Btvn16699triT9hFe0F7cSn94i/YG53fYIMN0gknnFCurd8PPfRQuuWWW5Yd1f5oNYEFA3TIIYeU7w8++GBRxquuuirtvvvupZ6DUIeochyNoPDTpk0r3zmtyy67rAQd+xP80qVLixNfa621yrmRT4HXd0bC0CgXZasBxCdDFERPPvnkss/mm29elI6xrrvuusV5MFp1F198cXHqjc6EM124cGE5B6fK4ASwm266qSgFco7Ufvrpp8XxCyCNQCgEQgPFcXFajrv33nvLdudnDD7vuuuuEpS1U78feOCBQkwoLNkg4wg8YyGj6hADAfrE/ujuGWecsXzC6JOusx16CLNnzy6OlU6xz2222aYEIkSFHgswFQgTm6LnzmHCxhb9pn+HH3542e/CCy8sOo4gckgcGEfcSJzaG9oAfAE755QPPfTQQmjUCTQgCOkTUsN+tF+fgY1ttNFGxfZA/8iE3PgVBI49IsRsuZG83XfffcsnuybFAj/bds72Bh9UJ736jfjUceJ39Et7+VbQjqeeeqq0X1+RuwrETkDVL8SdT9Jv+/BrddJMbxA5JI5v5GvpADl2JPhagdWY8HnAL5Kxviv8eQVyiHxr+yWXXFKIrk/HCpI1QDoeKebv+XLxAaFFluhy1acK+kMu5Cs+IRPsoy1gE8aAniAKQIbq6dTDDz9c4gfCQ8bGgM219Tqrimo7YjQixUboOhJl3NUhXH7Tc7IUf42RyQ9dMiYKO6k28MwzzxRfM2/evGJTSCBCx8Yca7vYB/ZBkCvISJzrTPBhxkY76aQEFKJHFo2TczLid+kWoknnyNC+xtnEr/pf+9FV4+y8OAVfTD58FeIrxiOx+ARdsA8fQE/pYVtA/iZr1VeBeIFLOT97cT3+TNtMxvkTY72yMNlr7vtxK/bGNynGm77U8e8IrDSB5SDMZH2aUTHUSy+9tCi9DG1zAvvoo48WxW+E/XUYW8fcDRzlpxiMnrGZ8XDQSCXF4Ww5cqAc2H4FwzNr5PBqWyqB1R5taA7bBUSGdPTRR5frErpB5vyRS+3x6dpmoJS5QmYEOEDkgmHblwEDhXR9AQkEDcHYLM5MFkFwTm12fQalPc5bZ66BANAPwVEglD2hM/SKjnF+HAiwIzP5OiM3gUJK2ClwLMBhI7XHHntscch0Tx2yCrIqNSize3Ztli3wsDMTUA65I6Fdggm71E6+AhC5SmD1W9tkkshIRkJAEKC1k43VCaW+Ib+yHoid35w8MuQYk/HaZ/KTSUEGZaX4P/LqiKyz8XOt6l/5u0ritEPA4GP5KWSDT5H9Q0CNZyWwfA+i4jx8I58nsPFLApb6SlAFM+SLXyM3gdD5XWd1QPv0jc7VeEGX+VFEArRHADaG+i0m2G7c+HixoE5O2IYY4bxiDf+PLMgEyhKaqJEZIHTIVv1N3vx8WzOwrq8d5FzJGFJNF12bjiHndIs/l/VtJBqrE4gS3UA86E1NQAF58isV4iL5ifE1CSPe0h9jQFcq+Bu+AmlB5vQVoUMMxTixDmTrZDHpOvBHHe0/fgjGTB/5F3oHCCkb0kf2iOjRCf2V7ddmfpI90V1+g2zsL0kAfBbfTBbOx475DeTd+RDbGtvV8WX2NdGi6+yxrZAQRJqBf9Ie58MlcDTZbmNnjPnKSrZXFvSafOhTnfTrt0Sh8cZf2KLfOF7lP+2NlSawZsQcosEUJAiQMnAiSGdzAltnnmB2x3lyRI4TlGQNgPJzVgzCNoIy+5M1MLgUoRJYhJXz1g4KpZ4yaptBI7hKYAUAGVL7EmoNQq5Rb1FtvfXW5REJg+J8rmlQGDdlZXgcU81+gXZTcDMcSkFZHVODq8EkI85DRsC5BWKzLwqgr4wdKRBEZBb0ST8DgQqBhJ6ZydMjARipM3Gi64J7BedJHzlbesbBClp+03/EE+i+7OQaa6xRdJutIXNsk+7TR8cDe5Z9ZTvaQL/ZJbvoKLAzWUg2JHgilmwbGgmsPiExSAv7qwRWn9n0n//853IcmfER+oawsDEy4PidDxHWf74CBBmOV5BCgNlxR/UXQdZuxMLYGUP+Dfgi5MC1kSVBUOYQ8XOXyfhpm7Hin7bccsu05pprlnFCBAVH/UKsnKcGE8TOLU3yEezIWN9N3jsS+smnupa2yObrm3pkiX5rj3HVH3fV/vCHP5T4gvwZZ/HBOfhL/hZMSvRdNoo/Rc7ovrEnS7GrEiZJCIQVEHbyW5lMkXbTHTGEPYAkBV3VdsSZjP/0pz+VDJhHUsShzkAlsHwJGZORMUDYxKR6B8B+SAn5uTUspvvOdsic7dRJnvPYX6w1ufWYDd1zF4iMjQ/bQdTotWsgN8aBfDoTfNnGG29cxoZd6BP/YVJDRkht9YF0RULLJIW/NZZ8h2SUOt+rbxDP+UoTKRMWPmizzTYrhNm5+Nc6iWTDzsH3+M6++fW2ovoxYL+uq1/IqokD2ZO3NkoI1knFysL52Cs79R3Irj6exK75KZyNT6u+ur2x0gSWwiOqhGIGxlHIbBhchLQ5gdUhToLy2odyCzJmwfZXD2ZslEmdGQ/yaWA4CE5dttIgVyCASCQnxdEjsBwdA2oksBTKYLomg6wgcEYGggjlQbBdXzspsnZTZiSBkjUCKWeM2qowcA6tzrI5YTMRSuranKXv+oE0aD/5UTrGwqlwcoyFo+AcAgH2ZGbOGXCmbM8EUEDyLBJ9R1Los8mYfQV5YJt0m7OhgwiZIGoSxwmxZXpJfx3LZtZbb71iUxyj37a7tvMii7KS7KlmLtobAihfIIujfZywjBbfAJXAuo2OpGmX7WQA+lmBIAmigrD2khX58SmO0U8kqPoHgVqfFdd3bs55k002Kf6ucbLQXkA2+TH+le/hS/VZwDExNjbaaRwEyMZJNP9RHw9AEAQn53Gc8/CbxnvTTTctEwK+iX8x9uRcxxSh5Ts7IsPcCPIzceJfyZg/5p/5OjqmzcZKAYSQn9RGftM4kYt+OQdiUEksYoA4IBW2sw9kn2yNLTkh6jJjfC1C4TlM+owY12xSa4EYGxvnRmqqnmmj2FAzvLYjLrKx+ljvlqxOVAJb9UkbxT5joX2yc0icOEp2tpv80Ht6Yxv525dM9RVJoZcmgzVW2c4PGRt6Tc7ifbU7+kofG+N4Z8H44wz6YvLD/5GJO8HsQv/5Ge33eIo+0cNqV+RQZcKm6gSY7NivSXC9c0NHnZfsyZhcdtxxx+KDyIS++M63tRWVwHrco3IU/WIb4oXz+s1/GTM+BDdZWfAv5CMpwoar7dZJEP+kTcZYH8mvI9AmAqvDlW0bGI7ADExhyNLsMkK+f89A83FfZKL3TA4ar+dZXZ6SpddyoHg1C/utLOR3PZ+U697Is8GPcpB5ISvDq5nAfZKd6WdZKb7ORPLZvM+bAm++Xh6pclqCY5CuSRnNomvRBg7EdzNAjlCbq1MBxzAy5+HQEVaQvbG/wM952tYSkAHOlJIaNERdwKVIBbmtX+Vtz+U+vIzUmonmfjyTyye5nx/kYz/Msvkyy+CD7Ni/zMHnlbzf1/k87+XAvKLrBn5e4BjoLvujqwIx3azZSb85Yc6VDrOJ6kz8pkeOsy+CgghWG/XJDugwvRfE7aeoq9nBahPA1ul44zNt7QnXM5HUBp/arI/Vdvkf3wUFwbK2vdpLY4bBsQoSCnyFc9pXf5Ba/XcLUL9812e2XGVA7r43tqE9Uc+vndrjuzF0i19btJm8q4/zWVH9nGDr+EY/XceMvJzPeU24q09U/HY+/qv6v45Eo37pW9U/qPqsH3UCpj/a69O4GSf7izWK3zUJYcycr46d84Bx0082oNR99N+Y25fcq/60BeRrbPTLedmdc2pzhX4prkmfGsdvdUFf6QU5arM2Vr9S+4/s0BXyIlv9qXqjXj+NgW10U50JSaPe6Ge1X9dxDeNQddwxdRw6G2RinNiPPmuf8WFv+qWtCKm2+q3fUPVQP8mkygVpay4T8q4+2PnJx/nwJseoczxZ1zFpK1xTHxzrO+gXfVNnDF3Ptf1mC/q+stDWOpa1b85dwRZqe+y3MnbVGrSJwK4SMkFLixZ58CXlab4H+pq+t1RXP91Gt33+fKnOpk91eSaRpxHLTrzqkNVodDaNEAAasx3NQYllDxrhlsxyZAVNRxxhyuLfNVLXTX1rXqdvmSjnKfJf6pYsWXaSQODHIftUicsPgVMzM/fZ3cH2ONMfA0cq49GdgOS4M9OarKB9avb5pwBj2tyvrggIB8IQWDWwEZnB1oDMkaKfOtoiEwSuPhoQWD1YfQQW26cIeZaXp2PejcLrehipKZtq1qAuK0yONE3EzwxNtladh/rz7KR89wyRz+4Cz4Xk2V2eivm3QFNfOec8M8lTk6Y6MnnqKSzku3WBQCAQCAQCge9g9RHYQCAQCAQCgUCgHRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrRAENhAIBAKBQCDQrdBqAmvFBUul3X333WVZsMaXa9cVFyp8b1yVocLqE47/oZf9tuZF7BVe9G31Iee0pKQVL34IFh1obGdzaJ8VOFqCFUVchwy8xPmH4AXxVjX5MdTVdcBCCr5bscLSt40rV+infX9s5Qzj0Ch37XBOq4dY5pBsrcbhhe5W4nDOH1oNxXG2G28LOtQVfBphHzJpLjfXWdHiEIG2w0o25Fz1yljW73TaikYVVkZhF14GT1fprfGwxKDvFu6o8DJy9XSMrtCNqhPspRH0q44p3Wq8ZkfA+bW36p3vPhX6XPuv7bYpVrKhq7arp5/qG190z1cozlP9R+2r1Xiqb/NpG3mRscUfWvty/VWFdjeXLxurfqG2l1/S17r6TvWJ6oxn9dlkUvvqGNAny/BaqEVfHUN+qwv6wKeJB9ppVSKLMTQfL/5HG2t7baejdNcqbHVBDjZiW/VF7KCuOKVe/6v/J1+6XuWmLVW32wo6U20IyJKu6IMxcG39YoNdAWSubdqorXRD++qqZdVn0AcyrnrD5+in0hhryVDfal+9+N/qS7Xf/BDZGCt1xpBuO2/zuLG6QRb6qz90jK3TLTJpznP0hd8AuqOPwCfQ4SoT8rDdeZ2LHJ2b/9R/26rOkoPt9iMnMuHv2gLn0rZq10CfXct5XaM1vKWtwDVco7ZX/8hM/6rvrjFDOzoCrSawhGMt4+23376sXd1o7Jbxq4MJBtPa7Y0gZOsBL1y4sKzLuyKCZ63m1oIAe/ToUc55wQUXLHdOK4LrVwVsCQR/hBWyWoBrTJ8+vWxvJAAtgSHPmDFj2a8Vw9rH1lcGpPWAAw4oRtA8SBp8ivFjy7FxSNYBr7DWu9/WZLZuvvWWLSHqOosXLy4ysyZ1S2BM8+bNK+tAW+PYWuI333xzuvDCC5ft0RQwrAltjX1rIjcqKRmszmD4U4exM47Wqwe2aAlkDpj8rfdfYV+6aknjmTNnplmzZqUlS5aUZY/ppTW8geOxxrnx5eCMt+/WyhdsBg4cWParsJa2NeSBzVs3v6OWCATnZ3faZDlnbed7rFmv3XRaYKR3dT/2ab11/bYmvXqyuvrqq8s5BUz7WY/cOuZscMiQIWXNbjprPXSEBPiKQYMGlSVo2Z910PmutgaYtsKY9uvXrywNWyHoG3t9ZefaBdY2V6yxD2xu7733TkcffXS67bbbijx23nnn0n993WOPPYpcgO1PmTKlyOqKK64oMqE3bL+jgeRop7hg/Xl+37LAdJacjRuIK3yPNeStSmbMbeOD6T9fVldKspa/sTXe5EQudNrKiI4RK5Aw21zP8Zb+FGTJe2XWoK82pM3Vb1taXLvI0jld23j9UOxZnUAutE0brZ9PZn7zEeyZrmlz3759i8+gQ9tuu23RF/taA7+uwiXmkiMZize1r9bb93333Xcv/SZjPsp1+B/xzvfWxMmOhKW3x40bVwifthjHa6+9tugbvmCdf+ATRo0aVXQRMeMHxo4dW/wkmag3KQK2pE4f+RXnpLfONXTo0MKN6mSGjyMHy/KSP3tsjOGtAdKrPfSenI3JgQceWMbJ9Y2fa7CH9gK7PeSQQ4rvEH+A3vC9+sd3sakrr7yy+Osqm/ZGqwksYPAaDWeccUZxjBzEbrvtVgbbIO64445l4JoTWI5IYAUEFxmyPyOx/5577lkc9J/+9KfiYAcMGFAUy9rMHCvHpm6nnXZaHmAQ2P79+6fzzjuvKNJ1112XdthhhyJQA8h4KCLHsuuuu6YNN9ywGBnS6FyVYBlwitO7d+9ynDW47d9IChij9lM016Uc22yzTQkM+rHGGmsUB2wfx+oPh+o7mTHwPn36FCWqM3UD+4c//KH8dj5OVSAiE+svcwwcAQep/wISUuEczq2vSE2dJTYSWEEQWeU8bJfdsM246LcAxxARAkBozTorGAVDZlRmj0ceeWQZQ3Kq4JwRXE6P0Wof58VIyY4sfCcbZNlvSt5cNwI/DjpKT+gnMsVWjj/++KL3iGWjrrIbEw3jaaJpG52mEwKSDApw3sbQuBkTeiagC8rqkZ0KpIYjdrwMAxsznh1JYDljjpK+6z+dd036bBubrLpvPwRNf9knvdYHjp0NVQdKpwVigZu/MGHk4GXrOGM2V/0LmxXU6kSQDjumI/sMbIoPqEQT4eJ3yB8BU8+H6bux1q6afTGWdMQ5gN3zM/pJhmRUs44mI8g5wiULdNhhhxVdco2OhP7wF8OGDSt92GuvvUqgpWPGVTuqjyR3feAXjak4Y+zoLr3gf2vm0Njyk+IJHRcbqn/TxypPduC67Ic+sw9kjr60FXTDeastgdio3baROxsVoxTxDJkhg86C/tN39kOf6QVfQVZVt8mPbOzLHvgP20wAyar6EBNfcYutgEkGfXScSQa99R0cj9iI/+RPDyuf6AzQG+1h47gN3TdRZjvIKb1TRxd9RzZt50vERGTNWNMtRK0mg9iVDDcdEGvpAP2lm/gSXQHX5M+0A8dhm+J+YzKwNRDLnYudO5a8+WexW7uML1mzF30QG1xXu1YFzqvtOAiQAx9FDpIgCH/1wx3lM1eawCJtnA2HIsODmFAEpAppbE5SkCsCBp1xrMHkqJE9MzykafTo0WWgZXq322678tvgUnqEdOutty5GBwIVIspgGBTHYGZjQAVfioQYaiOFMniuaSbECTIucCxHLgPrHEgnMossVzB2Dk/mSZBwbk7AdbRLcEXyKGElepSdAlMchmAWJNVfgy5F2nzzzQuZp2wUYZNNNikycU7OwYTApyCLZJIzhyIwUx71jAkaCSyjsz9jo6jGg9y0UfabYmknWftu4iBDYYyBbDhg+7ue/spQCfIVjLdmPxAIMqC4Pjk5x5IPIk12ZItMOG+g7RD0BWc2SF+NPVtiN40Elg0KOHSdjtB140zv2ECd/deMOp2kNwI+na3n4sQbIWNpLEEGxjEd5ZjAudkFcgMCC/vioMlCUKjBke3WLKQ+c5qCE2eqzRwr0GvyQNj4AceRlf7ImgjGNTgLWo5FCPk09oTkV4LbETA2fKt+G5tGsKlKfIwN/9erV6/Sb6QPEAzHaSf7Rq6qv9Tnxqwu/SBPfps+6R/fWR9P6GjogzE2vnSJH+Lf9L2CTzQO/C59ta9xUk9OYg9/DMaRLNiFrK54w++4hnM3v7NFzxXxhX+sxKstoEMmfdqNLIC2iRfGgK+lU/ywsZP06Qr+D6Ex5trPd2svPwJkgGjX32zJfiDm0RF2U2ESgcA6jn+hl2ROn6otgf67U0fH7Uv2ZN6ZwEPYNwJvnPhX44k34AB+i6V8nxhOt+qjIWyOv5S44mfquJKP89FH+yGs9JA98id4AJ22zfnJgi67pmu0ldTLvEo68G14kgmotrEFMq7jyXa0VWZUFn5l4FzGr44huxHzgY7rH3+CF/jumuxB7O+Ix0VWmsByEAIFQkOAZg4EZhBlBZoTWE6R4wFM3cCbJTBwBNagAqfG2QiqHI6BF7icmxIhUo0EFjmt4DAMDGN0e0p7Kad9OBjXoKScOqOrgdGgI1sMlqAZob7VGRU4Z81QOheHK+she0DpzLIpjT75LmD6LTAisJSYg9PXGiAEGueRyRWQq1PmXARZxBWRdxzDIVOOQyEnzkR/aruaE1j7MxRjw1EgsuSp/ZWYIjbAkCoRBgHDOJG76wkUjESGqsIYOY/zuq5ZHeOnuAi8bZykwIm4Umw6wJADbYPMBsJRA4i7HhtttFEhpc0JrLHixOgGW+Gk2QYHo66Ck0FoBCjjTDeMlfGDziaw7J5OaT+/wi74G3rZaPfAL9TJFNthm2zR99p/QHbYPXtwHgGVn2ATHochU4EH+B8+hvPnOwTjereno8DG+B+T94HNHuFoTmCBPfJ5lcBqo/5osz7xPTWjSn/qBBX0hc8w9vye740Z+o6GPvAd/CyZ8vv8cs2UAt/ljoO4I/jWybfJs/bzjZXA6isd54/Jio0g+AInf1wTB2TIp/F/CLxxlyhAZGWV2gI+kG9rnCiwEW1GoG0X65zX2JpcdjZpc5dC//kNeiJOyF5XsGltrll9sY9cFXaPzDbuXwksW3EcQkzG/D9/VSFOVT11DuftbFQCy79qj6wxn8g30En+hzzoG/+HrNFJekj/xGw6aDvfCTUZJqbyP85P95ybLdJfMdB33Ilc+TX+VLwmt7bAhI+vInukWKkTBe0zPvWc4jO/on0rA/LCRYyjuFH5A1Rizx7IwvXZov6TVSW67Yk2EVjKaHAA4eIcDDYixukijRwh8tI8e0AJDOaA/v2XO93JmczYf2YmNgYbpuTfnMHAAQPKdte5LxM55Kpvdkj2LY4is3/tMcurQPh22WWXUkewtlNAhiOjKbPJScvqclrVQJE9pMBtOfvrkyxsnVG71mnZGRXimfvBQOdnBemVr+U2/Hl5wDhDfb4wOye30bVTAN4jK8uS7CDst3cmr4KI44ERa7O2UG4OzznM/CgBpfYIAFLL0XCKbslTINkIfaW89VZAneGB2RFHybnLUjunazuuPt7AaGtWXGCrDh4ouEDPoMhFAGFwgkTFV7kf2jIo95EBv5jHaOyYMaW9V+cxPDPXXZxnhY/n6zCiW/O1J+WJj3P6Xdsd+GHQF+Rfhtz4m1zRN2NtnI0jm/FpfE0+6DvSh5wYe7qG4LFBoOMcJ2Imm89G2KBHE+qzeggg0EmOi47WwGUMXb+jCKzraYu7IMgIXWaT7ID/qLLQX84SgdcmoKuyDOxFn2r/+QSBFZkxARfIax8r9Ml5KrmTMePb2IdbYjUYdTRqRkc7KukUhCrBqu0WDPkbY4N4a7NHlfTRvo39q9/5RfKgL3whGTmefxSYVkf/QHv4XsSRj0Gc+fuaKTVexshdHHKnl3ylsXNni3+UtbI/UkFefCI58C1shC3UQAr6jFSSm0BOfwCZQ5DbCnqqHWxIO8hVO8mVLNkVX649ruk6yMXKZsDaAyaCJoDitfiz6aablliufcisRznIS98ACdJ+fsdYsUvxQQxh/+QuviEv9FUdmTsXXUJsXIedkrHrk5exchu+M8FGxPxKJvkUfdNncZIv4EMRVvaBr+ABtnmWF2nXF4kZ+ovUIboSW3wSUrnVVluVfiKP+kzv6aAJpn34arLhm9ly4wSuNSBfbSNvulczvsaUvOliz549y10kOomcI8tsb2XBLj0CxLeyR3HBedkq/0x32JYJD99tstqYIGsvtInArhJyR7I1S7+KiDSH9/WvAw/jiRxNdXkQ8ohgoymde66/dJpieIraPTCRt6muYQbY4cjGmDXB1F2qB1PkCVPWbPcrPcwqjStl07RdnW2IgHqk3znU2ScbQ9nWwWAUNSPbEjgbStcSqpNrdLRm2fWxi6z9Knhw/56QnmvqlxkZOeXAkT2bf/811ZFJNuAcmaWZUo6YTecJtBtMmFozs+ZcBHxBprsD4WlNRp8+N052uwMEfwGuZlB/CIg5ArK6yGdHAzEwKW4NBEnkILBqYCN0qCZYfggmB4iJCfRPGWSCGLZGJvRQfPypy6QrYfUR2NdeM5Xzb6GUNT/lqYyI6/5EytMFD6elPI1pIkXqkB4kSF2e1eapg/vcKbnt79g8g1ltoJDaOmNGE3HWFm2Uoc2z7yQ1rk7/zJ4a6zxycfXVKR14YNNnnpGVutVAHsyEGeCKgMj8UBZUUGzMsJmtfseQ3Uo94ICmCYmJR57B5mlXSv7oZYxNPGRs1eVZWWbMTWR+1qwmfQi0K4xPa7LaHKyx/yk42rb2uTuhLeNkH/b6U4ExNbatgUzST4W4dybaokM/F5m3VSat1dlA+2D1EViQjRNEkKBlt+OTB3vVyeghNbWO0jTWuY2GjAlWMn0NxGq1wS1K15VBrAS01slU1tfPqNNOz/+0VPfBT+j9qMaHIyOPmq01trWOrGod45aJrXWBQCAQCAQCK4HVS2ADgUAgEAgEAoFVRBDYQCAQCAQCgUC3QhDYQCAQCAQCgUC3QhDYQCAQCAQCgUC3QhDYQCAQCAQCgUC3QhDYQCAQCAQCgUC3QhDYLggv8Q4EAoFAIBAItIxWE1hLqlnS0RKFdU32CmtNW+e5wnerQDWHpVsdX5cvbQltWYfbS/otW+acVsv4sRcOW6rth8ihJeIsi9cSLMlquTgysGzeD8FSfJYU/DFYBcuSqmAJOGsFexmyZewaFxDQT+1qrGsJxsGSfZapa1zz3JJ1zu/l4JaoJAMyUyxbZ6nQFS0r50XqlmMEY2O5QHLUxwqLG1h6sPla62D1ru72AvmuCPZnGUNL9lnGj6zrUr++N65EZHys/c8O6apxtq63lWJ8t7wlGBerU6mzzKwlL60HbvU1OmFpxUabcv2qC4ceemix4x/TyVWBVcW0jZ1Ywtp3bbJErP5ZArJxEYPGZVctlWv5R7bkOCvS1RevW//ecrP6ZkUy26x2pf+Wa7VkJlipzLKPdQ3v/397d/or53meCb7/lHzIl3xKbCdeqMiOrI2LuIr7vlMkRW3RYkmUtdCSKdtUFG1WEjsyZAVjG7JswzYmkIw4yyijtIP2GImDQSbTHXsa6G60gTR6BuhBzwxq3t9DXSevTnjIqjqn6pyi7gs4OHXeepfnuZfrvp6nirz7858k+MqYtYTs44033pjj3bRA1akLL+nCBriCbfAibglniw/HvcZloGuQv7XKxR3pdT8tmIP44Tdj4AMxbT59nhbfuj7xB/+YMx+99tprLS7SXEWbYfPRLhNPafHqfnzmeHIiwIvsqTW597URHqYpxnwYj9adaRpjHlpsm5fXWuIa63IDx6vL4t7Y2BV/iA15JQaATz772c82ewDfsC24Fjf0G+Roz5uaoC2xVr58y6buI6aczw7xD+igx0/LBXFDN+g+lvngGs0I1G+dKNMFT0MDc5GDwJ+4MjFpXlq6gi5lWh9rK0tTaNcdXWHOfW3guGv5wXXyFr+NCq2Vw+vAh+7DJ35rRf4PuoIuEbSeNm6tkQOcyiZ4RAtd+YWPxcekMLSARf6KHEJUGIhRxM5oHI0sOcMxIkpg9KHo6ofL0JLdOXoGO9+9CCzErZcu8pIQkg3hCHLXKd4EUQgrQsx7DOUZ7udvwaQvuHs6H8HrCew5irri0BdtxJmCHAe4T5/sHDde80WezneO13r8ur9gFogS37iQo+PGYmzm1G97Kdm3bdvWXgtyQcYWCov5CBL3ZHdB4LXiYw6Zaz9ozVcxllxZCBApCjYbvvrqq60fsnmzkVaNxmTeSMbxJGGgVac5ON9YiQpJ7FmB6/XFdh4hyy/8ZGySR2LqE05YOyapxFDIoXBl6MfNN/pP868e14o3X0R4peg7LsYVKLnGd+njz39iGfgAeSdfiDVCQfy9/PLLbXFD4AE/KvRZwCFn95tkASKujU3PcfmgKBqvYip/5Uq6VOGezZs3t7gXZzfccEPLE7mMm8S6c82TqHEP9/fDnmwoB+UUngHPU+jZlm3kAl5TlCYJc5QveowHxrJx48bGHwTHjh072nE+VpiyoHSd+eAh+eV8AoSv2RLn4ESwUHE+QeF8/d2Jk0kDz4gz/dvVlYcffrjFk1gWd2KUoAKcglsee+yxxn18qd6ITbHNH2oJiH9F0+KKvy3W5YIYxVfuGc4XPwcPHmzchL/cgz0ST8MCb+Jc91Af4M0332w5JHaMXWyZL3HET3i9X3umAcLcePT6FwdszebsR+jL7bRaFhPeu3DhQjtuPuzPvux+yy23zC0U1T/5KcbUErXPj5iUf0QNuxJU0Qxyj0/06o/vlgPswD8WGzjD3Pbv39/qtrmLPTEmJsxH3jluQYQX2RAP8717pQsXgSpfxaF8ck4WCBZnyWuxj0/VSjkvN/GYMY0C4z1y5EjzU0AzqNfGlTrv/ubhfLwwaqz3IZ7FsdihRfg6/EiE0xrmL+bk2KQwtIAFQSsggcK2u/Hggw82YajAWokK5PPnz/8LAauwmBQIaInvGkljZYycjx492n4LFJP34xnr169vqzfX2wURbCChrrnmmkZEDCoxBAoDPvDAA4NNmzY1QSyAjGnDhg0t+NzDuDkAED3xKEkVMcGESBWuQNHfvn17I3lzEYTGbfyKyc0339zuzS6ederUqWYDr7Oa9dtPdrXsEv3qr/5q+1sgmCuxmWD22nG/JRm7IG9Fy/i8Nt7sGF1KwEoaK2JBRoQoFkAMK8qIVMJIIoKdKElgIz3JSQQQ0O7NZgguvgQLEyCWvec8Y/PjecaL9LZs2dLs5VmK5lKuCN8PYF8xx76HDh1q+cPnd9xxR/NTdrr5kd3FPSia/pZPINaBr3bt2jX41Kc+1RZhYlwuE3kWGkRv30cIysIMUVtcKoYRTpOC2I6YQcTiUE4hZzklVhUCsSZ2xb15mgeSNlY5Kd77cK38llPEjELlOdntBfnLLgQvGysKbO73pIGT4i82VvjMgz/4zXhg9erVg9tuu21u4ano4ku8AWwgV9kJz8jFvngiVAhD9sGxivikwV/8RPgQNuZpYZ3dX2La7jpk8a0QuoZ/7r333haL/GK82VEGcxC7eFEN4C8gnPo7X0QyTmUfcU5MZ5dsFBAGhIOYYEvA3+qOmMJ3fGWO4owfvWaDaYLPzc+zkwtsSWiztVxOzQC2Mlb55zpzIEDVTTEUAcsH8kjdN2/3EafgHlkMgnoiFvlHDMuv5RSwIG/UaiILt5gzfUJDWKjyX/KFr/GoY4QnDWAxr/7TFP0NGVzM/zQKPmEjMSd2s4EANJNNCTyEfw4fPvyeeB4GnsvmxhfgZ8csXEE+yCH+Ny7iezECFlyPZ/qxLN+I++PHjzc9Q5ct9jmXw9gCNqKF0OJsq0/ibuvWrY2MLidgbddLeI4jPl134sSJ9p77esbOnTvbMYKPkxENcevHqhAEh8IVZEyKuUCw06CoCTRCTuAp3oKOmCMgwWtGV6wE8N69e9u4BGUg6CQeSPyskggAwtezjNsOJMGnyApaYkJgcqTij+QiNKzOTp8+3YjUKp3Dr7vuuvZs41as1q5dO0e2iIYdIHNlU6sfuJSAlaDELvIQaBGwxHYEjp0K80G6H/rQh9qzBJ3i71rEBYKTgLWCUyiCjEWiGzO7EcwShQ8RnmfxlR0U85RIkxY/VxsUCcWSHdlZrPKVeFborbYDhcf5yPj++++f25kCZNaHBYVYFbNiwYIHxLHjfRCRiS0x1P8IaamBJ8Rrnud1yFIOmYcYZQtCTvyyg5yR/0havsgbQikgJOQzHomAVYjFNCHjOpBbEbD4yi6HWJ+0gJV7nsNnQATs27evzYkQg+Qc4OUsSgJ8xjd8mYW6HO8XR7bscxzxOw0BG5iD4kto4jh+wlfqQcCfijCfJA7UFhzHL/Ihc8K1FsbhOZwv5glgnBMeCzyPf0EtkUvZXBgWdtrmC1g1gDDDnWKUAMSdfvuUIBsw04a5RcCys9pqscAPbMt2fbHRz28LPjEmx+xSqoHAV3hIbuAKuSRvXEcbpGaC56prEYRq3nILWJBTYh9omYUELIg5C345qabjS7AQyD1wE9/j1YCIpY0sANREOSs+2dRzaAO8Lh77mmZY4LG+gM3X+iJg2d6GlTzDj33ROQ7Ud/ET7QHmK19xrR828fcnPvGJtmCZBMYWsAxP5Qte5IBUEIKgtKKdL2BNWCGVOIQjgiVsEIAkSFF1rfcRFgO4t8DwNyfZwg+JzxewihIyY1grHeOVMFaGxKLneC3BBKZnA4IjMj2DGLWqQEhIMugLWEFm7FaYdsQECgEraIkGuwN2gDjPWAkDx9zfyi1EakzmqvhKCHN1P88mRJEGcjdm5MpmSNJKyjgRovmZJ1xKwApgySMJQ+xIqj8fRctcFJO+YHENW+Uj0whY1/F14Li5GA9bIEk+YyN+8FsA8xVbIzuvCdiI+cLC4C9kaUVNkPEnshJXFglIld3tIhB9XhM/ckrc8I9CJZYUT4UqH/vwmwUfPyNt9yJ0xAGB5/7iQq7ILfkvL8WrcxDiJIAAxbLYN/YsxMRkhJicNQ/xaawWqoouIsU1xqjQZqGqMMkHRUSBjfA3d/npExz8JWct0hzzt3niHosvvJdPPCYB88ZN5m5BYn4WEuZnThEOEbD8a3HINvGTv/lJrODnfLSJe4gYi9mImP5CdDkErHHYieVPvjZGMYjb+YsP8J3jbMC3uAM3imPXEE3mLp7ZjQ3lCHGkaBO2YsO88U04B4fZ9bUoYzN+HrWwh/dxrjmYj/jE0/LQAkJMqoeO29xx3FimjQhYHKzO4BCvcTTfs5m4Zzd2JkBxg9fqhXOIdf5So8yV7fnHMX6TJ+IXL/CPc9gUL9nhlGvBcgtY8RLfmBvgQDZQX9VE8eRvfOFvvsOJeFPs2VwTo2JAbpove9ABeAtn2Nxjd+c5Hw8Tr2yPT3CyfPUsgtgzRkUErFzn5whY8U13GIMxiVN1QXz2FyujQqzgDtwkT3EJYS8u+Fo+soPzxI65TwIjCVgDk6TA+Vbvdi/9GKwCy0Be/4tVZmcswu3x7pqvv7vD8z90wSwIvtcV5z/tig280ZEJkfQ7neh5rXvfc37eEbFnP9kZ/tudMwi1rpK1YxGhoJAZkyBw3PsCE2FxnmKFzBAX5/ZX24JTkLmOExCmnZ2GbuzvdPdUTLrIaIf+xy5Zn+ieJRD/TRe4RORPujn/tLMFkf29zgYExec7sv2fu3sK1me7MQh89/OD/IhBBKqwEoCER+xKsBq7pBeA7JdgcD/npaBBG0uXaMavAIBia64SC2lKKL/5kX0EsaTKbs98CP7s4BiTMSCxfN+rqxaD/94lDZs+3xULdvh3nb/Od8LaOX/ZkZ/i8ItubP9T5wvPfKuzHYL7h863/7Y7t3B5EG1igb+JNnGuMItZceA1QlIgiC8xjKSQl5x0naJiUeO1mCNqxRzyFh/yIjmMkIhUQgF5K2CIUdETK6A4IdxJFWLPQ5DGq5ASY1mUiR3Er3jK9ewS9ePeMfNgg3xqQezlUxn3dQ5xi4MQrlj3TM8mlszdopIQhhS1SSL5bnyKGr9nwWu8xgQpCMZswe64YqGgsA0xDv3CkdcWjsS7c+V0oAjFVtOA8RCbxCjOtDEgvs3dMf6CLJpwGKFAFJqDGCaw8J66Iy/EALCjBR7+79cJnJw5Ek/sxqdiQq0ZB4SY/OIn9xR3xiknjZngsQD1t/cI2VZLpgyiBu/jjOQA4WNcNhnYUS4YGz/kkxj84jjgInmHQ+QO/6kxOJ5P5I/5sb9j+AHP4Kb58aWOe2+5wB4RYvk0UCzIf5wnJvECjvQ+PhRvIPb4nH/xk9dii59xZPIXZ7F1OMR91EW85HyvnUvs+tszwnOjQOzKH/fBcewuxz0PX+Juuc7f/K9OLIa71QzjFtvuaR5qjmP8ilvMx3gcW+yO70IYScAuCnZqOLEjmq4qYGPbuPbvfeaPpS4e890tuwCSpwugwY9/POgiwDfjfX7pc9SLxzpinxq6IG3P89yOFDuP+Uzl4riMuUv2bvlpS/Xi+HOsS+T2Y55Wml1wdkx80Q7visJJg0AVrP1C1Yf3Cfu+mO+DIBWkgaRXVLPr21UNX+TxvQqfTQ861hp0F1ALPqu9eMxHGwiwE99dVl08ZsXLNl0yFZYGVuCKxJXA13ZLFvL5LEFhQMhXgiJL7M0SFFLFYZgdXyItguJqADFloTwMiAFiqbA4iDPia5gYIkQnvZhbCRjFJgSbhW9hepiegCUCfa2AeCMEidjO4QMfKfzgB7ZPLh7ryKhbFlmeXxS9zz4rWy6KXMLRTqFjnbKfKozL+KzS7W4QsF73jymQdm0d850Pope4M37izcrKx5mOv7uTe1WAKCVYiaduZTaw20Gwv/DCxWPdCrdb0l70+/PPXzzmKwiS/SopuIVCoVAoFKaH6QlY8NF5kNeLOTZtXGl889+/0rGrCfPnCcMeKxQKhUKhUBgB0xWwhUKhUCgUCoXCIlECtlAoFAqFQqEwUygBWygUCoVCoVCYKZSALRQKhUKhUCjMFErAFgqFQqFQKBRmCiVgC4VCoVAoFAozhatSwPpPsHX+KBQKhUKhUChcfRhawOp2cuDAgda3X5//uU5MHbTvS1990MNbS7U+dLLQns09zp49u2AXIL2JR8GOHTtay1et6+64447Wzk9btbQUDPx9JVHrfV2mQEtAXXAWgtZpafE4KrTtC3TC0ulKSz3tDnVTAuPVki/t3xaClr068Nx+++2DnTt3thaAWuJqgRdoLXfkyJHB4cOH39PCUPceHZkKswWtBk+dOtVaPGolfOjQodbzXptK0NbXMW1WtfDT411LQTkoPtJBx3vajuqxL97k5rZt21qLWK2UDx48ONd+1G9/b9q0qbU6PX78+GDNmjXvaWU8SWgRu2vXrjZ+0CJUe2hz8qPdo/Gnw5hWh9qEat28d+/eOV7BE/jnnnvuaZzltevkHXs8/PDDjT9Ahy/zZGcdeTZs2NDsjt8mCW1TjTl9441LW1Q963Gd13rq42R+le99aPXJX8aME7XAlfd+61ce7tY++uTJk60Nq3uZq9jRLnRa8CytJsWrjoFaae7Zs6e1wQQ+8h4f8ceDDz7Y6o92leyhd33ing/Fr9a67KIG4U/+2r9/f2vvCuJFPOSZWmpq+5l2s6OAb5588smWQ6kHP/7xj5sttf1WU44dO9biDN+uFOjyxpbiSa6Ig7QwlSPr168fnDlzptWOo0ePNh+xqT7+jmeubKa2yD/xZK5as4onNsc9ujeCOrV79+7WzjwxPmq9nxT4Rl7dfffdrcuYeGCTvmbgV7UYv8g/nKtui0MxqR036ArHDuaLV7ds2dJaubIlm7B32riKSbHNfs4X+1p6jwLxLN9plkBc3nfffY3LtATG3dp/LxWM3/1SS7TUve2225pdtLwWI3zLftoXTwpDC1hAfBwLCIRoIkolq77VEtmxt956qzmkD32qJQEIAgZHVs43Yb2v9e++7rrr2r0VEvf0WkBo0cY4EqjfWvGXf/mX270U0u3bt7feu4oykagHsOOIDFFJUM9BJkhPcj300EPv3uliUnuu34JJcirm5qUA6HmsaP7t3/5tC0rBhyCJSOSpp7TXBKmABm1akWyfvARW4L4KENsK3gh/Aed5gJCRimD07D60uZMYIJgEMXsQLyDZFH29iV3PpmzJ7n//93/fyMS57KX4E82Iyr34rLCyELGmbSGhwpfzRSQiVvjFnVart9xyS4t3x66//vrmc1Bw5IN4SQtEf4sLeT5fyCDo5LUc1P87xWnSkEdErJwU04qmmGUP45TrhAoBZj7m7HzzUGyTc0StfNHTHMGmtznIPaImOZZ+3i+88EKzj1ybBsxRAbKIALzl2XxpjAqp8ejHjjMtKgKFRPHEW1qxihEFUxtd8yUcItSIe3xFcDjHaz7t96ufNMyTfVPQjU1s4VywUZA2sWoNnsW55mKzgR3MEcxXTAO/bd26tS10zEldICLYRww4ht8UWPWHiMDfo0Ks8ImalxxiVznGpu4t7775zW+2eidGPXuhDZxpQX2zoUFg/e7v/m7LeTkmn4jPiCgCzZjFIt9Y7MgZ1wFxxD+ulYMWGWqkmiOe1PqIQDnofcIeR/FVFhXLDXM2Lv5UA8Wd8YtNsNFEfOIXMSUO5R9byE1awj1Avv7sZz8bXLhwodXUCDgxgHvYKovgbGbhMDbFVa4bBWLbRh6NE7jXqlWrmu3VfPEm18QqHWCOfD0uxIsNM/cBnIRjxBLdoo6Ym3iRb5PC2AJWQHMSwSdYCSekInitRucLWEI0xYLhFD6Tl8zE1I033tgU/enTpxsxuacVjh2DjRs3NvL+6le/2sQnIgsIXgSMMIhRrwk+40PWkkbASEh/IzFjIRrdj9P7hUlBQJDmKYitKs6dO9cKArEsgAWr992TowSmYzfddFMjKc+0a2NlZtfDPRFB0BewEoGAlCDmGBJlT9eBRHEOYW7+WSmDeSB8otO83ce4kSjwmYAigEGws41kMz7jtRtlZ4mdBKCC4FnIvrCygITEnsWOHRQ557U8ye66WCVixIE840vFWnzwMQIGBSkiRuzJZ7Eihk6cONEKHDEYiPd33nmnvSaaEda0IG/NyQJWPshz8+yTMF6Qi2xkrgSs+RG7/XkoomKffdhw3759rdA89dRT7b79RSJhkpywY8Qm2cGcJDzvK1/5SnvN1gQHgUCkGT+uIwD411wCvnM+TsOtuA434iM2sLMZ/rTQ/sd//MdmM3ZVVJ0zf5E8SRi/DRA+EoOErDiLGMSDR48ebe8TS3bwnC/u8ZhNkcQzG/ElcYQTv/71r7d4Ff9yQ7zwHfvhPOc6R81Sr8YRsBb6RBpf8A0o5nby+M/GhQJORBAOxu98flou4ILEurGyo8Wa+sz+RA9OYWc5xIbqjpohjsQeUQ44xMaSGLLx4zfhrrar4Wwr5gg04smupvnLK7t0avJKAJuwg1wXJ4Sk2OrvaspJ2iQCnl3Uf4stNsmuNMgt55kz3mA/92dP8ydk8RQ/EJ+p9cSumBwFOBDP0RIg5mgntV3+E+HEphiUWzgvm17jwj3FTwQsfWPDxBzd22/8Y/5iYv5myFJhbAFLpDIc4UbgSV6OVCAR6nwBa1VvwsDRJkX8IlpBHVHnt5WQAFAgCUYOR7oc4lkhN0BsyEIAIC6C0Rjc3yrc31Y0CE/hM37j9r6VI8NnTiAoPdOziEbzdC5RS+QZu+cIBs5Dms5lB881NoRp7IJRgEvUflHoC1jjiihABiFR5yeoJbmxCHZJZfUTZHdX8LITSK7cJ+RJjCIYi4QUfgRl7ILR/KyGJQL7EwCFlQdEwE+EBx9ZuBABimV2AOSDr5BYATtf3BA/PjWwA2uXERCymBFb8hc5h7Ct2BV6sRMQtylcxMQ0hQ4BS5TIPULWV5muueaaOTFJQCg++eqM4qlY+CREoZCT4l+BZi/xjly95zUbfexjHxt8/OMfb/cB57GfYosrvCayIpgmBbbHGUQFWGAYK3/hAotRIoO/CKE+nwBRgle9r5jgItxksW7s5gAKJV62kMfd+BLXZRdzWjBfsas+EN84LeAfPiMGiCd1wLxwJvHIb+FP/sVr+Buvm4v3Ehd4XkzgcLFswYYPP/zhDw9uuOGGJmqz0B8W7i93LIbCuXJRTKmBbIljcbJ5rl27tp27nPB8uXPttdc22xCZFi/sn/zwW9yzt7g3N/ZXH9SpxFCEOZvjC9exOx5xrtpiF1odksNsQOypyXKXbVYCjJtd2IBOME4xpFZ6D/hU7MlF/uR39dhvC+B8EiZmxSL/s6uYdE95KvbknRoud8Vbvr7gXPpmnAUyHo+AJVp9BQSfEZLG4jlyxWLCp1P9rxiOCjwsX26++eam3SwO8Y24YAc8JWbwDv/Tg/kUZakxtoBVRAWkwsDpApHYc4zQmy9gJYWCShw5R1AnkBmB48AOrABReIhPCcIxjGNVwRgRaiAoBBG1T0QSkK4ljglA9xccCFxC2qkyVgLZtXfeeWdzeIDgrJgEo9fmEoHufMfcz1yQ6rp161ox9Wzb5d4nIDyfA628jFnAB/2C49mZz0ICVhAgB99Xml9czNvHwxIt81CkkEcg6dic/QQSewlstkVeyEdBzFciBL9kFoijEnph8rBLRnBkoSTG5AofihExTtwSJoC48j1BAkh8IDKiQQ6KVdfK7YgmO7BixPlyASk7Tx6DWJpmbBAr8tAYwNjFPAGmGPgI2Jhwh4ITAes3WyjU5qzYshuOsHiUC3YkQv6Ki9wjGsM5bET8yWu5LBcnBcWGePVMHEWMmqt5G4sxec03igWET+QsP0XAsgtONlevzdN9LWb84B1/E3Hm51y8Ns1PXowXx/IDnvJpW/g2Yht3+SSM/8Sy3WLvsYNz83Ua3xl2rtwgCiJg8+kc+1mA+QRLfXKt/AH+D/eOAjt38s9Y2J1dxaBjYk+Mbt68uQlmfEvc8t1K+HRL/TJetrdowCvsRXyKdXZmO3bzKan4cszccIJr3cP7Ykg8sr/7yVdxx18WCmqTvJOL7OB859qtXQkgsMUDO9h4wqHGbqFurln0ilH5KOf8WPw7V3yxm/ospsyN//GJ99yXLdlEfMpHccge3hePvqLgPGJ3VETAisd8BYht+Yjm4iM6gvYxJvEYYT4u2MUmntwT+7iRLQh/eSYevG9e9N4kMJKApar9C3+gug1aYfQjSBVBxvM6X2ieQ5ew/60773/pROS/Uyy6Vcm/7Ujqf+uC4v/o7vMfOyM49rOOSP/p3//7wU+7ld//3iXBf+1WCv9XV0z+n+55P+nE6c+7a/+Le3dGAsVEoRKABLZAMw7BYVyOW/UozEjD+QqU84yVg/uwWkKI3s9r9/O3a9kg9/PjPQ7z7IgE10SweobAd13QL4AIPLtD+SoAEAfG7m/Fd6FgIzAUNfaOoBCgcx8RdPf/fzv7/E2XaD8lartV33/uCsGPO1v+n934/1N3/Bfd2P9bZ69fdMX9/+7u8w9dMvz37rr/1AXdYoO8sPQQi4gyMS2GxZRjSEV8ZscHkFr8KG/9+CjJbzu5RJ17yu3EqRh2X/HpernQj9v+62mBqDQWMC4xr9gYpwIZsWdngw3MRQ457rfC4recdH44QA7LP/C+PJLP7Oc89wTPt0CYJPjJMyKGLETDr4qeedupMa6MmS9c59MgHGLc5gF4gI/ZxDzc2/xwZubH74mp2HdayLhwsrGbs7mLSeLIfB0Tj+C48x332nG+YqfUJH+DXSZCVhzIBzEhX3Cq9zwzQrLPvaMiORS7eiZb+roWe8aXapJxK+7svdwQV8aMR4xXPKgdbGHMiXt2Mj/w2zxcE5ubG9u6l3PNTzyqe467L3t7nvuys/iUT4nT5YY4lFfmJl7klHmxBdHKp/28cp7YM095yS78TUiaX2ziOnNmL+c6LibEnR/Hvc+O7uG1e48K1xur52V3VSziCPnA1uxvjM6hWcx5MXAfzzVPc8Ml5uC+bGV+mb/6MQmMJGAXhS6wB1/60mDgC8o+NvB1gm61337PP2ZVlmOu6R/rVjXtWLe6vlpg5bZQIkuSyxVNxQdR9GE3ZY4gkXm38uqWvP9sO3acf+yZZy7+3T/GH4WZASGWRdTloIgq6CuhiC4WBFoEy+WgKOUfU8wK+IefIlQvB+dYvFwtUISJqmFAEERgFcYHAWqXdRiw+ThCa9Ywik0IubmNo8JUMD0BS4H/9V/7p72WfoPBX/6lLz9dPGY31aohx3wPr1spdPLe5+oXj9mC9v07K+YcK1wZVlndCrHLLFXuou3Y2rFO8HRq5uIxAppQ7lZRXeX852OFQqFQKBQKKwzTE7CFQqFQKBQKhcISoARsoVAoFAqFQmGmUAK2UCgUCoVCoTBTKAFbKBQKhUKhUJgplIAtFAqFQqFQKMwUSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFoQWs/9DXfxat64T/XL//n6D7j9H7f3utQ8N8OM/1ukAsBN0kRoH/5N89dQ0Z9T9m13ptof8AO51ZdMrQBce9L/cfpus0oamA7hO6+7jefyrfH5MOFbqUeJ8t+nDupLpVFK4uyEUxpBOV/8BePvY734klce09/yG8/HBNXif/xKOOM+mcA/6DcjHrP+X2jH78ygOdXED3oaXo5jIKzEmOyUPz8KNBgbwxHn+bDy7Ia7bxWpcdc9QhxrwcYyd2c758DZeYO7i3c92DLeWs508KONMYjcU4jBXYmK0v5SfjMe40O/C+v3OMXczdXFzvvuFY8zE3TVS8Pz+OpgnzM4bMNfPkW/7JMTGYc/nXTz8Gdf4Jt+LiNIgR/7En8H38Cs51z3GgRvR94z7GyUdee884VwrYy9j6dY2N+/Nnl8S695L35uJ1v1al1oH7+Ts5mZrJNok/z8VF8nml2MW4k//hmPl12t/sBsZtfuYpv8RkbGL+5ma+4tE9neNeXouXIO+7Rnwawzgd4cS3nz7ch0/50ngupckWg/BV4FnyyDz5OK/DN5PA0AKWg/TTXbt2beupm3ZloIc05wacoLdvHwJES1RtU/XMTZGYD/ceBddff327p97KSaJhobd2P0D70ANZL9+TJ0+2nsh6RH/+859/Dwn2oY2ases/rB+wNoj6XrNFoLOMueslre1jH2+//fa/CMBC4VLQBlbf+vPnzw++/e1vt9cvv/zyHFHotS1X9dROr22vk396xAMS1sNdf3Mkipw3bNjQCtadd97Zeuf/8Ic/bOciY7F7zz33tM5veqXr6z2tVpDaEXqmHz3FH3vssdY3X84j6C9+8YvtPT3I9f7Wj93fctKcjx492ooFYv2d3/mdwZ49e1qOP/PMM20ecv0LX/jC4PTp03MchPP27dvX/sZXnrtr16723lJDMdDv33NwGQ752te+1t7jF5zhGA5xjrnjFmNnC1wD/HT48OHW8xyniA1z0qWLn9lCMQMtqPnU87zP5zhukgXnUmDnNWvWzAmBa6+9dk48aYFpjMePH2+vxaS/cbfX4pwQBdzM77qXERPmckHXwQ7sodc/iAO549o/+ZM/aS039bX3/FEh/j2TnWNXveH5il/SK1+eec5KgDEbm3EZn9hiC/EdfP/73x8cOHCgiTRxITbVeDFkrrE54Bi2JmD02MdPOOT2229vXERI8Q1N4Po77rij1clHH320ta5dCcAj8v/UqVODF198sdmEz7RqB7FBC/C1DmTs5Vzd/dhRTEbcvvnmm4MzZ84MXn311cGf/dmfDY4cOTL4wz/8w8Gf/umftlxkgwh7vOVvtqEZxOErr7zS3hsWtJWxi+WAzY1PPrmvMZrXUoH+Y4++GNdG99lnnx38+Z//easTX/rSlxrHTLID4tACFhgd+YPCuXPnzkbu+/fvbwHMSNu3b2/Omi9gBbwiC8SeSSIgScLRAkBirFq1qhXNY8eOtfclgyRA0AJBAekTze7du1viITSEvXXr1pYgCpUkZWTPQuqS5a677mqJ5X5/8Ad/0NpvGoOffhs481KoFX2/X3/99Xa915xmzIEVrXESAQKHoP/yl7/ciNR1gaRAnpyvjzRC3bt37+Cll15qdmU3RVdx9Szzcf2/0YWsUHgXYo0glU9iWH/tr371q3NFxXFx45jXYum1115r5CtXQjoKDqGgmMufp59+up2j+ChKrkHG4F5Enk8txDChJN9D2pOGPDT2tHWUh4psf/fNPGMD4s88CBm2iLgAYlH+Em0KqdbLERfyNuJJ/j7xxBNzC13zxS2TgFxPQcAPuEEBAH7CvcQYwYErLEoIWOcStOFWc1JEjJmw96OXu0KsyCkmWShbRLMLW/A9geIYfp4W+AfXKrZ43Vg2b9485wN+xovEhD774t2iA8d+73vfazHAdoDLCQfXiM9Dhw61a4kwgsM1wMaeqUbwt3ozroAVj3xlgyMCmQ3lJyEr9iyU2N3C8Tvf+U6LqYU2QqYBu2biSczIKTlsjHgFjI2oIkLEGFGKI1zjXIsgtgZt0NVn9Z+dbfaY4xtvvNGEnjpn8Qmpk64Vi97jp5UEOWeOFnVsQueA/McnfCdm+BVvWOwRiWq7eAL5Jk7lFs5U382ZXYlNseFePu3Aa+IG1/CHeO5veg0DO+J0DbEcsD8/0SSEq3HIC9wgD4jk/u7pqOD3gwcPzvG/moBDwqfmJU/ZEH9NCmMLWOKSQwS2Hw4ygVtvvbUZc76ARYpWAoFgtlNCOCLudevWNSKSNEgHidkNci8/nGoXxbHsCoGdCKQXQiNoBZBnfeQjHxls2bKl7VJcd911LTg40y4GBzKypCNonZfVFiA8xYGQJpolm2QXbNu2bRt89KMfbUEqCPyYb5LRc/wtQFNYAEkG5m9XAJkakxUue0gQxUniuIcV2kr6+KmwvIggy6LHqheRRAAA8Sk2iU45iXDFO4JTjOxSBnZjkJrcOXfuXHs/Oy1iL0Xfs8Sp2ETUYh1BjVP0x4EcRo74QdGQG8g5sIOiiIK8y86b+RErCDaI4M9OmaLLjubSz1eFCbfYKXKcTdmuL5qXEsacxYWCw2+BhbGiapwWGfykQIZH7E5CdlzwM24jbi3kcQjxYPx2RUCxdo5iZ/PA/C1YCMVpQU3BteJLUTQ+HGjcYKzi0DkKo1h1jsUKG6kF/BhYuPAvW8oTizB466235gQmUS8vbIjwPfDvOLHs+cahvmWxZy7Z4TVW/uEzGyQ2fSxClhs+3hXPFqRii6hKrvst9vABn7A/O4lNCz11M4scucWu5gh8oVaKLSLN5pHFFNALbKOusoH7esZKAV6TV+q5ceHYCFigQYwZvxLguCOfXPk7n0Jn0eUeFjY4RBw4T26p84Qs4YnX/I1j3E/civFRgRf4MnB/fOl5uNwz+NA5dNRSfBpgrBGwYP7qjHgyHvknH21wTurT5UUJWEWBMyVrRKMARobzBazg50SQFMiYARAVAZtAJvI4HwlJADulkkCC2V2g6PsCti8KBYtVLiGqQAkEBczWvTEKmPkC1rMQo1VjX8AiHAlnHJLN+wSs1+4jkIMIWLs/7m2HB0HOF7AJ8hxnDwWnL2AFP2EgMexKs0u/+Bbe30BM4oTwECeKInEinsQl2MVPDCJIQJB2QpKzgMRSZOSjHSsf3yJuO15yFgmCXSUxKQ+IAcSlcMvJaQDvEK7mTKwaXx8+PpOfYLfLOIHIU6jz/TTAVfKM7fCF1xadxI58D9jTPL2H03ydwMJ1Up+I4EPPdH/cE3Flvoon7un7iUjAjxEewJ/OVzxsCLgnXrKjKWZwXfiTT82dfcI97jfqDtBiwAfms2rVqraLpRb8xm/8RotBwLM2R/A/3xs/8WrsfhPl2YEFBZNgIqhsSthQEcd9AWs3zT09Wx2AcQWsnDIGsZePcIkecWTM8sc5RJ0827RpU4un5QTxau4WPewl3og3Y5Unxu2TwWuuuaYtWOU42/lhI/PIXPGKDR5fLVTXImDN0Wv3itjFU2quHbl+nVwpUMPFBY6lKyzSxQebmLccIszsOJubmLLwl7N+0x+Ac3Cr/BSb+cRH/spp+QmEfBbXFm2exUaJ/VGwkICN6PYsXGCRZcPDPBeLhQQsexGseNazabbw8VJjJAHL8NkVIPYELscoAhxz4sSJFvDEbb5nF/x/nchjvCOHDw8+3a1MCdcHuxWHQvRIR1zPdwQKD3arBc5gZO9Lhr/+1/+6GWdfl1T5GHTw7i7ITTfd1HZxCUBJ41okJ3CsaBwnYBmSYV2PJBUrxvYxh91eiehZgcASsOZCEAgAhInkreDn74rmoxHk5SsA5o8g7G4E5ty+wnD6dBsfIjB25PlSJ2IVj/+1u4fA9+zznU3Z131/8u4OS+H9DTtuBIivxBAziovvByoUVttIUpGQP9lxFWPEpsWanBWj4pLYkX8+gUC6QBgga3Evn8WwvBDvYleeWHTJId/nkhfTgGKiqBKy8igLZGKFWCDYsiMrr7LL6L0sTM3ZeNkElyFZ4s085Ji8c282xjGEh2fiNOJZoSH0JgVjURD4h58UAGPnG7xll53wAPxibjfeeGM7F5cpFPgJ/xDc7rN69ermfyLXYoav+RQnKsJiB+8QGXYk8aTiN23Y/BBXoPASQ+aE9wlcXM5Hxp+dLyKDb8Rx6g174XRwLRuAeBAXjUt/8pP2DPb0GvrPHwViQk74ZMC92ZUt5QrBbSzGaQOFMJGfFpARMcsBApYIUxvFgPH4pJEAI2gtnsS7GkiI4RI1UGyai9wXQ2JKTXUOe4L4kzv4QjzFBjat/LCPDR/2FrfydqVAHeYXc8r35n1FRN3HifLI/MWJfGQTAlFe+WoRmxC1NAjekEtEpa9V2kzDO/SK7xTTKvgaL7MDrqZb2MyxUZF8lgt4yyIBH1i8ubfFN27nD2MylsV+tI+vbGoS7+LFIsgz2M848v1X32/P5spSYyQBuyj4fgiCsHthJewfT3XJ0kW6ZawlxMVjXbB01coX0HwWbylhy8S3qAedxzHUxWPvFqhRIHF8nIZsJNrlwPn9Lx8jKh9RSu5LAWn1V06c+J7dDIRFhHbk0d3cdrat6Iu26JzfbOF7X2xhRyXHuoI68L2+3kqnULgUFMcrxTVYgCkcCtmsg5iPqLsciDKfysjjWYExR3RfCcS4RTnfXg0gJBTDYWBnub8LXRgPapscWegfNvdBrFgsTOrrNCsFbCKvhrGJOCRMr3abrCRMT8BS4HYvOtXeBKmvExBvjnWrga6i/vOx55/32ZEtk4vHiNtuNdgpRFudF491q41RIbCsDKymCMzLQaHrFzvi167AQshKNPAshWdulUN02yXwXSFzvHDBVsNFMds/xhZE/PzzFhDOhUJAkA6zeyZWfU/pSjkwC7DyH6a4yEdfJ5olGPOwfnLOrM3vcsCbwy6wiPZZWpisVIihYT9RYXO5d7VjFJvgofeDTVYSpidgwQ4sIabgELSI2THko/Daee0fI/5y7D/8h4u7kp2QbLuxfs8azKNbpXWV6eLOsy82e22H1e/Yx+tOaM/Nu8i5UCgUCoVCYQ7TFbCFQqFQKBQKhcIiUQK2UCgUCoVCoTBTKAFbKBQKhUKhUJgplIAtFAqFQqFQKMwUSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFErCFQqFQKBQKhZnC0AJWSzK9/PWY1nKt/5/7+g/8+/+JttfapM2HtmOu77dXnQ/t/4aFLhk6ZvkPr/3HytoJalfrtf8EXGu1fvMBLRm1E1wM/MfG2ndqhqA1p3ZpWuXpTLIQtD30bOPT6URbNV2T+v9BuX7lbGP8fbCtFoWFQh/iWpc37R21Bex3jQNtCb2nVaa4SpMNLYzTHU6eaJPo/bRh1Ukmua2FrD7egfx3X3COWNXgY1qQY+ZkLmnL2Ye/5aWWjlrOOhfYRgOTQHtmc5aTctA8wl/aYOIp8J+Sa5GZnNRZT9vEWQUe0dJSm2rAm7oM6XGvEYD2vPHvtKFlJ+ixr+NhoMMYXxujmMO5fMfPuJSfvQY1ynt6+2tl6rXW5+LAvNOrHtJO1nnOca7OX8M0xZgPzUP09k8TEbnpnuJORzH1st+nfiVBndTNTtvYtEeXE9pUiw0wn+QA++g6mQY9ctK1/Oc87VP1vec3bZfdG9Rq7a7ZOS3cvT9KvZ8GtGE1RxzCBrEJiL9wJ87Vphhvas9qXtE87KAttbnLNbFHJ7CJ89LaGsSqY2JXHItn9h0Vxtlvhcwf7uueOoSxtd9LCc+Y6zTaQWtZLfXxJ65km9SpSWFoASsAFb8HHnigDcwgCUS9wzlagurN7Rjnp1d5gCz1sOZkhIRAJH1Epl7nDHzmzJkWKO4hyL0WBEhI33MOT/IoZB/4wAda0Hlv7dq1LQC8RiZ6wqcYSUr9i/WANhb31HbTPczNa8nouGcaj/OMr9/HV0H3DESPQJGTHs8IyzMQVr8rDJHgHLZ78cUXW7IrtMgz4sA1es+zjWBXWCW2eRkfe7Mzm7CVYJVkfvdFcOH9AXGjDzcilHeEphwUGyB21q9f3wjGeeJKDOrqtG7durle20hTHHrfPRX4zZs3N7Enz26++eY50kNM2s+KcznitXPHKfjjgJjUk11R0Guc0HziiSfmni9Hb7311vb+I4880haqhKq82bZtW7sGzJMQN2f28PvGG29sJOu1OfkN+pq7B2GjVamipUBbbM4acKae93hLH3rAQzjMnBRjvhUPS13oLgcCip337NnT/sbZxiKmge0t/HEuLjZ2/lHkiQS/w7diUk6cO3euxbiYxaVe6xV///33t/OcLx8ILQs451i4qVmj8qnzPUc//IzDfGyssKvXnmNe+Nw58nOaC7/LQZ0kPCwQjNe41Bt2FwvGTMjKLe994xvfaHYkxoD9HFPb9NznN2KJv772ta81f8lN18obC0DnWqTIUUJnJYAfjR/HqP/qMI5JHII29LSLRZZYsZjSxlo8mk+EmmvEsPmzI/t4XyyIRfdmC9z1+OOPt2PykL2dI55GAU47derU3CKDb+Sy2oDrxJ65iHm6Bu/xidwbF2rA7t2758S4/OJLixPPFlPiwPvya1IYWsACMSgwQbB/5jOfGTz88MODO++8sw0e2XMyZ80XsMSo98F9/G2iCq/7bNmyZXDkyJEmQhUbZGsFQfBJHsVD8Nx3331z/d6Ju1WrVrUdXQXm+PHjTeQ51zOsjEIUirtxIT3i2Zg//vGPtyBU9DhaQXQvc/Fa8BGWZ8+enRObglRwek+ic5AdWWMjRJGopA+MA5kZq8B1P8JTMGX1iZjdEwQYYX/y5Mn2XPdlA3P7rd/6rTY2IhxxC5BhWocWri5YaCHFkIfYkUcWYiCvxEELuNwAAEO+SURBVJkdIHEO99xzTyNUgjafQohfhK3gu6c8lHMErN9yLWIGIVmgugeyuvfee9v50xKwFrCIODtZ8lQ+y28/8kkOy2WLbHl34cKFVmDZwHFQOIglRRgJE7vyUs6Zs2siYNnVXBUkdrODSfQpdLMG9sN9/PX000+3Ywqnxb6CKQbYQAHFZ9MC4YDPbVyAcdroIAxAUcfpeNrrffv2Nd4T2xYm/BVuxqN33XVXE7ziYf/+/e01+I03wTPwqB0ruQLumQXgKMC/xIH8i4CVI4o28SaX1DO1iMCQM+J2WnkzLOQ/G/dFDZvZOcQd6qG5EroEaASsWCHexVDmRPCaJ3+4hxgDeUqoqV1i0OKSXlgJsMCjC9Rcn8aIHa/7n9zQFXgX9+AF/IsPxA09lI01scBmbIJLwr2xmTjObqnjeJawx1/yIPYaFnQHXTZ/l1+cizXcbQNAjotDsW8ei9n8Mnf2ySdSuJKwtxCUS6dPn268OqoYHxVjC1gFQLBzHMMw+u23397EJhK5lIAVvMCRCIpjDxw40MQa8eo4ZypU27dvb8fc23UCye7Ihg0b5ooRUXj48OFWeAQV4hN8/vb8/kdGCO/EiROtEBGZjz76aBOaxCFHbN26ta0oiErEaD4KISc7H4mCZ/tRGAkADrQD628/RKbdL8kLiAGZer4xcTTC85tNwE6ZVTpY/bmnvwU5GxgjQaLASCI+8CzCuPD+BBEaAatwIiWLH0Rl51Qe+cgOocgxuXno0KEW04gFxLbzLf7kzM6dOxvxyLdNmza1fFF0nYec3UexkrcELPE7zd06ORGSViwJEp9wyHl8YW6KA2FmrIqk3VWfvMgh12TO7Of8Y8eONdvIq127djWxm10Xhclc8YPjBKw8nkUBa7ddISNC+BrwDJ7DRQQKfrFDO00BG4hX4B+8x1+ADxX1o0ePtvH5VIwQx7le40FiAvAiTiVq3cP7eS1OsuBiCztFjhNtYphtxgUB3Rew8o6Axc/qlmcSDASSjZr+BsdKADvwP8ED6jqhilPUd3lC0LGbnOgLWLVNrXPM9QSrH6LqtttuaxtcEWTyzsYUe/hEUt7dcccd7b2VAnYwdppEvNEiEaYWWvzobxoHVxKweLivNcQhm4iJp556qn2axY7izMaXfGNjeoo9aA5C3mvPJDpHhUVSX8CaA96y6YATxeb58+dbDNJQ8mFc8B+NZPEvv9yLTXAlm+BWvsajePX6669/z0JgKTG2gGVwhmckx6w27bAqmIrcfAGryDguAThckbQakMyChVAF5wgSRZXQE0AMwvGIirqn9IGARUoKM7JwD4QngYhIhg4EjXEiP4aXeEgGUVqFewbikVgCyPwUeg63MiJEQTIieeNTANyPkEWEdnQ4LTvEYLeVXQS4c9nHs6xS891WK1EkwTbGYKwC3+oXsRsjgmBv9/AMNlNM7bot5qOAwmxCDMkj8WpxhSwRpDwTYwqH1b24VNTFtPwR+85VgMSTHJMvzhVXhJr7eo2MxDrykwcWWkhWDjjf4ip5MQ1EwNolRPQPPfRQEykhS8VHLlv1yy1jza6XAkJo2IG1AJW7OMs9zVnOuYeFufeQMruxGXGDX4glvJaF5yyBnSzaFTQcwv98j2vFiGPiwPwm+ZHfQsBz/Ijn7VrhPHGnPog3PhSLXuNlAotvjZeIMB/8jnv52px8/09MeE2kWXS5pzqmruBXMSCe2GJcRMCysbhJ/VK8xZL8JCKMmagjngn1lQDCQ32zKGMb9YSt1GG5zZ5iX41VpyJgnWuubK0OiR/+wS/OwRf8ol5bWFs4yRtz90z5Rtix0UqCeMGhFr/Z+TdXNTYCVr3HQxaCNIivAbAbn8b/qffO8dq8xYRFt4WAePVbXBN3+Nn5nkGbjIoIWLY1BvfzPJrEM/lDTuEwtSGbgOOAL+WeuJGLNFds4pg48TUFfGIRhD9tKkwCIwlYBJPVrgJhN9NK2A/hxekS1WvFbj44zDX52Ma5kgFpMQggJKSFbDnScxRaz86uEmeAY8SsaxkQEQkMhRxx9CG5rEpAMCn8iAyJSViBxOAcq8hxvnsaL0EQCG6BIHAFp8AxDsf6gjkQ/AJTUnMkknWtufkd2JHO7jAQvcjA3AWGcTpfMggQiW+uSPFSzy1c3RAXRJzigHQJMX+nEBMq3lNcxJUYBee41gLS96AUIDEprsHum1gF18oZ+YUUFTXxBv7GBfmKzjRgTsZupwc/RNBmh0eBJL4UTgvC5Jdjfiwaswi3QMziz5wdB9yDD9zXb+SPC0BRyD9smUWYm09y8KMFkOKmACm42a2c9Ed+C8HiAQgbOznGQ2Tykc0EfC4u1RiiAgfyo/i1SaBuEFxiHVeao9fyQRz4dM4zxIE4Edt8K0fUr/6/cxgVeFi8iCH3VeeMUz1yTH4SDuZmLDhe0V8JUDvYyY84UFfYzN9s5uN+88umkXrGvubofLZUp7yvFrrOJx7qNqGk7rKx3PX1OzUV1HDCTz6vJOA33MaP5mGe9Ip4xAf5JNZmmfnjj8Suc+WP33Y7zd01co5t6Aj2wV3eE4ts6ZjYZR+2xNGjIjrJfcQirnJfGouP+II4FoP8QVAulrs9y1jNRVzIJxsbbCKfzCc5yaaTwEgCtnAx4a0qkH+gACoIlwJnKoAR3YB83cNKplBYKojBYT6qIQqQLtKZdRDRwxRBeWu3zQ5FYeUDvw67a8P/s/i1jpUGi1wCZJjdYTYnXK52jGIT3LuYnfzC6CgBWygUCoVCoVCYKZSALRQKhUKhUCjMFErAFgqFQqFQKBRmCiVgC4VCoVAoFAozhRKwhUKhUCgUCoWZQgnYQqFQKBQKhcJMoQRsoVAoFAqFQmGmUAK2UCgUCoVCoTBTKAFbKBQKhUKhUJgpDC1gdZk4ePDgYMOGDa2lZFovgjZm2vkF2ojN76KiI5X2sgcOHGgt5BZqfzpKJwvP1Mdcu0uvtSzTtlVvah139HDW9Qp0KdJj27G01dSNaMeOHW1MaZEL2uKlpaT2slrpaV945syZdlyb14W6GGkjp8uWtnF6xWtzqf1kngnaxnpPu8u0tw10/SgULgetL48fP97iTD/xo0ePthaEiSVt+9JPWxvY3bt3t9gXi/v27ZtrfQi6cmmZqOWf9oO33357O1erWc/QfjAQ+9oUyt3Pfvaz7dx+XE8SOMbY04Za9zt91nXIMQe5ZJ5aQmvxiKuM9bvf/e5gz549re0o4AXtFQ8fPtxaKmr5iUO0W9RWVRtTtgAta0+dOtVaarJt7DyNDnpap2rFCGys9S3+4Y9nnnmmcbDxa7dqXDlXu1V2OHHiRPPjHXfc0Vpe42t+1sYycaJltvu4B97Bg3rea3E5LWhnaXwnT55s7Ub5l79weOC4rk/aHfOF8439oYceanbJue6l66EuUeqA+fAz7vdbvuQ8HM6eWoNq9emZbIPrR4FYkDfGktbFxitu9IUXm/I18bec0L5W23ZjMm7tUNnK2ORW2q/rasZ2u3btam2Zb7vttmYr12tJevbs2bkYUsu8p0263NJxUt45V06yaWq9XNVqVdwCH6VF7XLBPGgCftem/vTp0y0mcAGbaFcNbCaGtDXW51+8sp+8EpO0h9oP+GX//v2NP7Wml1NvvPFG6y6XOExnL7GotbBrvaYbxPYooK3EeLp9Jr6PHTvWchnv40NtZBcLz3I//Avqj3a4AY1n7niXPXErTtKiNzGzlBhawAJnJRERvqTVM5jTBSMidExQ6k3dByHpPZAohOqLL77YjiFlvYIZ+Kabbmr31kv4lVdeab2TGeXtt99uBKxARTxKvo985CMt4AjmtWvXtsL7ox/9qAUcckvyuLex6vcdwlPI33nnnfY6UPwRjyD1W7JKUgSvv7bxmFuCzLj7EDjOdy0B/Pzzz7ekVUzA/fXGFsxIWYJwrj7CCibHO47IBaUfY3G82mAWgDglJgkZeRQyCcTTdddd114TaAq/Ii0fxF+fcMQygiUQ5Q1CQjzORTi5NxHlPPmlqIlRfbD7LZUnCT3a5dx9993Xig1yNrd+i0f5jSdeeOGFlqcKjHzsjxG3KOLpGa7Y4A7nsac5pZBbiCsA3mdzwlihxgOTBMFDUGXxoAAoTnyBh/y24OYngsKY8S/gGT34wftsYr78plC6TgEC/Ic7xRKOEScW2wttLkwCiq0x2SDBzcQpf3kNxkQcfPGLX2zCyo/NBPNlCwJB3IIY3rx581whJ5S+/vWvN3u6p2IKeNbixzO9D+LevUYF2+N3OZdNEPzv2TicD+WSGul9Gy3GPapQXiz4lA0tWPT1Vw8JDeMzzvkbMuJBTsgjdiKs1KC/+7u/a7ZnL2A/x/ztXKKNPWgAsUfMi1+QmxZXcood1q9fPycQlwM0AptYtOIWXPjzn/+8jVme9xfn8kT+4CHzoD3wi9gybwsnfBKIMbYJF8lBWkC8vPTSS3MiXq5aLOAUMUQYs+coYEsbcdn883c0jOfTZbgc7xsnf3ruMO1x54MvcRO/sQ9hrEU3qC04lL6iW9jK4oB4x52TwNgClvOQJQIlvhQ1AW41qljOF7DIBTmC1Z+EQaBE6l133dWEq2slgEBBZFY7BOTGjRub4SWUv1OABRHCEhyKDGMKDMJYQtk9DS4lYI1x3bp17fkCF/xGMIhVUHEIgrdyMjbkz/l2tgTs9u3b5wiTAzlNgvpttWJOksM8QWALKGAHgaUoE9KehegkOaIh4u10eaZALAFbyCcZdj+t5ImtnTt3tsUdwgK5pej7W/EEuwRyB/kQACC+vS9WQ6iKD7LZsmVL29lLUUZ2ipI88v69997bcmJaAlahNR6C0xjkuHmEhOUeHpIj+EMhIHbke3Zu5TRilVtyTPExd3NRlHwypDhHDIJi7285iNfkM1E1SfAf30bABvjPmBUoY1EM7RThDK8BV5mvY4oM3sDVuA6n4p58OoZv2NSC2jPdH08vB4yVnQkHPlWAgc/UFrVDbHot5gly/saP/AxEGrsRIO5hzsQDiFnzB7uDXhP4nuO6xM6okB82MdifAAnsxhJHaiLuF2M2cbITNo54WAzwhueLF/UoeS/GCHufCBJAzgNzil3FhlgxJ+Inu/9gQ8nCVl4QNK5R1y347P4Th6m3cskzxZi8dE5icTnABzQNW1h0EJJqPJ+yCX5T59nEZpQdZXYQPxZNctDc1HELonxyA+ZJS4g73CPefCrChubseeBeWRTja3E+qoAVt7ROBDR+ktP8oA7gNXwnv4hqu+IE+TiQj7SYWGc/MeM5YG40m2fJPXkqVrym2SbBLWMLWKILBCFjmQjDCEzJatB9EHX5CIdoM2lFFWkqNiYK7usZVisIhnOt/hCX+/sILytlAlZQCUDP4yzwt4KelR9cSsAaw/wd2IxT0HKIgCWGjdNv97EDwolWFgRwEl0CKxAIQtBa4SFY44hoMHc7R8Ce7mNMnmVlZmfJPIyRXa1uFG12CLkU3r8IWSokSNFODiIRs44F8si5iTUxJZ4cQ2gglq+55prBqlWrmuhDgIouArQwRdoEUEA4u0beICSCtr/rMEkoFgqgsSu2FrzGLodAIc5u2v3339/mIBddAzhBfspdcyBycEQ/r3EB3nEM2EpO4huFyPwRNx6ZNBSyvoBlbzyAU/CAYsDnPsHiJ4IevOeHcDIfwpDfFVwcLWYUZYhg9Zs9+FpBnTZwOw5U8BVZRVIhDGwQsIfCbx5ilR/NQ03oc7jNB3NhJ/PBo+FNdSWLPLbFyQQdG2QXaVSIBXa1sMincXLS+I1DLbTT+LGPfaw9c82aNS3elgNsYr7G++u//uuD3/zN32xCi30IUvHF9vhE/QqfiH0CKbHF3qnBrlEz+c3mDP/gBztv5qt2Z8fffZ1nsbhp06bBJz/5yfY1heUEX0XA4j4LETFkrPKKviEQHYuPxR472MhyjFCjVfAFiDF1H9R714o9Ggdf2XCLgGVvts6nOu4zqoAF4+pzsc1FOUMfeba8tkizwF29enVblIwLXJTFmliIgMW58hjnsinIaVxE19goXGqMLWARpsEqKIKY0FMQOM7qf76AzSqXs6zaBIEiiWTyfRLwOuLWMcXargmRyCgKM9EHBKygs2riwIhqBGdV2IcCNYyAlYQCToBGwApkxdCOKOcRrooZSO5AoBOaBKuiYXUvgRGZewYCi7AwP8/nWOdaqfs+EZtGwBLDdqCzgllM4BVmH4hVnIgXeaSwyAuxghRDhMkF+ShuFRRkLN+IMsUl4lfMKjJbt25t73ttoeg8sW61jpwjYOWdQkg85JOLSYPYwD35GpLi6phdD/lJgGRXAc/IW8XSGHEOQWHOzscpziGIzJN9vGZHeSnXFBEFynf+5St+wUmuy+7TJBEBq6DiD74xH8IhY8ZfuI9fiXfzJ07MQ7H0WozgWQXNa5zjnmLFvdiJXc0Xl6YITwt4jpjBr2qCTxaMn6gNx0bAmp8aw5fqAZ4U3+KRrQDPspdiyldAFBBqvsspVnxf2PNcy0Zi3PPGgfuJMWMhDnxFRT7ZbbNLnAWBfFQL1ErnLgePR8BmUSdn2FasiAN/mwNeEF/OU5+2bdvWcsjOJJvJQfYyV3njWrxhgRgByx92ZeWT2JN3EbAEL1gAu345EQFrd9ri1QLPmOwcs5XFHZtkx9W53mcHdTufgLGPhYkdf3PPYtpXreSde4lZn4KJSzEodpZawNJoxuAZfOiZtBgfyW/6JxuD/DEOLiVg2S+cjE/yiTNbmZvd+GUXsMjN98KASGMcA/eDEDkZeXhNCM6HpHWNgAbnSiABne13zvOxJLEpEKxgkIBnc5B7Z9dF8Pnys2CQbIgMkFcCIiBGkaXiI2hyLCvywHuC2P0yX2KWkLTacpxzYof5UOAJAHOw0nR/SdAv9MbtPYnheRyPEBAAWxi742xCFLMD8hHw0/x+WmFlQkyJF/EhN7wW+xY42R1MLsgVOSf3xK7XjinaWcjJIffxnh+xLk/cS6x6jnj0XDkDRBBBITemAfFvIRueSO4jUHzitXNAnuAKPOC1ORm3OeMT+UYcyS02w1uulXtyXI75mF4eulauui6cNA3gVP5SHIxD0TAWrxUo4zdm3Gd8/Gtnxzidyz/mZ27mxX/G7ni4xG/z5W9fwTDnafkz8NzEnZg1P342dgIQ8CJ7mAPOVANcp3aoF2oR3gW863zX92OFTfhdTLARPmYbdoutx4XxGIvnph4lbiJUzc2PsfCH8U8bBIu6xY5g3sZHiIptNrAAMA+2c746LpfMh53Nk1BzXGy6hh2zqAtH9H3lnPBGP0/5wj2XE+YoFvI7MSHH2MR8iFE2wbM0C1hssQUujX3kF8GGV6NRXCcOxCWbhLfN3Y98YxNxAfHJqGBHHB7784cxui/7G6N7RyvJ+XFz3fzkEOR5jhmDv+Vv/Jq4EGP5Os9SYiQB+34BgmHwS0FAWIkutFMhOfvfhUJUgmc5CKvw/gICTaG4HMQior4aFkMKCmK+EuRrvs87KzBmi+FhuAMv4ZmrBQpkdtSvBGLcQqSwOKhdhP4wsNjJRtTVjFFsQohG4BamgxKwhUKhUCgUCoWZQgnYQqFQKBQKhcJMoQRsoVAoFAqFQmGmUAK2UCgUCoVCoTBTKAFbKBQKhUKhUJgplIAtFAqFQqFQKMwUSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFoQWs/1Rb9w0/ukykmwfoetL/2+t02+jDea7XgWIhjPof/uv4kGe770Lt0dz3Sv9xuzmmI4bXl5pD4P2FnnUl6FbBFnkW6NjBNjp25Nl9my6Evr2Mx33c173cx9+Xu4+xuM6P6/z2n4izpevndwXxPPfWzaMP547qu8J4YGtxwnfAv/1Yio/Ee+IqXbf83feT7i387R7O0QghceQZ4jRwnzwz8TItGF//+cbVn4exGK9j/TnrNjN/zuka4z3z99p8xDpuY19wzHuxnTH07zNrYCNNH+LTfq47Zu7psLNc4F++Mzbwm1/5gP3Fp/f5yFjjO8gccJPXzuN755p3v+EFfu372nnjNvZIDmUc7une7mnMGdNKAxvIAXGfuhPE5sDG5sg+bMiuqQuOOTdz5R+v3de8k6/gXNfyTa5bKflkvOYbO3id+Am8xxYgZ9I0JjnkHmBO7OR4YoG9vB9bBf2cdJ1zx4lDz+n7D9xbTDpuLpfTM+Mg8+w/1/M8J/kXX/s9CQwtYLUE08v2k5/8ZOsD3Cc6/aTTuhK0K9N/tw8T0LP7/vvvb/fhqEtBv95R8Gu/9mutpZvAuuWWWxZs8aqlXX+Ml4Jz9JgHPYzTnvBS+O53v9u6kYwDfbF1TdL6MfBcvbrvvPPO1qtYq8i+jS8FnT+MI9CGUT9nLRjdSws8PfAX6mgjkfRp9ttc9UfW7k0faH3ftb3jswSfJNRLmQ/1V++TsvgYp4dzYXRo4ShO7r777kYe+k+//vrr7747GHzlK19pPeXloJ7vzv3GN77RCszhw4fnYkZR0tfcfXR84nOxqb2oXtqO51xtOPfv39/8jhj1MXfvFO1JQ6/vM2fOtDF5vv7h3/zmN9t75iXmvS/eccipU6fanMW21+m5Lmb1NGcTeeG1e+pMJnfY7Y//+I/buVo+yqNz5861AsXucmRWwV9shK9Bt0G5fO+99w7efPPN1r+fXXS2Wi7oy3/s2LHWBhN0Njp9+nTrpY6f/TZm7/Ob+YTftOxUW/Sr16PefB599NHGY15/+tOfbufJGTHi3LfeeqsVWH6O30cBoZMcSn2RG+JIT3j3P3ny5OC55557j5hbbohtfjd+YzPe73znO+09NeDgwYPNjubE/smXxx57bLB+/fq5bpNyQn6JLTnkXLVMly5+lDupE7/3e7/XzuWb1157rflS69qVAHYQH8bPDuYpPpIrdAWb8KUWubjyyJEjLSbVS+dmgSSXvKd2ajHrGvZR8/Evbo1wT06yJx5n58vpjktBfcZdP/zhD989cpHnjEku0wGe8dJLL7377tKAP/mwr0FwMm42b3FiTJ6/kC5bLIYWsEB0SkpQUHbv3j340pe+NDhw4MDg85//fCsGO3fubME5X8BGXIFEMDHF0LUKDaLxs2rVqtYSEeE88sgj7TmcTNQJin379r2HYH/lV36lOVz/Xe8TUYIAyWkdqbC98MIL7Xq9jQkw9yZ6H3jggVaUFXJQCCWtv//oj/6okaR5cZIe4nv37h0cP368kRKxTMgTugJW0Bu/hHz88cdbsCMJcxS0/RaflxKwgsH5As98vafomov7u0aCERIpwBJBcmRFJ2iM+emnn273efbZZ9s8JYbVX8R5IPnYjvhUmD3X6klP6GeeeaYVD+NKYuqBzbfAf0QPG/IJ+xNRCgPbKAZsLXBfeeWVFbPSvhpgYWMxwZ/8y859AStO3nnnnVZ8ELG4J8DExrZt2+ZaqvKnGOM7eRZfea0ou0d6WYunxJ6Fkzzh62kJWAtURC0ujdtvOQrG5u/0u1eQ5ahrxOiuXbtanoLiIzbdA9mK7RdffLHlm3wx5yxMXaMof//732+2UxBeffXV9t6sQczIZdyG00BxZkNzxE/saK5ss1zAoQROf8GBF/EcIare4C3HiQ6xymeA58UybnX8jTfeaAt09QXP6f8O6hg/ihW851z8Oo6AFV+uMzY8DYQqAadWEg1iTn0wFnEpd5Z6N2wU4GL2ILz4nc3ZEO+DRaAYEP/eU68JVcfYne38Br5SWy2a1T510u/z58+3Wvytb32rXa9GsYccZmt+tBvJFisBxiVH+I3geuKJJxpvZp785TUfq+/sgW/EDt/Lm8ShuGMT9mQL2ofN8DKOVUNt8nkekSsnaR02xLfq8ChwT8Jb/Q9wG99pi4/fkhdeq93GQ++MC7kntv2mNwBv8jG9QZCLd68J3MU863IYW8AqcIKSiDIBvagVDmIG0c8XsII5BSfIigw5rVmzphGqpOLIPXv2tGLrXt53f6+3b9/+npXGzTff3AyJGM6ePduKOWHtWskjaAQJIwosotM8fv/3f78dI9IYOUA0AlcCIqfrr7++3U+iffCDH2wBrNAJBNcjAsEiIDZt2tSK+oYNG5owNzcrWytyAiK4nIAFxRixsqHiS6hs3rx5sG7dumZvz0S+kierZjAPwez+dhVcT8QYG7t84AMfaCvi7H4ryggI+okj4ZzvWoImxEb4pLCA6xUHSUKwIyULAosG14kLixFzy8crhaWBXVILQsSgsPQF7MaNG1ueykcxr7DbMUBoyBOZAd+IHyJYjCpmzkXGt956axM6/TxWiMSI88SfeJuWgAU5Iy6BKAifKAAWpXJW3shLOerHLpMiEs5A8nKYmMEPipJ7yikLTfmRvBTb+EGBsruX4jyLwAt4ELKQlacWoBb7CqpzcM9y7RRalOFnMZYFB7A73vMbx6gRdo/B+LPI4mvXEh9iw2vzIdDVCLtQ/K3Q4n+LF/fjc74eR8CKK5yovkXAgpjxDPcUV+qlYzt27Bi6t/6kwU5qgQ0HuSPX5TPeV3fEhbwi6ogzP15nEwPkGhur2eJLLVCX1GocgWvUUZzhPFCn+YMonL+pstzAf+KFAMV/6lg4TtwYrxpPD9h1Nyf+pBkiYF2Pe9jXeTbc1Fk70uwgJizC+jmJn9VJi27aYlSwOT4PfMog/vjLvY2Dj9VwPs2m1LhwPVvN3xjjfzaTy94nZM3ROX0NtFQYW8DaifFR3uc+97lmGAVUEDOiwJ8vYDk/qy0FUwC7llgiUK1qIKszQcDJ7snoCCYrh76AJRA5hNEEk3tKGh+DuLdxGp9CbYxEFeMKlgQSRweKpHEKUqTO8AQc8vTxlgB0P0HmeucJTOPiMEEswQUngefH+PrBdTkBa3fLPNjAnBVZP54lGL2WDAJovoC1de+55mh1JwHdU6GyUkIq5p6ENFYEBBGwEsg9FHQ+YP8IWDYwXzAfzzEeYsDCxZgFq/PYAwkoMBFMhaUBX1mx8ynMF7Di13v8SehazFihy0sLskOHDrXziED+s3AUB+LdMXGJfMWiuARxRNh4T7GetoDNrm8WX30BayEth7PTgV+MleiRexa5eMIx75kzMWGnRWyzn3niEAtleQdEvTh3PjuK61kVsIoH7rbrFQ43P7lpAa4I+7TI+8sFNQJn8WfEjrgTy3xjjPgXv/qKFbGrYAYWL75359yjR482seqYRYuCjrfFgHvgSiIYnxFrq1evbsJYTRsFYgcHq0kR3fIT/6qB+B8/yhWvLS5x+UqAHGcLNU7u4Hr57BgRq27whzoh7i3mzEltDdRBPnAtm7KH6ywKvXadusWuduT8VhPUSv7mk5UA8YFP+NCmgDEbn3rmb+NmLxxJlIk/m2bilO/lEKEObMn/7EHIijO10fzZVUw6p5+T7o3D8Go+qR4FCwlYvqG1LPL52fx8ktzPm1Fg0UFjWZDxceIniIAF58ovPBz9ttQYScAabASMgmk1yUg+cuAAH+ETZ1Ym84leEBBFdiYVUsHhY3CrAyvnGEGhUUx9FcF9TFyxITQ9z/37BGBXSaF2HpIgDO0G2v00RgnnfU5EZISyosaYvhrgnv3VCIIjSD0PkRqfrw1YYXkWged+AlOAWr0S4Iqh5xOIhCJSlARI0Vzy8RW4j2LYF5/uaXfZsxQVJM1eAlMCGDN7uKf7EyTG5LVkAcGpsLOFZ0q0JAxiIjz68Hd2YPkjIppd7FYYswQmHoAQEpx8iHjYjb+M264d4mJvtmMPxMcOCsmsFv6VBh91EXJ24/mBT8S8j7QUFkVSPtoJtyOkAPGBWAK5I5+cb6GimPC3uCJgxJ/Cg5y8RtTORUz8LFfFOAJG+NMSsMQKkSHeiNgsAI2VKPXaeMW8sVtQOWZ8iJ34kW92Q8wTP7CX3SC8ZbEm/n0Xkg2JejYhhBCwOYtrO9qzCPyriLILHlR88Qp+Yg9ctmrVqsYruGk5oOgai0+87PbjEzbnH+PiI1yLm8Tztdde2+IcR2bBjSfVJP7zKRyBYIfULqjNDAsU92YLPG9nHXBpf9d3WOA29zUm8WKzRawZM8FC1MhTPKp2qju+1hPOXk7gBvXO2IwXL6iZBLi6KOcsCNhJnOAaucBP6qAYUj/4wD0s8txHLZNbqRN86D2LS/eN4PM+blkJwIU33nhj++TXOGkUc8lYaZIPf/jDLb4s/MQpLlIv+Z59xJb3zEkMs4MaaJ5ikh3UZaIXZ4mX5CSOsuHjmf2d/GEh3sUwAUwD8JFajO/4ybzwtU0ncW7hoZaMC7xKo/A9zjVvC03PNw/AM2ziPLbqL3yWCiMJ2MLKhuCZH5gKblaG84G8kNRC38eS1BJPMhRWPohNwu5KUIjEheI767DYy8fJl4OcIOwtSgsrH3aM+p8qXA520VfKruYswy4j8THMv1cgconXq/2rYWyCN4axiTi0WKqvy00PJWCvIijSdkX7CWQFfTkBaoW20EpM8i7nR4qF0WBXZxiitRvn05Rp7Z5OEj6GE6dXgrnKhcJswCJr2F1KC3CCt7A44IX+p5GXg08kJvGdxpWGUWwiDt8PNllJKAFbKBQKhUKhUJgplIAtFAqFQqFQKMwUSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFErCFQqFQKBQKhZlCCdhCoVAoFAqFwkyhBGyhUCgUCoVCYaZQArZQKBQKhUKhMFMYWsD6D+11ZdIOT2swXZwC/+F0+rKD15fqjuM811+ua4rWbMPCf2CuFZt7amV6pf/EXYu1y/2H19rjae92Keg8kpaq40Cr1oUaCmgx533Q5hC0ltPSTrckbfgWgs5C2mm6h/N1z/L3/C5L2svy3/z/9F37ucLsQStXHdbkpXzUBjIQ59oHiwWv08JSjHnd/4+5Nb0Q8+JCS0DviyUdrvQ3lxOBVqvaZOoHnrzTqngakLeen/zUlMCc07RD3oh/bWa1SBbrxum1ceqQE3itExl7uMb78kDOaYEcbvMfk+tMxBagNe047UaHBbvzA98a0/zWz+bODt7LmHVe0wbWvANj1sYR8AM74B4c2Z8fPtZlyD1y3/77y4VwIOB0PooP2IeddB2MHVJrNOdgC/MV796TGzokOd7nOq+9n7wRx+N2phMT2hSHW/1n9uyIh4Fv0rJ2JUBTDy1v2QZ/sIHX/S51bJkxswt7gzap2qqm1iaH+ETcmDde0ohCbPVtzg9szh6uwy+j1PtJgk3kjDppHmquVsaJCfMzdnGUNtpavuIf9qBp+vXdvKI32Fbusok59+u5WHVP9mZj50YLDAs8pcW79rSBHDJeOe4Z2tyrB0sJeaeFcO5L92kZr0aoG3k+7eT3JDC0gOVITrrzzjtbYhogp0pWxVIbS73zHfubv/mb1oe3D8mhf7CA1p8aOQuEBL5EUpTuu+++OdI1ca8FAQMwmJ7sumMAp+vj7p567jrX/ZxrfASnYu1893vkkUfa9YLLT+4DzjO/559/fk6A6zYSKO4C3Bg9QxK6l2dKTHOX1JyZObmP5xrLo48+2p7hvH7SSgDtX9mC8z/1qU+1cT300EONABRbgcDOEoQt+kDsejWzqd9+FKoQh/t/61vfav7QmlFSpq+7eyEbY2UrieM5EsLY+/MvrBzonCZOnnrqqdbOkZjUdztdYF566aUWr/peiwsFVqx+7nOfa33j5SsgbX2y9Znn/xdeeKHFk1zUYlgciU0gcpCrOEa0ip5+4dPqbkUgyAV5YdzmntcKg7EpKn4UCXa5cOFCm6sCgx/AbzaRW+Yg/vWElzfnzp1rBTjiz7kKA9uyy7PPPjt47rnnWr4vNXDCrbfe2uypKOgtfvbs2fZeBIc+7HJWbit63/72t5sd8JbCC/xE6KePvXvxO5/hAH8Td8D3bCVezM88Fb5hurlNCnrHb9u27d2/Bs0/fHLXXXc1P4t1c8ap7GCeEbz87Fx+ZwfzxPnmbcGitgAeFdfyAu/q0X7w4MGx/Irv5Q0bZhzuyz+O4Xzvnzp1qo2ZyNX9kE+XC8ZhfGqBn9/+7d9utpPvAZvt3bu31SK2+sIXvtDqsXhh3+ST2GNzcxVP/ON84k7dki+4xXzxkRyWk96Tc+Gi5QbuZBPjNyfzNT58oobiRAtc/Ceu2OfTn/50i1c55fyIfHH64IMPDs6fPz93LjuwLz6Rj/KYbcUvbuMH95HHXo8C3GARgcfUbTH2xBNPNI6zmGV3vO++5qGu0y9Z/I8DOSQPaQo2AjXHxgEuxkHGIO+MLbVpqTG0gAWTRv5goIooJ0pOfwvie++9twU4p/WBJEwEJLUVCbH45JNPNiciraNHjw5uuummZmzE85nPfKY5dffu3e23gLj99tvndmEI2NWrV7dChvAJtbvvvrtd55iCcPz48bbiMa41a9YMfvCDH7SEJXyzcifOH3vssUaSrjV2gSqgA85xf2M8efJkm/vhw4dbkCA/z/2rv/qrdq37c6JkcJ7CsGHDhkYSxMI999wzJ2IFEXsRjYjP8xEpohBsbMoeiqpr3LMPK2Jk7R52EZCHcRDDIJgVXoGNRKyOJBHx8fjjj7cFibGuWrWq2YQfJbBgtygprDzYGUGQWXWLdf7qLzgsrJ555pnBsWPH2rliQhwCv4PYEA+IRiEXx8g1ojSiJ3CuZ4lVsYYcF0OCo0JBMT7xLt/sKkQImIv3FAljMn9Fg2iRb9kNU3AUCbsjyNdiAKfhAjk0f/FN5OIdeados30E7lLCgp6f8ikPTgrXEpTGjZPYPjltoY6L+JMoAjbBE1lw2zUmEmInAiJ5rfDwOw5jq/379zcxspwgpHFTH8aLmxRB3MRPgP/xYyDe8Zw6YzGOG/md3x544IFWb8CCXVyIZQt58RTeHRXigXATT8YGbGjBiFf5wXjFIKFBZKh3y7lICCwOxAfbyHW1g6giruQX+4g1tSi1m2D3nrgJ1Br5Yb7mrU661j3N33PcU4yB+uh8viKCVgrkEz3Dp+IBD9IAabXOx2IK8ITaiUtwK6Ga3XxaxFzxBo6Wm+zsfDHLPuLO/dlBLPBBan54elh4lkWJZ9gwAzyAL9jfOLxPU4k/tULuL3YR5XnsRVOBeclfvEqvbdy4sdUI70+qTowtYJGMYLe65GxEIbCJRkJwvoDlMIYDDhPcxN2BAwcaCfuNoAhNREPQOkZYImAFc+vWrU0IZgdBMHAKskJK7ifYPPvIkSMtoBRnjlQYGBV5KAZErdUBEMSSMLu0e/bsGezbt6/NI4iAFQCKjWcgKitJDnNPzrJrsnnz5nYfgaOQ+jEOz//pT386+NGPfjRXKARsCFkCGR/bCGb2Jigzvp07dzah6ZlWecA2VsYKE7HOF0gkOzIKnoRAFoKIrRAI31kl7dixo80F+SiKEtQziQFjK6wsyB2fZPCzXFFYEISYyEdP8khhkDNyxHELr+Ruv2jIF7EpRhGqYozcLDIVITEYEFWeJz4JxXzEOC0ogsSa+Vv4iuOIdmQsT+Sg+Yt5RUZOmb98dK6dA7ZTTOSgXTNELJ+IISK+z13sgifkNSEkzychYAEP4Cl5an7zF5ARsIoEscQet912W5u3XRaQuwSsxTBOFgMRsPzmvOyGmCchgivYip1wAq5eLpifefbBb3xDCLBP+JI4yCYE4Cw8JwbMFd+KX7xGfKgP/M8WCjphJW/AueMIWL5QG4hgv8HzcTDOVkPknZpi7Orj5b4SNi3Ib7Fgzuau3hE96oIYkmc4g/3YOAKW/WzE5BM+cC++IIDN2/sWCHwgDtlZHvIDEGviDJ8kblcCzN0uq4Uy3WFe6nAErBopT0CcWvjRA2zhuthEnJmrzTbiUtzSDjav8DH7yDHH2dr92YRYZu8stIaFhZt49gwaRt02LpsbfJtP2egzebBly5Y2/nFgrOJXzaFv2CMLE7FkoZbn4BPaCJdZgEZcLyXGFrAKgr8RO0JRDCSsiSms/SIAAlgyM0A+alBkJAcB6+M7EPjuIyAIUOcgCcFC+CGcvoBFWgGDEnOOKVDGp1gLCKsk90aEtux9/JaVAxI3B8+0omBw91bYgghYgamQIakIWEEo6P3Ox7Du4VxJbEXmvu5nN5VIZAMQSPMFrFWvBQJSJCYUTYJBYervCkN2UTxDMBmD3W7HAVkLYvOXkGxDmHitUNhFNq7s0Ak8voivprnDVrgy+ISvEZQFC38TOvJNfPCX12Kb7+UNwWJ3T14mZ7yX+xGwdlbEuJxzDVJUeJznx3EElfjCA2JoWiCyiEyiVf57vt1lC1f5YuyKglg3fkVCQfLaHM3d9USE/CRK2U0h9bUe92Ez85QP5iz/LFbxEZKWt/LeInQSiIA1duM23vgJImBxZ0QmXlGwcI1z8QT74Dn+ioDFhfyOH50nTvCX+bIBbhM/zp1EoRkWfQFrnHb98Vs+wo6AJaSIDL9zbuxCFJmL33xvweIefosVIpew4lvxDOMKWJxrY4bPjJVdxYtFjnuLJcKHcCUobMr4ezmRTyfEsRhTC4kS85Az8l4c+OSTCImAFRfO8/UcMWau5il/1Fgi1i4zP7AnGxPFruMnOSgO1Rd1Do9E1C438KL8J0LxJwEvPrIrba7qo/HzozhjE/OUO66xkHSeGu+4TTQ2oVvcx1y99lsci0Oxzn5iGqeJJ/k4CtR6dTucTBjTPeEFvMXWxkSn8MO4mw/8yE64g40I53APXSQ++DybJ8ZmLJ6rbi01RhKwVky+2wIMzUHElR+DJmo52etLGUgyuIbIAxPPljYCAEZWWBQqRdRzGN+z7TYQcFnBOiZYAgTn/sbouPcRuhW8VQGDc7DkQWb9j1w52crJdYLY6rNfqASnHQ3CU4CYs3EiqzNnzrR7Cm7jJ+qNwX0817WCUrFgI+cGAp4dELfxGC9wPBvk9UJFReEmPpEn0SsZPNeObB8KHcHDJlbJ7IRsCAOERWgLTCKa/+xMmT/bF1YeEGCKO78jFLki7qz8+ZeIQa5e8zmC8Rq52FlAPohH7IsLJCs+xYLz/Ii9/AOVCGbIDv+0YHeYYA1PyDXzV0AVBTuSFl0KC7Fu7AhdPntNjCoyrsNR3rObnXkoUoQFMR+Bg0/cix0hnwZNCnIZt+A9Y+ZX9s9XOuIHhUCegpzFP+ZFOBg7HsuOmSJGsMtlGwXuq5iwG8FmMesenuE9wnk5QVCZJ7ADTsSDNgpwpV1ndsKXfovfcBZ/iX287DpCC9jADhQxKT7Ygt/FS3ZwcaF8GAfsbnFgEcjW2fEPl4PnyVFjEWfx33IAd4iZ+Nu4xAybZWdUnMV+YkPtAvWaAMURah9bqnHyTwyaNz7hH5+UmDeOIrCiGSwucBH7y8uVAAsdOSMf+M/cCT0xgfMscMVlFkx2TPlcTFpc0TR4VW6JSTZUg9nOxhk+YRMba+5t/mJRrIpZsUvXONfxUSDn7XDifvVf7eYPtjYXzzAXvuIz/lAXzHkxEBOewYfyx/xpn8QNXmY/z6d5JhHzIwnYwr8E8Zfd1HEhqBZKZAGAVBTYS4GwzVczgnyEVnh/AYkQqlcCIkVg/QXcrIKYG2bOhJEClQI0CyCw7Y4pnlcCXxJGC/HErIHQI4SGAQ6cxO7O+w12Zi2YhokhNreAuNoxik0IuPeDTVYSSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFErCFQqFQKBQKhZlCCdhCoVAoFAqFwkyhBGyhUCgUCoVCYaZQArZQKBQKhUKhMFMoAVsoFAqFQqFQmCmUgC0UCoVCoVAozBRKwBYKhUKhUCgUZgpDC1idnQ4dOjTYunVra+2nbVygK4cWiIHX87tTabmmpape0NqKLdTGTHvIUaA9ontqAanN4FJB95u0zR0WWqtpmwZaCmo9q5We8WmvxgagK1Dad44Cdh2m61Af/LRQazqt/bSR1PFH9y7Q/nDv3r2tBZ32eAv5Sbs8HcLEhTaE2ilqhdf3n/m6v/lr9djvZqKNpVZzhdHBb9oqiyH9urUnTP9+4EMt/vhGdy7+1BJYy+F9+/bNdX3jD+06tUjVYpk/+dJrrWZPnTo1l+c6WMk154hfrYnPnz8/tc5WutyIIx3EwLy1TAZxZv5aMor1119/vc1Z21ex7T0ddXKuNpDuJf6co32kNovmq/972sVq/+g8vCe2taLW6nGxLRgvBx21tKbkJ+1PgZ/0mtemkz88XxtLfMAfWvz2+/hrU6n1qtaN99xzT2tV/U//9E+tfTbu1vI05/Fp+r3rKqjd7nJCbOkoFmjFKdb5QWtOv3fs2NFa4aojfuJb8/C+FqWuw0XiXutMrcHTJpct2HLPnj3tenHE1unvPwrYjX31tE+rTM9jZ9yvtaf4EWPGtBLAxrhdHmhhirvNv9+uXItd9hRretmLI+1lcYW2pZkLe2kTi1PeeOONZn8tn8USP2lhqnWt83Sp2r9/f8slvCPG5exKAV9qMc1/umOmxSuwAxs899xzzQ5a8T799NNzsaTts+5xwB5iFu+IP7GnWyZexS9a97KHeMEpuEr8aHvND3TDKHAvXIbD8rfYc1/Htd8WgzhkqaCu8B+dA3KI37dt29bmzR5ylC0nWeeHFrCAPDkYFBQFTDAiDA6SCI4Z+HwidK1JgZ7CWv8pks5HpMhDgK9bt67dW4JxtCKsty8j6MOMLLTCDBQUIJDc029B5jqFTPvIX/ziF01QZ2wK08svv9yeJ0mJNUHjfYSj0CO/d955p43bWN5+++324xyB5j3j+4u/+Iv2fJD0ziUkJLrnsAkgSs8B43eeZwouDhd8CEQh+slPftLeF4QKsGKEHBQrfafNQT934lCf9vTgdg2y8FxFQJHXy90YFH7264OPPE+y3nrrre2YcWpfK7HYgYg3BsI8AgkEphZ7igpbeYYgds+IGue4D3z5y19ufjQP8/FcseOHv8SABYC+zqMuYt5vEHtyBIGKY4QpViJMLly40MjyySefbMWHP/UlJ2AszBwDNte7mw/FoNzhQ3HtWu+LOdBbWw762/vyif8tSqcBeWYe4l8eEe2eD+YkL+WPsYn9FFjx9YlPfKJdC7gg3IQjnCt35DSYlzgNFCscIqfkgsVDf7E+KRAE2QSwaI3N/WgvqxCab8R3eAZwz4kTJ5pgw1mu5Tu8giOzMOc7eSg3zcu9iJrlBC7asmXLu39dbNXd5wP+4DPHxCw+SZ9+wH8W44QHTsOV8kU+qFN9uI7v9bpnB+cRMaMAx8oh8eNZYLNCHrkvW8svcExcWnji1OUCjsXtxiw28Aj/4xIggCyQiFF5R6zII+eIS8eSL2LIYjlzV9vkl9pmIR3YXMJB/BchhV9im5UAc5JX5khgy7vUc7Gh3opP/lXr8am6KP/MI1rAOfJOnROL4sz91MJwVLQAiAv2c41ni5tRIOYtFsIXFijGyubqOY3DL+oyX4p1cd+v56NCrMix6C/wDIt/WgNHWYibfzZBJoGxBSzDcIygtPvJMBKTSLIimS9gBWtW1oJYEpnoK6+80larq1evHpw7d66tFCK2BAgy3rBhQ7u3QnL27Nn3ENbRbnUjGRVlQYbQBIrn/9Iv/VJLRAQjuBRo13uegmQFjmDMxXMIaisnQWzl6J7uo3gbu/srFHafFAjnWjmlp7w5SU6BT1gqsMRF3gtpRcASAx/84Afba2TsWuLePTmfPfwW/H4i/sxPEhijhYPX5kQIeu769etbMVLUzdl1Vs3GrmgHiEsQWwkSBsboGvA7u7DsTTBIrohTScsnFgmOGz8yN87siEiS9Ia22+x9seIac3BvKzb3VkQ9ky+NuXB5yAUkIsaQBMFp8QUWLWKMkBXXYGeVbyA+RpgWUGJUHoodO5hiXtwptvGF2CLcEKP8VqDkwzQXG8ZlHOYmnyNg5Z8clucWuMZnp0fcI3F/2ykBIl/u5n2xaJeEHdyHbfo7rIoaO7GxHLNDQjBPEgSEQpAFiSLZzzO+Nk/FkD2MSW4BkSHH+E/u8R8O5C+57u/s1AD7iCO8457suJwwZxwd4J7sqvK7xQUb8D/RgMdxBmQHDZ+pMfhcjEKEWsDHbKSm2Tmy+67ojlrUCQ/1gZAL16kVfGNRKa9wnDpJ9NgtN5bFiIelgN1C4sOihsCx25i4kA9qEI42F4saOYPD2U3NycJVLqgDEbDmJgbZ3bzxjnogt/iV3yJ6CLXscC438IN6r76KMTXeogfPmjM7sEs4z4LQhpz5e9914V/nqGn4SO56TdTiL4tKvJxPRdVTvJvde7mbxcGwoCvcPwIacIi8cByn0TT8Zh7m6T3njAsxL5bpp8SyRY4527hiG/7FK5416sJwWIwtYBOERBij20ElmrxG9JzVB1GXY0iTAdyDiPExVlbHjnkGImUAgaG4CBjvEW2eFVhlS0DnIHHb/M5zrXsiDQSNQBCW9xV4AeM8QaoAEHjug/TMw6qGiHZtdnMITPMzBsloTkRBdnfAziiC5ThFJ+Qq+H/2s5+11xGw7OE8QWVnxL2MTdJn/lZnAhzBWGEJEDZHEt5nC0lGtBo/geF6hUCgOt8YiFfH+8XL/AOvJYJiBwiMvxGwa+2KIOSIdUmMuPworMREbJ2vRkjkrMIFtXsheSKa+GcDixS7iQQseyuwfFm4PBACIlQA+B/hsjGIUX7iS4sgsEAhdoBvQVzwh9/s7kdhQnRyRQ6IPSCo/G33wT2RvEVrnzSnAeNSEInuCFjwNwEmphQFOSZfxSLBFwEbiFl2IFrkhN9ySf4ECpP7mbdFNTvJ0xTrSUFBwFchfeJTnvlNhH3oQx8aXH/99c03cjoLTSDWN27cOLjuuuvaHAlvXMU+xs2PWUiLEfcjYvDL5s2bB2vWrJkrxMsBfkt89hF+UQ/sINmZJWDVEQsMwFc4MIts3BcBC/g13IS78ZFzcS1uZhvPHwUEtpjhmwgP/I/v5WU2DDKWtWvXzm1qLDfkOkElhnCwuiL2cLJNI59cWAAbNzv7bVOiH0Ng/mLLooEt++/hcr4CNnGtWiOHCeSVAvriox/96OCGG25oMWQe8t548QD/GT/Oy6Idd/K732p54k5eilXXmqPFDF1BtLq3nIuApT/6n4ziqXDuKBB7fS5WFyw8aC3gG37F2zYLR43z+RAz4Y8s6OkDnAO4C2fipcOHD8/FwFJjbAGrGHKQABf4/mYgJIEM5wtYQc2ZklsRYmxERbgQsCm0xCRRl91HglDSWGkrUAReVrrQF2GSEIH7UbzcX/AQVa6TrFaSHNsXsJ6F5AWZYpfiHTHqeo4iCMyV2HVvhWO+gPU82/l2nIlIYsI9XJ9gioC1WpX8BCwHs5/VmteZvwLkGcQ4u7jffAFrlUXAIHfne81XBGzGryAaPzsGfCk5IXZkOwnkngqFcRovIuqvoiSgoqqgS3ZiyvnGmh1YvwV6fG6FRkh5HbEhofmN7Y1t165drbgQFZNatc0yFBgLIz7lZwsEfuR7RVhMimGxwaZiij/lo/yTs+INwYpV8WSFLsfEtDxG0uLQaytsC0M7CWLSPRKrzs/3viYNYkO+yD07BxGw8lSemb+YEqfm43yxqKhEwIpZRSif7hDjfotd83N9PtpjGwtX9xXHrsMHYnfSAi/CAuSC/OAn+SuHjId/cQw+409572/vyUN8o7iKDXGiQPvOmrzGHYQVG/kuHzvwo6LHx8u5O9gXsIS1RTsf8DtOs7nA/+LXvPhS0eRbcWpO2VmKaGQbP+oMvvcjlhRzHOMa9rRwCx8OCzYTQ2KOb9hVDPKVGoQjxZVz3F9O4eXFCojFwPzFsbhnI5s6+MRrNiRMxD4/iBX8IS7wgk8txRCbmytbR8CyBX5hU8Le/fGFeJZX2RBiE/nm90qBMcsdnClv1EFx51MaNjEHx/hZTPIjHYF/fULAJmoWbuBnXKG+uZ8c9Ldz2Z0t2VfOqZ9+xAMt5Br1fVREwNI1uOvgwYMtpvmG//yIQ+MQ7+rBYvLcPGxssYM89bUFWjAbXNnsIGJpFxtxk8BIAtYgs6JkfIkqMP1kR8YuhdeCeT4oddcgU3CuiUkGBQKQgPsJEuTjOQSiZwsAhYtxAsEVOMdqnCOROJJjUDtTXjOoABNoCptrCWsFwjnG5nn+dtxcjdlYjM+1AkWhQJhWNc7NyiuQnMYCgsl9jSeQLO5lnkhZAfbxvTGmOHom+7g3YYcQBCcbEyrG5bfv9LGH8biGSHYfz1f8PENCsjn7ZVyA1J0LsaN7Gq/5SyzPvRTc146dHQ3ih035XDHtFwFjcz/3R3bEj/nwqbn64SPXmhPbud64SsBeGsQYYSkm+Zuf+I3N7A54bXeKXWN/fhIrXoujfLwuNviYvxUrvvRajIsn8ec5fOJvRA6uEVMRC5OG4iJ/wxPyRd7IEeOWZ+LKeV6bv9wCeSDukSkb4Ac2Mzfz8Xdy2dxBXLIZXgjR4yM/kwb/EBlsq8gbM07FbRmffOFfeWd3zLwtFOWQueIuPrPANUe8xib8z7diBO/6W5EzV/Zgu+WEnE/uK/4Ku1jHG+YT/3uNK/zws3hOTARiX66wE97GQWzpfPNnM2BrscNG40BNkg/hZL/xtLjzmn8Ueb4yFvEq3pYL4tl4xIbxGZfcZj9CjF36tk6dZh9zETPqtA0V92JPfG5u6py4FYPOYxs8wxd843rP5Ac/Kw3qmvHxHZuYk8WO/OBTeQipyeaVvGKT8I6YlUvxv5iWX87DKc4xf0I2G1ts59x84jsKopPEO+6yoPAsvvM37mR/vvY8emExAtbXydzfWM3T3PpaTCyZn/E4TzxNAiMJ2MLVBYF9uZVRdoEWghV7CioojPkIoTB9INBhirDiGdE66yDAFZErQUHtf3IzCzBmfhpG7BB6hOjVAsUvGx1XAjFPFBYWB2KNMBsGxNZK+SrEJDGKTQhEfFSYHkrAFgqFQqFQKBRmCiVgC4VCoVAoFAozhRKwhUKhUCgUCoWZQgnYQqFQKBQKhcJMoQRsoVAoFAqFQmGmUAK2UCgUCoVCoTBTKAFbKBQKhUKhUJgplIAtFAqFQqFQKMwUSsAWCoVCoVAoFGYKJWALhUKhUCgUCjOFErCFQqFQKBQKhZlCCdhCoVAoFAqFwkyhBGyhUCgUCoVCYaZQArZQKBQKhUKhMFMoAVsoFAqFQqFQmCmUgC0UCoVCoVAozBRKwBYKhUKhUCgUZgolYAuFQqFQKBQKM4USsIVCoVAoFAqFmUITsIVCoVAoFAqFwuzgX/2r/x+fhA+tXslymwAAAABJRU5ErkJggg==" width="688" height="395" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente</span><span style="font-family:Arial; font-size:8pt">: PMIC </span><span style="font-family:Arial; font-size:8pt">L</span><span style="font-family:Arial; font-size:8pt">atam</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">*</span><span style="font-family:Arial; font-size:8pt">La suma del número de fondos en cada vehículo no corresponde con el total debido a la participación de dos vehículos en tres fondos.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Desde su creación, CMIC ha invertido en Vehículos de Inversión Regionales tanto como Vehículos de Inversión mexicanos, como se puede observar en la ilustración a continuación:</span>
</p>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Historia de Fondo de Fondos.</span>
</p>
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<img 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" 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" 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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:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
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<span style="font-family:Arial; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las tablas a continuación presentan el historial de inversión de Fondo de Fondos, y cabe destacar que, gracias a su experiencia y red de contactos con Vehículos de Inversión Regionales, el Administrador podrá ofrecer oportunidades distintas a los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Diversifi</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">cación regional del portafolio de</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> Fondo de Fondos.</span>
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<img 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" 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</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Evolución de la diversificación regional del</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080"> portafolio de Fondo de Fondos.</span>
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" width="552" height="370" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; text-decoration:underline">Fuente: Fondo de Fondos</span>
</p>
<p style="margin:0pt 0pt 0pt 32.4pt; text-align:justify; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los rendimientos obtenidos por Fondo de Fondos son en línea con los rendimientos obtenidos por otros inversionistas institucionales, tales como CalPERs o el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Benchmark</span><span style="font-family:Arial; font-size:10pt"> reportado por Preqin </span><span style="font-family:Arial; font-size:10pt">(muestra de 5,700 Vehículos de Inversión) por año de cosecha y encima de los rendimientos otorgados por los mercados de valores, como lo presenta la siguiente gráfica:</span>
</p>
<p style="margin:0pt; text-align:justify; page-break-after:avoid">
<a name="_Hlk162452332" href="#" ><span style="font-family:Arial; font-size:9pt; font-weight:bold; color:#808080"> </span></a>
</p>
<p style="margin:0pt 0pt 10pt; text-align:justify; page-break-after:avoid; widows:0; orphans:0">
<a name="_Hlk3363373" href="#" ><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#808080">Comparativo de los rendimientos otorgados por el Administrador.</span></a>
</p>
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<img 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" 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<span style="-aw-bookmark-end:_Hlk162452332"></span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">Fuente</span><span style="font-family:Arial; font-size:10pt">: Preqin Global Private Equity Reports (TIR para cosecha 1996-2001 no disponible) / </span><span style="font-family:Arial; font-size:10pt; color:#0000ff">http://www.calpers.ca.gov /</span><span style="font-family:Arial; font-size:10pt"> </span><a href="http://www.finance.yahoo.com"><span style="font-family:Arial; font-size:10pt; text-decoration:underline; color:#0000ff">www.finance.yahoo.com</span></a>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Se ha determinado omitir el indicador de Tasa Interna de Retorno (TIR) para el Vintage 2022-2026 (FdF) en el presente reporte, debido a que los fondos se encuentran en su etapa temprana de inversión (Early Stage). De acuerdo con los estándares de la industria (IPEV y CFA Institute), las métricas de rendimiento en fondos con menos de 24-36 meses de vida no son estadísticamente significativas ni representativas del desempeño final del vehículo.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">La inclusión de este dato generaría una distorsión en la comparativa histórica, dado que las valoraciones actuales están sujetas a una alta volatilidad y al reconocimiento temprano de plusvalías que no reflejan la maduración real del portafolio.</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:10pt">Gracias a las lecciones aprendidas y al gran conocimiento del mercado mexicano y latinoamericano que ha acumulado el Administrador, el Fideicomiso aprovecha la curva de aprendizaje y tiene acceso a rendimientos altos.</span>
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<span style="font-family:Arial; font-size:10pt">Finalmente, a continuación, se presenta un comparativo de la TIR de los portafolios de inversión de CMIC y sus Vehículos. </span>
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" 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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">ix.</span><span style="font-family:Arial; font-size:10pt; font-style:italic"> Emisión de Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:10pt">Desde el inicio de sus operaciones</span><span style="font-family:Arial; font-size:10pt"> en México, Fondo de Fondos se ha financiado principalmente con recursos provenientes de las desinversiones de su portafolio, complementado aportaciones de </span><span style="font-family:Arial; font-size:10pt">sus accionistas, aunque con el transcurso del tiempo ha incorporado recursos financieros de terceros de manera creciente.</span>
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<a name="_Hlk159282148" href="#" ><span style="font-family:Arial; font-size:10pt">Fondo de Fondos cuenta con un equipo de profesionales exclusivamente dedicados a invertir en los Sectores Objetivo, y es debido a esta especialización que contará con acceso a numerosas opciones de inversión que el inversionista común pueda lograr, debido a: </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> haber invertido durante varios años en diversos Vehículos de Inversión, y, </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> por la diversificación del riesgo a través de asignar recursos a múltiples Vehículos de Inversión, en diferentes tipos de Vehículos de Inversión, sectores y objeto de inversión, y años en los que éstos se constituyen. </span></a>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Liliana Reyes Castrejón</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Directora General, Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Liliana Reyes</span><span style="font-family:Arial; font-size:10pt"> se incorporó a Fondo de Fondos como </span><span style="font-family:Arial; font-size:10pt">Directora General en diciembre de 2025,</span><span style="font-family:Arial; font-size:10pt"> cuenta con más de 30 años de experiencia impulsando el desarrollo económico, la innovación financiera y la inversión en México y América Latina. </span>
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<span style="font-family:Arial; font-size:10pt">Ha liderado iniciativas de alto impacto en los sectores público y privado, incluyendo programas de asistencia técnica y financiamiento de la Banca de Desarrollo en México. Su liderazgo se distingue por una visión estratégica enfocada en la articulación de alianzas, el fortalecimiento institucional, el diseño de políticas públicas y la promoción del financiamiento sostenible para lograr el crecimiento económico.</span>
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<span style="font-family:Arial; font-size:10pt">Antes de asumir la Dirección General de Fondo de Fondos, Liliana encabezó la AMEXCAP, donde fortaleció la representación institucional de la industria de capital privado y emprendedor en México. Previamente, como Directora de Capital Emprendedor en el Instituto Nacional del Emprendedor, promovió la integración y expansión del ecosistema emprendedor, así como reformas en los mercados de capital.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Reconocida por su liderazgo, visión técnica y capacidad de ejecución en entornos complejos y de alta exigencia, ha sido nombrada por la revista Expansión como una de las 100 Mujeres Más Poderosas de México de 2020 a 2024.</span>
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<span style="font-family:Arial; font-size:10pt">Además de su liderazgo institucional, ha colaborado como consultora independiente para organismos multilaterales como el FOMIN y el Banco Mundial, contribuyendo al diseño de proyectos de desarrollo económico local, cambio climático y transporte sustentable.</span>
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<span style="font-family:Arial; font-size:10pt">Es egresada de la carrera de Relaciones Internacionales por la Universidad Nacional Autónoma de México y cuenta con una maestría en Desarrollo Económico Local de la London School of Economics and Political Science (LSE) en Londres, Inglaterra y con un máster en Cooperación Internacional y Gestión de Proyectos del Instituto Universitario Ortega y Gasset en Madrid, España. Asimismo, cuenta con un Diploma en Capital Privado de la Escuela de Negocios IPADE.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Mónica Pascua Purón</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Subdirectora General, Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Mónica Pascua se integró a Fondo de Fondos </span><span style="font-family:Arial; font-size:10pt">en diciembre 2025 </span><span style="font-family:Arial; font-size:10pt">como Subdirectora General, </span><span style="font-family:Arial; font-size:10pt">liderando la estrategia y gestión de activos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">alternativos por más de 2 mil millones de dólares, así como la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">administración de cinco CKDs con un valor de mercado cercano a 20 mil</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">millones de pesos.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cuenta con más de 20 años de experiencia en análisis económico-financiero, modelación cuantitativa, diseño de indicadores y evaluación de políticas pública</span>
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<span style="font-family:Arial; font-size:10pt">Previo a su incorporación a Fondo de Fondos, encabezó la operación estratégica de la AMEXCAP, </span><span style="font-family:Arial; font-size:10pt">incorporándose en 2018 </span><span style="font-family:Arial; font-size:10pt">como responsable del área de Investigación y, posteriormente</span><span style="font-family:Arial; font-size:10pt"> en 2020</span><span style="font-family:Arial; font-size:10pt">, asumió también la coordinación de relaciones institucionales con autoridades y organismos clave</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, ha colaborado como consultora independiente y en la Secretaría de Hacienda y Crédito Público, donde desarrolló modelos matemáticos y financieros para fortalecer esquemas de financiamiento público y público-privado.</span>
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<span style="font-family:Arial; font-size:10pt">Es Actuaria por la Universidad Nacional Autónoma de México, donde obtuvo la medalla Gabino Barreda y el reconocimiento al mejor estudiante de México. Cuenta con estudios en Finanzas por el ITAM, un posgrado en Economía por The University of Warwick, así como una Maestría en Demografía y un Doctorado en Estudios de Población por El Colegio de México.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Moisés Jahaziel Macías Maldonado </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Director de Inversiones, Fondo de Fondos</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt">Moisés Jahaziel Macías Maldonado se unió a Fondo de Fondos en</span><span style="font-family:Arial; font-size:10pt"> 20</span><span style="font-family:Arial; font-size:10pt">06</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> en</span><span style="font-family:Arial; font-size:10pt"> junio</span><span style="font-family:Arial; font-size:10pt"> 2022 fue nombrado Director de Inversiones</span><span style="font-family:Arial; font-size:10pt">. </span><span style="font-family:Arial; font-size:10pt">C</span><span style="font-family:Arial; font-size:10pt">uenta con más de 20 años de experiencia en los sectores de capital privado y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">financiero en México</span><span style="font-family:Arial; font-size:10pt">. Al ser parte del equipo fundador de Fondo de Fondos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:Arial; font-size:10pt">ha participado</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">en las distintas estrategias de crecimiento de la compañía, como el levantamiento de capital y la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">gestión de vehículos de inversión (entre los que se encuentran cuatro CKDs y dos </span><span style="font-family:Arial; font-size:10pt; font-style:italic">limited partneships</span><span style="font-family:Arial; font-size:10pt">/Asociaciones en Participación con más de US$1.2 </span><span style="font-family:Arial; font-size:10pt">Bn</span><span style="font-family:Arial; font-size:10pt"> de compromisos de capital).</span>
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<span style="font-family:Arial; font-size:10pt">Ha tenido a su cargo la administración de inversiones tanto en fondos como de inversiones directas,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ejecuta</span><span style="font-family:Arial; font-size:10pt">n</span><span style="font-family:Arial; font-size:10pt">do mandatos de desinversión de portafolios y ha sido miembro en órganos de gobierno de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">distintas empresas y fondos de inversión. Previo a Fondo de Fondos, Moisés Macías participó en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">procesos de </span><span style="font-family:Arial; font-size:10pt; font-style:italic">turnaround</span><span style="font-family:Arial; font-size:10pt"> y venta de Consultoría Internacional Casa de Cambio (hoy CIBanco),</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">empresa de Advent Latin America Private Fund. Posterior a la desinversión por parte de Advent,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">participó con el grupo comprador en la estrategia de conversión a institución de banca múltiple.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Moisés Macías obtuvo su Licenciatura en Administración Financiera en el ITESM y realizó una</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Maestría en Administración de Empresas con especialidad en Administración de Proyectos en la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">UDLAP.</span><span style="font-family:Arial; font-size:10pt"> H</span><span style="font-family:Arial; font-size:10pt">a participado en cursos ejecutivos del sector, como el “Latin America Private Equity Professional</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Development Program”, impartido por la Escuela de Negocios de Wharton, y cuenta con la</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Certificación “International Sustainable Finance ISF</span><span style="font-family:Arial; font-size:10pt">”</span><span style="font-family:Arial; font-size:10pt"> impartida por IASE (International Association</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">for Sustainable Economy).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Gema Martínez Sandoval</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Directora de Administración y Finanzas, Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Gema Martínez Sandoval se incorporó a Fondo de Fondos en 2026, es una e</span><span style="font-family:Arial; font-size:10pt">jecutiva financiera de alto nivel con más de 10 años de experiencia como Chief</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Financial Officer (CFO) en empresas de los sectores industrial, servicios y fintech. A lo largo de su trayectoria ha</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">liderado funciones críticas como contraloría, tesorería, auditoría, cumplimiento, riesgos financieros, impuestos,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">nómina y recursos humanos, consolidándose como una líder estratégica con una visión global del negocio.</span>
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<span style="font-family:Arial; font-size:10pt">Cuenta con amplia experiencia en planeación, modelación, ejecución y reporte de operaciones de fusiones y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">adquisiciones, así como en el desarrollo de modelos financieros estratégicos por escenarios dirigidos a inversionistas</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de capital. Posee un sólido dominio de normas contables bajo Mex-US GAAP e IFRS, y una destacada trayectoria en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">cumplimiento regulatorio, fiscal, precios de transferencia, comercio internacional y legislación laboral, incluyendo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">relaciones sindicales.</span>
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<span style="font-family:Arial; font-size:10pt">En 2024 fue reconocida por Honeywell con los premios “Best Support Function of the Year” y “Best Region on Sales”, </span><span style="font-family:Arial; font-size:10pt">reflejo de su impacto en resultados y excelencia operativa. Es experta en liderar procesos de transformación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">organizacional, optimización mediante automatización y diseño de sistemas ERP con fundamentos contables</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">robustos, generando eficiencias operativas y correcciones contables clave.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Su perfil se complementa con formación en gobierno corporativo y liderazgo, incluyendo el programa “Consejeros en</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Acción 2025” del IPADE y “Coaching 50/50 Women on Board México”. Es Maestra en Finanzas por el ITESM y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Licenciada en Administración de Empresas por la Universidad Iberoamericana.</span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Jacqueline Paniagua de la Torre</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Directora de Operaciones, Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Jacqueline Paniagua se incorporó a Fondo de Fondos en 2007, contribuyendo activamente a la elaboración de los procesos de inversión, así como en el diseño del sistema de información. Se desempeñó como Subdirectora de Inversiones en donde intervino en la evaluación, negociación, formalización y seguimiento tanto de Fondos de Capital Privado como de coinversiones hasta 2023 que fue nombrada Directora de Operaciones. </span>
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<span style="font-family:Arial; font-size:10pt">Participa en los órganos de gobierno de los Fondos como representante Institucional. Participó en el levantamiento de un CKD, del cual funge como persona clave. Cuenta con más de 27 años de experiencia en el sector financiero y de Capital Privado. Fue asociada durante ocho años en una firma de banca de inversión. Su experiencia incluye valuaciones, procesos de levantamiento de capital y de asesoría en financiamiento a través de deuda, procesos de compra-venta y de reestructuración corporativa, así como perito valuador del Gobierno Mexicano en defensa de tratados internacionales. Trabajó en Citi Group en el área de control financiero, emitiendo información a Nueva York y al Comité de Administración del banco. Es Contadora Pública titulada de la Universidad de La Salle. Ha cursado diversos cursos en Wharton, Citibank y cuenta con la certificación IASE (ISF, Level I). </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Daniel Basurto Caro</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Director Jurídico</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:10pt">Daniel Basurto Caro se incorporó como Director Jurídico de Fondo de Fondos en febrero de 2026. Cuenta con más de veintisiete años de experiencia en el sector financiero y administrativo. Ha participado de manera directa, tanto en el sector público como en el privado, en la estructuración jurídica y formalización de múltiples operaciones financieras, así como en el asesoramiento a diversos entes de los sectores referidos, con relación a su participación en procesos de financiamiento y realización de proyectos.</span>
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<span style="font-family:Arial; font-size:10pt">De manera particular, colaboró en el Banco Nacional de Obras y Servicios Públicos, S.N.C., en la Secretaría de Hacienda y Crédito Público (SHCP), así como en la Comisión Federal de Electricidad, en la instrumentación jurídica y formalización de financiamientos para los sectores de telecomunicaciones, energía, agua, infraestructura social, carretero y transporte; en la negociación y formalización de financiamientos provenientes de organismos financieros internacionales; en la negociación y formalización de operaciones de tesorería, operaciones financieras derivadas, y demás financiamientos dedicados a la captación de recursos en mercados locales e internacionales; así como en la negociación y formalización de créditos constitutivos de deuda pública Federal, Estatal y Municipal.</span>
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<span style="font-family:Arial; font-size:10pt">Fue miembro invitado del jurado de la Latin American Corporate Counsel Association (LACCA) en 2019, para premiar a los equipos de abogados corporativos más sobresalientes de Latinoamérica; y colaboró en los aspectos jurídicos del diseño y elaboración del formato modelo de coberturas de la SHCP, incluyendo la estrategia de soporte crediticio correspondiente, conjuntamente con Banco de México y la Tesorería de la Federación, así como en los aspectos jurídicos para el diseño de la cobertura petrolera del Gobierno Federal.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Tania Anaya Arvea</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Directora de Inversión Responsable</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">, Fondo de Fondos.</span>
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<span style="font-family:Arial; font-size:10pt">Licenciada en Contaduría Pública por la Universidad Nacional Autónoma de México, graduada con Mención Honorifica. Es Maestra en Auditoría Interna y Dirección por Cass Business School City University de Londres. Egresada del Programa de Alta Dirección en Capital Privado (ADECAP) por el Instituto Panamericano de Alta Dirección de Empresas (IPADE). Cursó el Specialist Certificate Incorporate Governance por International Compliance Association de UK. </span>
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<span style="font-family:Arial; font-size:10pt">Cuenta además con la Certificación en Análisis Ambiental, Social y de Gobernanza (ASG) por The Luxembourg Stock Exchange y las Certificaciones Internacionales en Finanzas Sostenibles, otorgadas por la International Association for Sustainable Economy (IASE) para los niveles I y II de Finanzas Sostenibles (ISF, Level I) e (ISF Specialist, Level II)</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">A</span><span style="font-family:Arial; font-size:10pt">ctualmente es la responsable del desarrollo e implementación de la estrategia de sostenibilidad para el grupo de empresas de Fondo de Fondos. </span>
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<span style="font-family:Arial; font-size:10pt">Tiene más de 32 años de experiencia en administración y seguimiento de vehículos de inversión de capital de riesgo enfocados a impulsar la industria de capital privado y capital emprendedor en Mexico; finanzas; auditoría interna y gobierno corporativo en los sectores de banca, telecomunicaciones y automotriz. </span>
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<span style="font-family:Arial; font-size:10pt">Se desempeñó como subdirectora de Capital de Riesgo en Nacional Financiera S.N.C, dando seguimiento a la estrategia de Capital de Riesgo equivalente a $470 millones de USD a través de la inversión directa e indirecta en vehículos de Capital Privado y Emprendedor, también ha trabajado en instituciones como, Grupo Televisa SKY, Ford Credit y Banco Nacional de México. </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Rubén Becerra Sánchez</span><span style="font-family:Arial; font-size:10pt">: </span><span style="font-family:Arial; font-size:10pt">Es Subdirector de Inversiones y se ha incorporado al Fondo de Fondos en junio de 2010 manejando un portafolio de fondos de Capital Privado y de Capital Emprendedor, así como gestión y ejecución y administración de coinversiones. Anteriormente, se ha desempeñado por más de 18 años en HSBC (previamente BITAL / PRIME). Cuenta con una extensa experiencia en finanzas corporativas, banca de inversión, transacciones de capital y de deuda en el mercado de valores, así como operaciones de fusiones y adquisiciones. Al inicio de su carrera, fue parte del área de inscripción de valores de la Bolsa Mexicana de Valores. Cuenta con una Licenciatura en Economía y una maestría en Economía Industrial del Instituto Politécnico Nacional, ha cursado múltiples actualizaciones de fusiones y adquisiciones, financiamiento corporativo y Capital Privado, así como el programa “Latin American Private Equity Professional Development Program” por Wharton University of Pensilvania. También cuenta con la certificación internacional en finanzas sostenibles, otorgada por el IASE (ISF, Level I).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Mónica Paniagua García</span><span style="font-family:Arial; font-size:10pt">: </span><span style="font-family:Arial; font-size:10pt">Se integró al equipo de Fondo de Fondos en 2015 y se desempeñó durante 6 años como Subdirector de Relación con Inversionistas a cargo de los CKDs, a partir del 2022 se incorporó al equipo de Capital Privado realizando análisis y seguimiento de las inversiones en Fondos y coinversiones del portafolio. Tiene más de 25 años de experiencia en financiamiento de proyectos y en operaciones de fusiones y adquisiciones. Durante 16 años se desempeñó como consultor financiero para empresas de diversos sectores, trabajó por 7 años en Banca de Inversión en ISEFI (Bital) y Fonlyser (Banca Serfin) especializándose en estructuración financiera de proyectos de infraestructura. Mónica estudió la licenciatura en Actuaría en el ITAM donde se graduó con Mención Honorífica y consiguió el segundo lugar en el 3er Premio Nacional de Actuaría en la Categoría de Tesis otorgado por el Colegio Nacional de Actuarios. También cuenta con la certificación internacional en finanzas sostenibles, otorgada por el IASE (ISF, Level I).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Julio César Martínez Espinosa</span><span style="font-family:Arial; font-size:10pt">: </span><span style="font-family:Arial; font-size:10pt">Se integró al equipo de Fondo de Fondos en 2015. Actualmente es Subdirector de Inversiones en Fondo de Fondos. Previamente fungió como analista financiero fundamental en Grupo Salinas (2010-2015), atendiendo las necesidades de todas las empresas del grupo respecto a estimaciones de variables macroeconómicas, análisis sectoriales estratégicos, así como valuaciones de empresas para inversiones potenciales. Colaboró dentro del departamento de análisis de Punto Casa de Bolsa (Grupo Salinas), a cargo de los sectores de petroquímica, minería y conglomerados industriales. Fue asistente de investigación en el Centro de Investigación Económica del ITAM, bajo la supervisión de la Dra. Joyce Sadka (2008-2010). Tiene estudios de Licenciatura en Economía en el ITAM (2005-2009), con área de concentración en finanzas corporativas. En la misma institución acreditó el diplomado en Análisis de Inversiones (2012). Cuenta con la certificación CFA, nivel 1, y CAIA, nivel 1. También cuenta con la certificación internacional en finanzas sostenibles, otorgada por el IASE (ISF, Level I).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; background-color:#ffffff">Rodrigo Sánchez Lerma</span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff"> Se incorporó en 2019, actualmente es subdirector de Capital Emprendedor y responsable de la estrategia de Venture Capital y Mezzanine de Fondo de Fondos, administra 38 fondos de Venture Capital y 5 fondos de Mezzanine, así como a 29 coinversiones. Participa activamente en Comités de Inversiones y Consejos de Administración de las empresa y fondos del portafolio a su cargo e imparte clases de Capital Privado en la Universidad Anáhuac del Norte. Anteriormente se desempeñó como banquero de inversión por 8 años en Nacional Financiera S.N.C en donde desarrolló sistemas y modelos estadísticos y de medición para las inversiones en capital de riesgo del banco de desarrollo. Además, tuvo un paso en IBM en el área de Project Management Office. Rodrigo es Licenciado en Matemáticas Aplicadas y Computación por la UNAM, cuenta con una especialidad en Contabilidad y Finanzas por la Universidad Panamericana y una especialidad en Minería de Datos por la UNAM. Completó exitosamente el curso de Inside Private Equity: Dealmaking in Latin America impartido por el MIT en colaboración con LAVCA.</span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Jonathan Aristeo Torres González</span><span style="font-family:Arial; font-size:10pt">: </span><span style="font-family:Arial; font-size:10pt">Se integró al equipo de Fondo de Fondos a finales de 2018. Actualmente es Subdirector de Operación de Instrumentos Bursátiles. Con más de 10 años de experiencia en el ramo financiero, comenzó su carrera en Abengoa México, S.A. de C.V., apoyando en el análisis y obtención de financiamiento público y privado para proyectos enfocados en el desarrollo sostenible. Como gerente de operación fiduciaria en Banco INVEX, se especializó en CKDs y FIBRAs, participando en la colocación de más de 33 emisiones, de las cuales posteriormente fue responsable de su administración y operación. Jonathan es Licenciado en Administración por la Universidad Nacional Autónoma de México y cuenta con maestría concluida en Finanzas Corporativas y Bursátiles (grado pendiente) por la Universidad Anáhuac. Acreditó el diplomado en Instrumentos de Inversión: FIBRAS, FIBRA E y ETFs (2016) por la Bolsa Mexicana de Valores; el diplomado en Capital Privado y Capital Emprendedor (2020) por la Universidad Anáhuac y la Asociación Mexicana de Capital Privado (AMEXCAP); y el diplomado de Modelaje Financiero, Valuación de Empresas y M&A’s (2022) por RiskMathics Financial Institute. También cuenta con la certificación internacional en finanzas sostenibles otorgada por el IASE (ISF, Level I e ISF Specialist, Level II).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Mariana Alejandra Cortés Arcos:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Se</span><span style="font-family:Arial; font-size:10pt"> integró al equipo de Fondo de Fondos a mediados de 2022</span><span style="font-family:Arial; font-size:10pt">. Actualmente es</span><span style="font-family:Arial; font-size:10pt"> Gerente de </span><span style="font-family:Arial; font-size:10pt">Operación de Instrumentos Bursátiles</span><span style="font-family:Arial; font-size:10pt">. Cuenta con más de 10 años de experiencia en el sector financiero realizando funciones de administración, control y operación de portafolios de inversión y de fideicomisos emisores, así como asesoría financiera personalizada a clientes de alto valor en instituciones como </span><span style="font-family:Arial; font-size:10pt">Citibanamex, S.A.</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">Grupo Bursátil Mexicano</span><span style="font-family:Arial; font-size:10pt"> y Banco INVEX. Mariana es Licenciada en Finanzas y Banca por la Escuela Bancaria y Comercial, cuenta con la certificación como Asesor en Estrategias de Inversión por parte de la Asociación Mexicana de Intermediarios Bursátiles (AMIB). </span><span style="font-family:Arial; font-size:10pt">También cuenta con la certificación internacional en finanzas sostenibles, otorgada por el IASE (ISF, Level I).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Agustina Luján Gómez:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Se desempeña actualmente como Gerente de Inversiones de Capital Emprendedor en Fondo de Fondos, donde apoya con la administración y seguimiento de 38 fondos de Venture Capital y 5 fondos de Mezzanine, así como a 29 coinversiones. </span>
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<span style="font-family:Arial; font-size:10pt">Previo a su incorporación a Fondo de Fondos en mayo de 2023, trabajó durante dos años en PepsiCo en el área de cuentas por pagar, así como en control interno en Ford Motor Company. </span>
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<span style="font-family:Arial; font-size:10pt">Cuenta con una doble titulación en Administración y Finanzas por la University of the Incarnate Word, con grados otorgados en Estados Unidos y México, un diplomado de Finanzas por la University of the Incarnate Word y también cuenta con la certificación internacional en finanzas sostenibles, otorgada por el IASE (ISF, Level II).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Alejandro Pierdant Moreno:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff">Se integró al equipo de Fondo de Fondos en 2022 como Gerente de Inversiones en el equipo de Private Equity y participa activamente en el análisis, </span><span style="font-family:Arial; font-size:10pt; font-style:italic; background-color:#ffffff">due diligence</span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff"> y seguimiento de las inversiones y coinversiones del fondo. Previamente trabajó en Banobras, donde participó en la estructuración y gestión de 400 millones de dólares en créditos estructurados, enfocados en el financiamiento de infraestructuras en México. Anteriormente, trabajó en Santander </span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff">Private Banking, en el equipo Ultra High Net Worth, donde participó en el análisis de renta variable para portafolios de inversión. Antes de trabajar para Santander, Alejandro formó parte de un fondo de inversión </span><span style="font-family:Arial; font-size:10pt; font-style:italic; background-color:#ffffff">boutique</span><span style="font-family:Arial; font-size:10pt; background-color:#ffffff"> donde analizaba inversiones de renta variable. Alejandro ha sido invitado en varias ocasiones como ponente en el programa de El Financiero Bloomberg TV "Ganadores y Perdedores". Alejandro es licenciado en Finanzas y Administración de Empresas por la Universidad Panamericana (UP) y cuenta con la designación CFA desde 2022.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">César David Pérez Cárdenas: </span><span style="font-family:Arial; font-size:10pt">Se integró al equipo de Fondo de Fondos en 2023 como Gerente (Jr.) de Inversiones en el equipo de Private Equity, donde realiza análisis y seguimiento de las inversiones y coinversiones del portafolio. Previamente, adquirió experiencia trabajando durante un año en un fondo corporativo de capital de venture capital, como parte del equipo de inversión, donde se enfocó en aspectos críticos del proceso de inversión, incluyendo la búsqueda, el análisis de inversiones y el seguimiento de las inversiones del portafolio.</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Es</span><span style="font-family:Arial; font-size:10pt"> licenciado en Administración Financiera (2018 - 2023), por el Instituto Tecnológico y de Estudios Superiores de Monterrey, Campus Ciudad de México. Además, posee un diploma en Relación con Inversionistas y cuenta con la certificación como Asesor en Estrategias de Inversión por parte de la Asociación Mexicana de Intermediarios Bursátiles (AMIB).</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Carlos Cardona Quintana: </span><span style="font-family:Arial; font-size:10pt">Se integró al equipo de Fondo de Fondos en 2024 como Gerente de Inversiones en el equipo de Private Equity, donde realiza análisis y seguimiento de las inversiones y coinversiones del portafolio. Previamente, trabajó cuatro años en una firma de banca de inversión, donde colaboró en proyectos de reestructura y levantamiento de capital para empresas en diversos sectores. El último par de años, dedicó gran parte de su tiempo a diseñar el plan de negocios y estructurar un fondo de inversión enfocado en deuda bursátil. A la par, se desempeñó como asesor financiero de un grupo inmobiliario donde lideró la reestructura y negociación de la venta de una parte de los activos del grupo. Cuenta con dos licenciaturas, una en Economía (2016-2022) y otra en Ciencia Política (2018-2022), ambas por el Instituto Tecnológico Autónomo de México (ITAM), y un diplomado en Desarrollo Económico (2018) por Sciences Po, Paris.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Salvador A. Orozco Fernández:</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt">Se incorporó a Fondo de Fondos en 2025 como Gerente de Inversión de Impacto. Cuenta con más de 22 años de experiencia en el sector público en áreas de ciencia, tecnología, innovación y emprendimiento, ocupando posiciones directivas a nivel federal y estatal. </span>
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<span style="font-family:Arial; font-size:10pt">Actualmente participa en la evaluación, estructuración y seguimiento de inversiones en fondos y vehículos enfocados en impacto, contribuyendo al fortalecimiento del ecosistema de capital emprendedor y privado en México y América Latina. Su experiencia combina el análisis de inversiones con una visión estratégica orientada al desarrollo económico sostenible. Previo a su incorporación a Fondo de Fondos, se desempeñó como Subsecretario de Innovación, Competitividad y Emprendimiento y Director General del Centro de Innovación, Emprendimiento y Negocios del Gobierno del Estado de Puebla; a nivel federal fue Director General Adjunto de Innovación en la Secretaría de Economía y Subdirector de Programas de Innovación en el Consejo Nacional de Ciencia y Tecnología. A lo largo de su trayectoria ha coordinado iniciativas de alto impacto en colaboración con instituciones públicas, académicas y del sector productivo, participando en múltiples órganos de gobierno y espacios de toma de decisión en materia de desarrollo económico e innovación.</span>
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<span style="font-family:Arial; font-size:10pt"> Es Licenciado en Administración y cuenta con una Maestría en Ciencias en Comercialización de la Ciencia y la Tecnología por la Universidad de Texas en Austin. Asimismo, ha cursado estudios y programas de especialización, en México y en el extranjero, en transferencia de tecnología, emprendimiento, innovación, inversiones de capital de riesgo, administración pública y propiedad intelectual, en instituciones de referencia como la Universidad de California, la Universidad de Arizona, la Universidad de Cambridge, el IPADE y NESTA UK.</span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="-aw-bookmark-end:_Hlk159282148"></span><span style="font-family:Arial; font-size:10pt">Por otra par</span><span style="font-family:Arial; font-size:10pt">t</span><span style="font-family:Arial; font-size:10pt">e, d</span><span style="font-family:Arial; font-size:10pt">e conformidad con lo establecido en el Artículo 80 de la LIC, así como en las disposiciones señaladas en la Circular 1/2005 expedida por el Banco de México y el apartado “Constitución del Comité Técnico” de la sección “Contratos y acuerdos” del presente Reporte Anual, el Comité Técnico estará integrado por un máximo de 21 (veintiún) miembros, de los cuales, cuando menos el 25% (veinticinco por ciento) deberán ser Miembros Independientes. Por "Miembro Independiente" se entenderá aquella persona que se ajuste a lo previsto en los artículos 24, segundo párrafo y 26 de la LMV. La independencia se calificará respecto de las sociedades sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador y de cualquier tercero que lo sustituya. La independencia de los miembros del Comité Técnico será calificada por la Asamblea de Tenedores en la que se ratifiquen los nombramientos o donde se informe sobre dichas designaciones. Cualquier miembro que cumpla los requisitos establecidos en la LMV para ser considerado como un Miembro Independiente deberá ser confirmado por la Asamblea de Tenedores con dicho carácter.</span>
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<span style="font-family:Arial; font-size:10pt">Los miembros del Comité Técnico fueron y serán designados de la siguiente forma:</span>
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<span style="font-family:Arial; font-size:10pt">1. Previo a la Fecha de Emisión Inicial, el Administrador designó 3 (tres) miembros propietarios y uno o más suplentes, sin que fuera necesario, exclusivamente para la primera sesión del Comité Técnico que se celebre antes de la Fecha de Emisión Inicial, existan Miembros Independientes en el Comité Técnico-</span>
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<span style="font-family:Arial; font-size:10pt">2. Con posterioridad a la Fecha de Emisión Inicial, cualquier Tenedor o grupo de Tenedores que en su conjunto sean titulares del 10% (diez por ciento) o más del número total de Certificados Bursátiles en circulación, tendrán derecho a designar y, en su caso, revocar la designación por ellos efectuada de, un solo miembro propietario por cada 10% (diez por ciento) del número total de Certificados Bursátiles en circulación de los que sea titular y uno o más suplentes, ante el Comité Técnico, en el entendido que si el Administrador (directamente, o a través de sus Afiliadas o subsidiarias) adquiere Certificados Bursátiles, el mismo renuncia expresamente a nombrar miembros en el Comité Técnico conforme a este inciso.</span>
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<span style="font-family:Arial; font-size:10pt">3. El Administrador podrá designar, posteriormente a las designaciones que hagan los Tenedores, a los demás miembros propietarios y sus respectivos suplentes que formen parte del Comité Técnico conforme a lo establecido en este apartado, sin exceder el número máximo de miembros estipulados en el primer párrafo de este apartado y respetando el porcentaje de Miembros Independientes que deben integrar el Comité Técnico conforme al Contrato de Fideicomiso. Lo anterior, en el entendido que el no ejercicio del derecho previsto en el numeral 2 anterior por parte de un Tenedor, no será entendido como una renuncia a tal derecho.</span>
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<span style="font-family:Arial; font-size:10pt">En adición a lo anterior, la Asamblea de Tenedores tendrá la facultad de proponer y aprobar la designación de Miembros Independientes del Comité Técnico, sin exceder el número máximo de miembros que los pueden conformar en términos del presente apartado.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, conforme a lo previsto en el apartado “Atribuciones del Comité Técnico” de la sección “Contratos y acuerdos” del presente Reporte Anual, el Comité Técnico contará con las siguientes facultades indelegables:</span>
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<span style="font-family:Arial; font-size:10pt">A. Fijar las políticas conforme a las cuales se invertirá el Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">B. Aprobar las Inversiones, Desinversiones y cualquier adquisición o enajenación de activos, bienes o derechos con valor menor al 20% (veinte por ciento) del Monto Máximo de la Emisión; con base en cifras correspondientes al cierre del trimestre inmediato anterior, ya sea que se ejecuten de manera simultánea o sucesiva, en un período de 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 que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de los puntos del orden del día que tengan por objeto la </span><span style="font-family:Arial; font-size:10pt">aprobación de Inversiones y/o Desinversiones, independientemente de que dichas oportunidades de Inversión impliquen o no un conflicto de interés.</span>
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<span style="font-family:Arial; font-size:10pt">C. Aprobar cualquier operación con productos derivados y/u operaciones de financiamiento que representen un monto menor al 20% (veinte por ciento) del Monto Máximo de la Emisión con base en cifras correspondientes al cierre del trimestre inmediato anterior, considerando, en su caso, los compromisos de inversión de las Llamadas de Capital, con independencia de que dichas operaciones se ejecuten de manera simultánea o sucesiva en un periodo de 12 (doce) meses o más contados a partir de que se concrete la primera operación, pero que pudieran considerarse como una sola; en el entendido que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de los puntos del orden del día que tengan por objeto la aprobación de operaciones con productos derivados y/u operaciones de financiamiento, independientemente de que dichas operaciones impliquen o no un conflicto de interés; en el entendido, además, que la obtención de créditos o préstamos por parte del Fideicomiso será exclusivamente con la finalidad de financiar el pago de Gastos de Mantenimiento y Gastos de Inversión, en caso de que no exista y el Administrador estime que no existirán recursos suficientes para hacer frente al pago de los Gastos de Mantenimiento y Gastos de Inversión exigibles dentro de los siguientes 360 (trescientos sesenta) días naturales; y en ningún caso, se podrán contratar créditos o préstamos por un monto mayor al 1% (uno por ciento) del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">D. Establecer los términos y condiciones a los que se ajustará el Administrador 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:Arial; font-size:10pt">E. Aprobar las operaciones con Partes Relacionadas respecto de las Empresas Promovidas sobre las cuales el Fideicomiso realice Inversiones, del Fideicomitente, así como del Administrador del Patrimonio del Fideicomiso, o bien, que representen un conflicto de interés. En el caso de operaciones con Partes Relacionadas, los miembros designados por el Administrador que no sean Miembros Independientes, así como cualquier otro miembro del Comité Técnico que pueda tener conflicto de interés en la operación de que se trate, deberán abstenerse de votar respecto de dicho asunto.</span>
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<span style="font-family:Arial; font-size:10pt">F. Resolver cualesquier conflictos de interés que se presenten en relación con el Fideicomiso. </span>
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<span style="font-family:Arial; font-size:10pt">Tratándose de asuntos que impliquen un potencial conflicto de interés, los miembros designados por el Administrador que no sean Miembros Independientes, así como cualquier otro miembro del Comité Técnico que pueda tener conflicto de interés en la operación de que se trate, deberán abstenerse de votar respecto de dicho asunto.</span>
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<span style="font-family:Arial; font-size:10pt">El Comité Técnico contará con las siguientes facultades y atribuciones, incluyendo las facultades indelegables enumeradas con anterioridad:</span>
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<span style="font-family:Arial; font-size:10pt">A. Determinar con base en el Reporte de Inversiones, si el Período de Inversión ha sido debidamente cumplido.</span>
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<span style="font-family:Arial; font-size:10pt">B. Revisar el dictamen que el Auditor Externo deba entregar anualmente y, de ser necesario, ampliar sus funciones dentro del Fideicomiso e instruir al Fiduciario para que lleve a cabo las acciones a que haya lugar.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">C. Determinar, con base en el Reporte para Gastos de Mantenimiento, la cantidad de recursos que deberán mantenerse en la Reserva para Gastos y, en su caso, las cantidades que sean necesarias (incluyendo los Intereses de las Inversiones Permitidas) para reconstituir la Reserva para Gastos o para pagar Gastos de Mantenimiento.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">D. Una vez concluido el Periodo de Inversión, determinar el monto que deberá permanecer en las Cuentas para que puedan cubrirse en su totalidad los Gastos de Inversión y los Gastos de Mantenimiento que razonablemente se estime podrían generarse hasta la Fecha de Vencimiento, así como para la realización de Inversiones Adicionales; en el entendido que, el monto depositado en dichas Cuentas que en su caso, exceda de la cantidad que señale el Comité Técnico conforme a este inciso D, constituirá el "Efectivo Excedente" , mismo que de haberlo, será reembolsado a los Tenedores.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">E. Instruir al Fiduciario para que contrate los servicios de cualesquier asesores que sean necesarios para el debido cumplimiento de los Fines del Fideicomiso. Los honorarios que deban cubrirse a dichos asesores por la prestación de sus servicios serán considerados Gastos de Mantenimiento y deberán pagarse con cargo a la Reserva para Gastos; sujeto a los esquemas de compensación que, en su caso, determine la Asamblea de Tenedores.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">F. Contratar los servicios de cualquier asesor legal en caso de que lo requiera para el adecuado cumplimiento de sus obligaciones y facultades conforme al Contrato de Fideicomiso, cuyos honorarios serán considerados Gastos de Mantenimiento y deberán pagarse con cargo a la Reserva para Gastos; sujeto a los esquemas de compensación que, en su caso, determine la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">G. Instruir al Fiduciario para que celebre cualquier contrato o convenio, instrumento o cualquier otro documento (distintos a los Contratos de Inversión y a los Contratos de Desinversión), que sea necesario o conveniente para cumplir con los Fines del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">H. Instruir al Fiduciario para que otorgue poderes generales y especiales en los términos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">I. Designar a los delegados especiales que necesite para la ejecución de las resoluciones del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">J. Instruir al Fiduciario respecto de las medidas que deba tomar en defensa del Patrimonio del Fideicomiso, salvo cuando la Asamblea de Tenedores resuelva e instruya lo conducente.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">K. Instruir al Fiduciario para actuar en asuntos que no estén específicamente previstos en el Contrato de Fideicomiso o en el Título, que impliquen una modificación sustancial al Contrato de Fideicomiso, según sea resuelto por la Asamblea de Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">L. Instruir al Fiduciario la contratación y sustitución del Auditor Externo y del Valuador Independiente de considerarlo conveniente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">M. En caso de que ocurra un Evento de Sustitución del Administrador, proponer un candidato para que ocupe el cargo de nuevo administrador a la Asamblea de Tenedores.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">N. Solicitar la inclusión en el Reporte de Inversiones, de información adicional</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">O. Determinar la forma en que hayan de votarse las acciones o partes sociales de las Empresas Promovidas que sean propiedad del Fideicomiso, en las asambleas de accionistas o socios, y en los consejos de administración (u órganos equivalentes); que tengan por objeto resolver cualquiera de los siguientes asuntos: (i) fusiones y adquisiciones; (ii) adquisiciones o enajenaciones de activos por un monto igual o mayor a los activos de la Empresa Promovida; (iii) modificaciones a los estatutos sociales de las Empresas Promovidas; (iv) operación o participación en cualquier giro comercial distinto al negocio de la Empresa Promovida; y (v) operaciones con Partes Relacionadas; en el entendido que, los miembros del Comité Técnico designados por el Administrador, incluyendo aquellos que califiquen como Miembros Independientes, deberán abstenerse de votar en las sesiones del Comité Técnico, respecto de dicho punto del orden del día.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">P. Proponer a la Asamblea de Tenedores cualquier modificación al Fideicomiso que considere pertinente y para la cual se requiera su consentimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En general, llevar a cabo cualquier acto necesario a fin de resolver cualquier situación o conflicto, y en general cualquier asunto no previsto en el Contrato de Fideicomiso que pudiera presentarse con respecto a los Fines del Fideicomiso y cuyo conocimiento y resolución no competa a la Asamblea de Tenedores.</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A </span><span style="font-family:Arial; font-size:10pt">la fecha de presentación del presente Reporte Anual</span><span style="font-family:Arial; font-size:10pt">, el Comité Técnico del Fideicomiso se encuentra conformado por </span><span style="font-family:Arial; font-size:10pt">4 (cuatro) miembros propietarios, de los cuales 1 (un) miembro fue designado por la Asamblea de Tenedores con el carácter de Miembro Independiente, con su respectivo miembro suplente designado también por la Asamblea de Tenedores con dicho carácter; y 3 (tres) miembros fueron designados por el Administrador, con sus respectivos suplentes, de acuerdo con lo siguiente:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Miembro Propietario del Comité Técnico</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Miembros Suplentes del Comité Técnico</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Carlos Creel Cobián</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">(Miembro Independiente)</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Alejandro Creel Cobián</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">(Miembro Independiente)</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:167.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Liliana </span><span style="font-family:Arial; font-size:10pt">Araceli Reyes Castrejón</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Moisés Jahaziel Macías Maldonado</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Rubén Becerra Sánchez</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:189.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">José Manuel Villaseñor López</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Rodrigo Sánchez Lerma</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Mónica Paniagua García</span>
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<span style="font-family:Calibri; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De conformidad con lo acordado en la Asamblea de Tenedores celebrada con fecha 17 de febrero de 2016, los miembros independientes del Comité Técnico designados por los Tenedores renunciaron al pago o emolumento alguno por el desempeño de sus funciones. No obstante, la Asamblea de Tenedores aprobó, por unanimidad de votos, el pago por el desempeño de su encargo como miembros del Comité Técnico a los señores Carlos Creel Cobián y Alejandro Creel Cobián como propietario y su respectivo suplente, respectivamente, la cantidad de $20,000.00 (veinte mil Pesos 00/100 M.N.). En el entendido de que, dicho pagó estaría limitado a un máximo de 2 (dos) sesiones por mes.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo con lo anterior, durante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el Fideicomiso pagó la cantidad bruta de $</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt">0,000.00 (</span><span style="font-family:Arial; font-size:10pt">sesenta</span><span style="font-family:Arial; font-size:10pt"> mil Pesos 00/100 M.N.) a dichos miembros independientes del Comité Técnico.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Como se menciona en la sección denominada “Control interno del Fideicomiso” del presente Reporte Anual, para asegurar el establecimiento de mecanismos de control interno y que, además de ser fiable, la información del Fideicomiso otorgue un grado de seguridad razonable en la eficacia y eficiencia operacional, asegure el cumplimiento de leyes y normas aplicables; el Administrador cuenta con diversos manuales que contienen las políticas y procedimientos de operación, un código de ética y conducta, tal y como se menciona en el inciso (vi) de la presente sección, así como con un Gobierno Corporativo para la realización de sus actividades como administrador del Fideicomiso, el cual a su vez cuenta con sus propios órganos de gobierno conformados por una Asamblea de Tenedores compuesta por los tenedores de los Certificados Bursátiles Fiduciarios y un Comité Técnico compuesto por miembros propietarios con sus respectivos suplentes que son nombrados por el Administrador, los Tenedores y/o la Asamblea de Tenedores, respecto de los cuales esta última califica su independencia</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se presenta un extracto de los estatutos sociales de PMIC LATAM, S.A.P.I. de C.V. (para efectos de esta Sección la “Sociedad” o el “Fideicomitente”), los cuales fueron protocolizados mediante la escritura pública número 55,451 de fecha 17 de abril de 2012, otorgada ante la fe del Lic. Javier del Valle Palazuelos, Notario Público No. 61 del Distrito Federal, inscrita en el Registro Público de la Propiedad y de Comercio del Distrito Federal con fecha 25 de abril de 2012, bajo el folio mercantil electrónico número 471992-1</span><span style="font-family:Arial; font-size:10pt">, mismos que han sido reformados en el mes de julio de 2021</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-style:italic">Objeto Social del Fideicomitente.</span>
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<span style="font-family:Arial; font-size:10pt">La Sociedad tendrá por objeto principal:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">I. La administración de fondos de capital privado en México o en el extranjero creados mediante contratos de asociación o fideicomisos u otros, enfocándose en las inversiones que éstos realicen bajo los términos y criterio de política de inversión que se determine, así como también atender los demás asuntos propios de dichos fondos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">II. La prestación de todo tipo de servicios financieros, administrativos, contables, técnicos, comerciales de publicidad y cualesquiera otros relacionados directa o indirectamente con el otorgamiento y pago de financiamientos, el otorgamiento, perfeccionamiento y ejecución de las garantías que acepte y de los bienes que adquiera en relación con los mismos; así como la prestación del servicio de guarda y custodia de los bienes dados en garantía por los préstamos concedidos.</span>
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<span style="font-family:Arial; font-size:10pt">III. Prestar a personas físicas o morales toda clase de servicios de consultoría, asesoría y asistencia técnica en materia de inversiones en capital privado, desarrollo de franquicias, comercial, industrial, administrativa, financiera, técnica, contable, jurídica, mercantil, turística, publicitaria y de estudios económicos, así como organizar y promover toda clase de empresas comerciales e industriales.</span>
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<span style="font-family:Arial; font-size:10pt">Para cumplir con su objeto social, la Sociedad podrá realizar todos los actos y operaciones conexos, accesorios o incidentales, que sean directa o indirectamente necesarios o convenientes, incluyendo, las siguientes operaciones complementarias:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">1. Captar recursos del público mediante la emisión de instrumentos inscritos en el Registro Nacional de Valores, colocados mediante oferta pública, pudiendo utilizar dichos recursos para el otorgamiento de financiamientos de cualquier naturaleza.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">2. Obtener toda clase de créditos y financiamientos de entidades financieras nacionales y extranjeras con o sin garantía específica, así como mediante la colocación de instrumentos de deuda en mercados financieros del exterior; expedir, directa o indirectamente, bonos, certificados bursátiles y otros valores y otros instrumentos de deuda, con o sin una garantía específica, emitir, girar, aceptar, endosar, negociar o avalar pagarés, cheques, letras de cambio, obligaciones y toda </span><span style="font-family:Arial; font-size:10pt">clase de títulos de crédito.</span>
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<span style="font-family:Arial; font-size:10pt">3. Garantizar obligaciones a cargo de la Sociedad o de terceros, mediante la constitución de todo tipo de garantías personales, reales y cambiarias, incluyendo depósitos, avales y fianzas, así como prendas o hipotecas sobre los bienes de la Sociedad; pudiendo constituirse además como obligado solidario.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">4. Otorgar toda clase de préstamos, mutuos, con o sin interés, créditos o financiamientos </span><span style="font-family:Arial; font-size:10pt">con o</span><span style="font-family:Arial; font-size:10pt"> sin garantía específica, garantías personales, reales y avales.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">5. Participar como accionista, socio o inversionista en sociedades, entidades y fondos o en cualquier otra forma de organización legalmente constituida, mexicanas o extranjeras, exceptuando entidades financieras del exterior, sociedades controladoras de grupos financieros, instituciones de crédito, casa de bolsa, instituciones y sociedades mutualistas de seguros e instituciones de fianzas, así como las sociedades a que se refiere el artículo 88 (ochenta y ocho) de la Ley de Instituciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">6. Participar como accionista de cualquier compra, votación, transmisión, suscripción, posesión, uso, gravamen, disposición, permuta o remate bajo cualquier título de toda clase de acciones, partes sociales, intereses y participaciones de toda clase de personas morales, según sea necesario o conveniente para el desarrollo del objeto social de la Sociedad, excepto la restricción establecida en el numeral anterior.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">7. Garantizar obligaciones a cargo de la Sociedad, mediante la constitución de todo tipo de garantías personales, reales y cambiarias, incluyendo depósitos; avales y fianzas, así como prendas o hipotecas sobre los bienes de la Sociedad.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">8. Adquirir y transmitir todo tipo de acciones, partes sociales, derechos o cualquier otro título representativo de una participación en el patrimonio de sociedades mercantiles, civiles, asociaciones, vehículos fiduciarios y de otra naturaleza y entidades de cualquier </span><span style="font-family:Arial; font-size:10pt">otra índole</span><span style="font-family:Arial; font-size:10pt">, tanto nacional como extranjero, que se relacionen o de alguna manera </span><span style="font-family:Arial; font-size:10pt">contribuyan al</span><span style="font-family:Arial; font-size:10pt"> desarrollo del objeto de la Sociedad.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">9. Representar a personas físicas o morales, nacionales o extranjeras, tanto en México como en el extranjero, que tengan relación directa con las actividades de la Sociedad y actuar como representante, agente o comisionista de las mismas bajo cualquier título legal.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">10. Obtener concesiones, permisos, licencias y cualquier tipo de autorizaciones gubernamentales y realizar cualquier acto para esos efectos.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">11. Adquirir y disponer, en cualquier forma legal, de todo tipo de patentes, derechos de patentes, invenciones, marcas, nombres comerciales, derechos de autor y de cualquier tipo de propiedad intelectual que se requiera o sea conveniente para la consecución del objeto social.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">12. Realizar inversiones para el mantenimiento de su patrimonio con el objeto de coadyuvar al cumplimiento de su objeto social.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">13. Adquirir, poseer, permutar, disponer o gravar, bajo cualquier título legal, la propiedad, el uso, goce, disfrute y/o posesión de toda clase de bienes inmuebles, así como ser titular y disponer de los derechos reales o personales sobre los mismos, que sean necesarios o convenientes para el objeto social de la Sociedad.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">14. Adquirir, arrendar o por cualquier otro título poseer, disponer, vender de toda clase de bienes muebles.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">15. La instalación por cuenta propia o de terceros de toda clase de oficinas, sucursales, o </span><span style="font-family:Arial; font-size:10pt">establecimientos que en cualquier forma se relacionen con su objeto social, tanto en el territorio nacional como en el extranjero.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">16. Llevar a cabo, por cuenta propia y de terceros, programas de capacitación, investigación o de desarrollo, cualquiera que sea su naturaleza, considerados necesarios o convenientes para la realización del objeto social.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">17. Celebrar todo tipo de convenios y contratos de naturaleza civil o mercantil o administrativa, así como realizar todos los actos necesarios para el desarrollo de su objeto social. Comprar, vender, comercializar, elaborar, distribuir y, en general, disponer de todo tipo de productos, bienes y derechos, en México o en el extranjero, necesarios para el cumplimiento de su objeto social.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">18. En general, celebrar y ejecutar toda clase de actos de cualquier naturaleza y realizar operaciones conexas, accesorias o incidentales, que sean necesarios o convenientes para la realización del objeto social de la Sociedad. </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">La Sociedad solo podrá contratar o nombrar a personal ejecutivo que reúna los requisitos de los perfiles establecidos y que se adjuntan como Anexo "2" al apéndice del acta, formando parte integrante de estos estatutos sociales, así como cualquier otro requisito adicional que se requiera para poder cumplir con los servicios requeridos por sus clientes o inversionistas participantes.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Asimismo, la Sociedad deberá establecer planes y políticas de compensación que generen los incentivos adecuados para la retención del personal, con la finalidad de reducir la rotación de éste y ofrecer garantías correctas de continuidad de los servicios que requieran sus clientes o inversionistas participantes. </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Además, la Sociedad deberá establecer planes de desarrollo y administración de talento (debiendo contratar las capacidades de administración de talento para desarrollar al personal) para que el personal que contrate o nombre, tenga, mantenga y desarrolle las capacidades, habilidades y conocimientos requeridos para desempeñar sus funciones al más alto nivel.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Por otra parte, la Sociedad deberá mantener en todo tiempo planes de evaluación del desempeño de consejeros, así como del personal ejecutivo, con la finalidad de poder cumplir con su objeto social y respaldar las decisiones anuales de ratificación o remediación de consejeros y aquellas que correspondan al personal ejecutivo.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic">Capital Social.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">El capital social será variable. El capital social fijo de la Sociedad sin derecho de retiro será en todo momento por la cantidad de $10,000.00, dicho capital social mínimo podrá aumentarse o disminuirse de conformidad con lo dispuesto en los Estatutos Sociales, pero nunca podrá ser inferior a dicha cantidad. El capital social variable de la Sociedad será ilimitado.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">El capital será susceptible de aumento por aportaciones posteriores de los accionistas, admisión de nuevos socios o capitalización.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Todo aumento o disminución en la parte variable del capital social será consecuencia de la resolución adoptada por la Asamblea General Ordinaria de Accionistas y, deberá inscribirse en el libro de Registro de Variaciones de capital que la Sociedad deberá llevar, según lo dispuesto por el artículo doscientos diecinueve de la Ley General de Sociedades Mercantiles.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic">Acciones.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">El capital social de la Sociedad estará representado por acciones nominativas, sin expresión de valor nominal, las cuales conferirán a sus tenedores los derechos establecidos en los Estatutos Sociales.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Las acciones representativas del capital social de la Sociedad se dividirán en acciones de la Serie “A” y Serie “B”. Las acciones de la Serie “A” representan el capital fijo de la Sociedad y no tendrá divisiones ni clases. Las acciones de la Serie “B” representan el capital variable de la Sociedad y se dividirá en distintas clases de acciones. Cada Serie de acciones gozarán de los mismos derechos y obligaciones a sus tenedores, conforme a lo establecido en los Estatutos Sociales para cada Serie. </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Las acciones tendrán el mismo valor con independencia de la serie a la que pertenezcan y los derechos corporativos y económicos serán iguales para todas las series de acciones.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic">Reglas generales de las Acciones.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Las acciones representativas del capital social estarán sujetas a las siguientes reglas:</span>
</p>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Todas las acciones otorgan a sus titulares iguales derechos y obligaciones, salvo por los derechos especiales que se concedan a las diferentes series de acciones de acuerdo con el Artículo 13 de la Ley del Mercado de Valores, o en términos del segundo párrafo del Artículo 112 (ciento doce) de la Ley General de Sociedades Mercantiles, o bien, conforme a lo establecido en el Artículo 113 (ciento trece) de la Ley General de Sociedades Mercantiles; en el entendido que todas las acciones que pertenezcan a una misma serie ampararán los mismos derechos y obligaciones de sus tenedores.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Las acciones emitidas, pero no suscritas, las acciones canceladas y las acciones que de cualquier forma adquiera en términos del Artículo 17 de la Ley del Mercado de Valores, se conservarán por el Secretario de la Sociedad, y en caso de que éste no haya sido nombrado, por el Consejo de Administración, el cual podrá colocar de forma privada dichas acciones en términos de los Estatutos.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Las acciones pagadas en especie quedarán en depósito en la Sociedad por un periodo de 2 años, de acuerdo con lo que dispone el Artículo 141 (ciento cuarenta y uno) de la Ley General de Sociedades Mercantiles.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Todo aumento o disminución de la parte fija o mínima del capital social se hará mediante resolución de una Asamblea General Extraordinaria de Accionistas. La reducción del capital social en su parte fija, mediante reembolso a los accionistas o liberación de exhibiciones no realizadas estará sujeta a lo establecido en el Artículo 9 de la Ley General de Sociedades Mercantiles.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Todo aumento o disminución de la parte variable del capital social se hará mediante resolución de la Asamblea General Ordinaria de Accionistas.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">No podrán emitirse nuevas acciones si no están totalmente pagadas las acciones previamente emitidas.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">La Sociedad podrá amortizar acciones con utilidades repartibles sujeto a lo que dispone el Artículo 136 (ciento treinta y seis) de la Ley General de Sociedades Mercantiles. Toda decisión de amortizar acciones será publicada una vez en el Diario Oficial de la Federación, salvo que de algún otro modo sea conocida por todos los accionistas registrados en el Libro de Registro de Acciones de la Sociedad. Los títulos de las acciones amortizadas quedarán anulados y en su lugar podrán emitirse, si así lo decide la Asamblea de Accionistas, acciones de goce en términos del Artículo 137 (ciento treinta y siete) del ordenamiento citado. Si el valor de las acciones amortizadas no es recogido por los propietarios de dichas acciones dentro del año siguiente a la publicación mencionada en este párrafo o a la fecha en que dichos accionistas tengan conocimiento de la amortización de sus acciones, se perderá en beneficio de la Sociedad.</span>
</li>
</ol>
<p style="margin:0pt; text-indent:-15.4pt; text-align:justify; widows:0; orphans:0; padding-left:46.4pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 13.34pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:17.81pt; font-family:Arial; font-size:10pt">
<span style="font-family:Arial; font-size:10pt">Todo aumento o disminución del capital social, ya sea del mínimo o variable, deberá de ser inscrito en el Libro de Variaciones de Capital que deberá llevar el Secretario del Consejo de Administración, a menos que los accionistas o el Consejo de Administración determinen que otra persona debe llevarlo.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-style:italic">Asamblea de Accionistas.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<span style="font-family:Arial; font-size:10pt">La Asamblea General de Accionistas es el órgano supremo de la Sociedad y sus resoluciones serán obligatorias para todos los accionistas, aún para los ausentes o disidentes, quienes, en todo caso, gozarán de los derechos que les conceden los artículos 201 y 206 de la Ley General de Sociedades Mercantiles.</span>
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<span style="font-family:Arial; font-size:10pt">Las Asambleas de Accionistas serán generales ordinarias, generales extraordinarias y especiales. Serán Asambleas Ordinarias aquéllas que se reúnan para tratar los asuntos a que se refieren los artículos 180 (ciento ochenta) y 181 (ciento ochenta y uno) de la Ley General de Sociedades Mercantiles, y todos los demás asuntos que de acuerdo con la ley o estos Estatutos no están expresamente reservados a una Asamblea Extraordinaria o Especial de Accionistas. </span>
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<span style="font-family:Arial; font-size:10pt">Se deberá celebrar una Asamblea General Ordinaria por lo menos una vez al año, dentro de los cuatro meses siguientes al cierre del año fiscal de la Sociedad.</span>
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<span style="font-family:Arial; font-size:10pt">Serán Asambleas Extraordinarias aquéllas que se reúnan para tratar cualquiera de los siguientes asuntos:</span>
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<span style="font-family:Arial; font-size:10pt">a. Prórroga de la duración de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt">b. Disolución anticipada de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt">c. Aumento o reducción del capital social mínimo o fijo;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">d. Cambio de objeto de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">e. Cambio de nacionalidad de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">f. Transformación de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">g. Fusión con otra sociedad; </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">h. Escisión de la Sociedad;</span>
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<span style="font-family:Arial; font-size:10pt">i. Emisión de acciones privilegiadas;</span>
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<span style="font-family:Arial; font-size:10pt">j. Amortización por la Sociedad de sus propias acciones y emisión de acciones de goce;</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">k. Emisión de bonos; o</span>
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<span style="font-family:Arial; font-size:10pt">l. Cualquier modificación de los Estatutos.</span>
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<span style="font-family:Arial; font-size:10pt">Serán Asambleas Especiales de Accionistas aquellas que sean convocadas por alguna categoría de acciones para tratar cualquier asunto que afecte los derechos u obligaciones de esos accionistas como categoría en términos del artículo 195 (ciento noventa y cinco) de la Ley General de Sociedades Mercantiles.</span>
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<span style="font-family:Arial; font-size:10pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:10pt; font-style:italic">Administración de la Sociedad.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La Sociedad será administrada por un Consejo de Administración. El Consejo de Administración estará integrado por el número de miembros propietarios, suplentes e independientes que determine la Asamblea General Ordinaria de Accionistas, en el entendido de que los Accionistas tendrán el derecho de nombrar a un Consejero Propietario y su respectivo Suplente por cada 10% del capital social suscrito y pagado de la Sociedad. En caso de discrepancia entre los accionistas respecto de los Consejeros que se deban nombrar en una Asamblea General de Accionistas, la misma será resuelta mediante votación en una Asamblea Especial de Accionistas de la serie de que se trate. Los Consejeros no requerirán ser accionistas. Los Consejeros Propietarios y sus Suplentes durarán en sus cargos por un periodo de un año, pudiendo ser reelectos por periodos similares. En todo caso, los Consejeros continuarán sus funciones hasta que las personas designadas para sustituirlos tomen posesión de sus cargos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-style:italic">Disolución y liquidación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La Sociedad se disolverá en los casos enumerados en el artículo 229 de la Ley General de Sociedades Mercantiles, pero únicamente de acuerdo con lo previsto en el artículo 232 de dicha ley.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La liquidación de la Sociedad deberá sujetarse a lo dispuesto en la Ley General de Sociedades Mercantiles. La Asamblea Extraordinaria de accionistas designará a uno o más liquidadores. Los liquidadores, en su caso, actuarán conjuntamente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Durante la liquidación de la Sociedad, los liquidadores tendrán las mismas facultades y obligaciones que tiene el Consejo de Administración.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Mientras no haya sido inscrito en el Registro Público de Comercio el nombramiento de los liquidadores y éstos no hayan entrado en funciones, el Consejo de Administración y los funcionarios y gerentes de la Sociedad continuarán desempeñando su encargo, pero solamente para efectos del artículo 242 de la Ley General de Sociedades Mercantiles y no podrán iniciar nuevas operaciones después de haber sido aprobada por los accionistas la resolución de disolución de la Sociedad o de que se compruebe la existencia de la causa legal de ésta.</span>
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<span style="font-family:Arial; font-size:10pt">Con fecha </span><span style="font-family:Arial; font-size:10pt">18 de agosto de 2025</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">PMIC L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">firmó con la empresa </span><span style="font-family:Arial; font-size:10pt">Galaz, Yamazaki, Ruiz Urquiza, S.C.</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">A</span><span style="font-family:Arial; font-size:10pt">filiada </span><span style="font-family:Arial; font-size:10pt">a una firma </span><span style="font-family:Arial; font-size:10pt">miembro de Deloitte </span><span style="font-family:Arial; font-size:10pt">Touche Tohmatsu Limited</span><span style="font-family:Arial; font-size:10pt">, misma que cumple con los requisitos de independencia establecidos para tales efectos en las Disposiciones de carácter general aplicables a las emisoras y entidades financieras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos, una carta compromiso de servicios profesionales para llevar a cabo la auditoría de los estados financieros del ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">. Cabe mencionar que el auditor externo </span><span style="font-family:Arial; font-size:10pt">fue designado</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">a partir de 2022, en sustitución de </span><span style="font-family:Arial; font-size:10pt">Mancera, S.C. Integrante de Ernst & Young Global Limited</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC L</span><span style="font-family:Arial; font-size:10pt">atam</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">ha obtenido por parte del auditor externo opinión no modificada o favorable (sin salvedad) acerca de sus estados financieros correspondiente a los ejercicios </span><span style="font-family:Arial; font-size:10pt">de 2015 a 202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">CMIC es propietario de la Fideicomitente y le proporciona los recursos materiales, así como sistemas y procedimientos, incorporando las mejores prácticas de la industria a nivel mundial. Por tanto, </span><span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">Latam </span><span style="font-family:Arial; font-size:10pt">se beneficia de la experiencia del equipo, manuales y del gobierno corporativo de CMIC con una responsabilidad legal limitada a su operación como administradora.</span>
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<span style="font-family:Arial; font-size:10pt">Conforme a lo anterior, y de acuerdo con las políticas de mejores prácticas adoptadas por </span><span style="font-family:Arial; font-size:10pt">PMIC </span><span style="font-family:Arial; font-size:10pt">Latam</span><span style="font-family:Arial; font-size:10pt">, el socio que dictamine los estados financieros de la sociedad, así como su grupo de trabajo, deberá ser cambiado al menos cada 5 (cinco) años con el fin de asegurar la objetividad en sus trabajos e informes. La selección del auditor externo se lleva a cabo por medio de concurso de </span><span style="font-family:Arial; font-size:10pt">por lo menos tres firmas auditoras, basándose en un análisis comparativo de las propuestas licitadas de servicios profesionales, en donde se explique al menos lo siguiente:</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:10pt">Factores que utilizaron para calcular los honorarios.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">B.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:10pt">Personal que se hará cargo de la auditoría por nivel jerárquico.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">C.</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:Arial; font-size:10pt">Formación profesional de los auditores.</span>
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<span style="font-family:Arial; font-size:10pt">D.</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:Arial; font-size:10pt">Resumen ejecutivo de las etapas en las que se llevará a cab</span><span style="font-family:Arial; font-size:10pt">o </span><span style="font-family:Arial; font-size:10pt">la auditoría, incluyendo sus objetivos; los requerimientos de apoyo a la empresa; identificación de los gastos, como por ejemplo: los viáticos, que corresponderán a la empresa sujetos a comprobación y reembolso; especificación de los productos o “entregables” derivados de la auditoría, incluyendo las fechas comprometidas para esto</span>
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<span style="font-family:Arial; font-size:10pt">Los gastos por los servicios de auditoria para el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> ascienden a $</span><span style="font-family:Arial; font-size:10pt">309,500</span><span style="font-family:Arial; font-size:10pt">.00 (</span><span style="font-family:Arial; font-size:10pt">trescientos nueve mil quinientos</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Pesos 00/100 M.N.) más IVA. </span><span style="font-family:Arial; font-size:10pt">El Fideicomitente no tiene contratados servicios adicionales con </span><span style="font-family:Arial; font-size:10pt">Galaz, Yamazaki, Ruiz Urquiza, S.C </span><span style="font-family:Arial; font-size:10pt">diferentes a la auditoría.</span>
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<span style="font-family:Arial; font-size:10pt">Actualmente no existe ninguna relación de negocios, acuerdos o convenios relevantes entre el Fiduciario, el Fideicomitente y el Administrador, o cualquier otro tercero, ni se ha realizado en los últimos 3 (tres) ejercicios, y hasta la fecha, ninguna transacción o crédito relevante, entre el Fiduciario, el Fideicomitente o cualquier otro tercero que sea relevante para los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">Por lo tanto, se puede afirmar que</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> a la fecha del presente Reporte Anual, el Fideicomitente no ha realizado operaciones con </span><span style="font-family:Arial; font-size:10pt">P</span><span style="font-family:Arial; font-size:10pt">ersonas </span><span style="font-family:Arial; font-size:10pt">R</span><span style="font-family:Arial; font-size:10pt">elacionadas </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso, ni</span><span style="font-family:Arial; font-size:10pt"> ha presentado conflictos de interés</span><span style="font-family:Arial; font-size:10pt">, ni</span><span style="font-family:Arial; font-size:10pt"> ha realizado cualquier transacción con otro tercero que sea relevante para los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">E</span><span style="font-family:Arial; font-size:10pt">l Fideicomitente cuenta con una Política de Diversidad, Equidad e Inclusión, cuyo objetivo es fomentar una cultura organizacional que promueva la diversidad, la equidad y la inclusión laboral. Entre sus objetivos se encuentra impulsar la inclusión laboral sin distinción de género en la </span><span style="font-family:Arial; font-size:10pt">integración de los órganos de decisión del grupo de empresas de Fondo de Fondos</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> Cabe destacar que, durante 2024 y 2025, se promovió la inclusión laboral mediante la contratación de personal con discapacidad intelectual. </span>
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<span style="font-family:Arial; font-size:10pt">Finalmente, se hace constar que ninguna empresa, gobierno extranjero, ni persona física o moral puede imponer directa o indirectamente decisiones en las Asambleas de Tenedores, ni nombrar o destituir a la mayoría de los miembros del Comité Técnico, ni dirigir directa o indirectamente</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la administración, estrategia o principales políticas del Fideicomiso, ya sea mediante la propiedad de valores, por contrato o por cualquier otro medio.</span>
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<span style="font-family:Arial; font-size:10pt">La información financiera que se presenta a continuación fue extraída de los estados financieros dictaminados del Fideicomiso, y debe ser analizada en conjunto con los mismos y sus notas. Los estados financieros están preparados de acuerdo con las Normas Internacionales de Información Financiera (“NIIF”). En las notas a los estados financieros se resumen las principales políticas de contabilidad seguidas por la administración del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; text-decoration:underline">Resumen financiero.</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso se constituyó el 22 de diciembre de 2015, y con fecha 23 de diciembre de 2015 se realizó la Emisión Inicial por un importe de $200,000,000.00 (doscientos millones de Pesos 00/100 M.N.). Posteriormente, con fecha 27 de marzo de 2017 la Asamblea de Tenedores aprobó incrementar el Monto Máximo de la Emisión hasta por la cantidad de $3,900,000,000.00 (tres mil novecientos millones de Pesos 00/100 M.N.), como consecuencia de dicha autorización, se resolvió llevar a cabo la emisión de los Certificados Bursátiles Adicionales correspondiente al 20% del Monto Máximo de la Emisión de los Certificados Bursátiles Adicionales, la cual se llevó a cabo con fecha 13 de julio de 2017 mediante la emisión de un importe de $580,000,000.00 (quinientos ochenta millones de Pesos 00/100 M.N.). Posteriormente, en la tercera sesión de Comité Técnico celebrada el 5 de abril de 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en dicha Sesión, por lo que el día 7 de junio de 2019 se realizó la primera Emisión Subsecuente por un monto de $124,990,000.00 (ciento veinticuatro millones novecientos noventa mil Pesos 00/100 M.N.). Asimismo, mediante resoluciones unánimes de los miembros del Comité Técnico adoptadas fuera de sesión el 4 de septiembre de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> 2019, se resolvió, entre otros asuntos, instruir al Fiduciario para llevar a cabo las Emisiones Subsecuentes requeridas para realizar la Inversión aprobada en la Asamblea de Tenedores de fecha 20 de junio de 2018, por lo que el día 30 de septiembre de 2019 se realizó la segunda Emisión Subsecuente por un monto de $99,997,500.00 (noventa y nueve millones novecientos noventa y siete mil quinientos Pesos 00/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">. C</span><span style="font-family:Arial; font-size:10pt">on fecha 29 de junio de 2021 se llevó a cabo la tercera Emisión Subsecuente por un monto de $50,995,000.00 (cincuenta millones novecientos noventa y cinco mil Pesos 00/100 M.N.)</span><span style="font-family:Arial; font-size:10pt">;</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">con fecha 10 de abril de 2023 se realizó la cuarta Emisión Subsecuente por un monto de $29,998,125.00 (veintinueve millones novecientos noventa y ocho mil</span><span style="font-family:Arial; font-size:10pt"> ciento veinticinco Pesos 00/100 M.N); y, por último, con fecha 24 de octubre de 2023 se realizó la quinta Emisión Subsecuente por un monto de $</span><span style="font-family:Arial; font-size:10pt">21</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">498</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt">750</span><span style="font-family:Arial; font-size:10pt">.00 (veintiún millones cuatrocientos noventa y ocho mil setecientos cincuenta Pesos 00/100 M.N.).</span>
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<span style="font-family:Arial; font-size:10pt">Por tanto, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el monto total emitido por el Fideicomiso es de $</span><span style="font-family:Arial; font-size:10pt">1,107,479,375.00 </span><span style="font-family:Arial; font-size:10pt">(mil ciento siete millones cuatrocientos setenta y nueve mil trescientos setenta y cinco Pesos 00/100 M.N.), correspondientes a 300,586 (trescientos mil quinientos ochenta y seis) Certificados Bursátiles en circulación.</span>
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<span style="font-family:Arial; font-size:10pt">El día 2 de marzo de 2018 se celebró la segunda sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en un proyecto de energía eléctrica por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 3 de abril de 2018, se firmaron los documentos de formalización de esta Inversión y, en esa misma fecha, se llevó a cabo la aportación única al Vehículo de Inversión (el “Fideicomiso F/3309”) constituido para dicho proyecto.</span>
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<span style="font-family:Arial; font-size:10pt">Por otra parte, el día 20 de junio de 2018, la Asamblea General de Tenedores autorizó llevar a cabo una Inversión en un Vehículo de Inversión enfocado en Capital Emprendedor y etapa de crecimiento (el “Mexico Ventures II”) hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.), dicha Inversión se formalizó el día 29 de junio de 2018 y el día 13 de julio de 2018 se realizó la primera aportación de capital. La participación del Fideicomiso en dicho vehículo es del 18.94%.</span>
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<span style="font-family:Arial; font-size:10pt">El día 5 de abril de 2019 se celebró la tercera sesión de Comité Técnico en la cual se resolvió autorizar una Inversión en una empresa dedicada al alojamiento y hospitalidad para los viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millennials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” (el “Proyecto Selina”) por un monto de hasta US$20,000,000.00 (veinte millones de Dólares 00/100 USD) en términos y condiciones sustancialmente iguales a los presentados por el Administrador. Con fecha 10 de junio de 2019, se firmaron los documentos de formalización de esta Inversión y el día 12 de junio de 2019, se llevaron a cabo las aportaciones correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social</span><span style="font-family:Arial; font-size:10pt"> del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt">; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones </span><span style="font-family:Arial; font-size:10pt">del Proyecto Selina</span><span style="font-family:Arial; font-size:10pt"> por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El </span><span style="font-family:Arial; font-size:10pt">27 de abril de 2023 finalizó el </span><span style="font-family:Arial; font-size:10pt">periodo de bloqueo </span><span style="font-family:Arial; font-size:10pt">del Fideicomiso para la</span><span style="font-family:Arial; font-size:10pt"> venta de las acciones</span><span style="font-family:Arial; font-size:10pt">, correspondiente a</span><span style="font-family:Arial; font-size:10pt"> 6 (seis) meses a partir del inicio de cotización</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se muestran las aportaciones de capital que el Fideicomiso </span><span style="font-family:Arial; font-size:10pt">realizó durante el ejercicio reportado</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
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<span style="font-family:Arial; font-size:10pt">20-mar-2025</span>
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<span style="font-family:Arial; font-size:10pt">$176,765.20</span>
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<span style="font-family:Arial; font-size:10pt">Dólares</span>
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<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">1</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">04-sep-2025</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$76,051.77</span>
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<span style="font-family:Arial; font-size:10pt">Dólares</span>
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<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">2</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$49,101.44 </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:123.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">3</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">1</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span><span style="font-family:Arial; font-size:10pt"> La cantidad de US$</span><span style="font-family:Arial; font-size:10pt">107,136.42</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio, mientras que la diferencia, es decir, la cantidad de US$</span><span style="font-family:Arial; font-size:10pt">69,628.78</span><span style="font-family:Arial; font-size:10pt"> fue cubierta con cargo al Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">2</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:4.33pt; vertical-align:super">(</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">3</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">)</span><span style="font-family:Arial; font-size:10pt"> Dicha aportación de capital fue cubierta con los recursos recibidos de la desinversión recibida de uno de los Vehículos del Portafolio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con fecha 22 de julio de 2019, el Fideicomiso realizó la disposición de los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 para efectuar el pago de los intereses facturados por cierto fideicomitente de dicho fideicomiso. Por tanto, dicha operación redujo el monto invertido en la cantidad de $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con fecha 13 de abril de 2020, le fueron reembolsados al Fideicomiso los rendimientos obtenidos por los recursos que formaron parte de la aportación inicial al Fideicomiso F/3309 y que se encontraban depositados en el Vehículo de Inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra el costo de las Inversiones realizadas por el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Por otra parte, </span><span style="font-family:Arial; font-size:10pt">durante el ejercicio reportado</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha recibido las siguientes distribuciones de los Vehículos de Inversión, mismas que fueron depositadas en la Cuenta de Distribuciones del Fideicomiso en Dólares y en Pesos, según corresponda.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:483.7pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Moneda</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Vehículo de Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">06-may-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$435,239.85</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso, ganancia de capital e intereses</span>
</p>
</td>
</tr>
<tr style="height:25.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:60pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">09-dic-2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$108,261.13</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Dólares</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:101pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II </span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:141.7pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">Reembolso y ganancia de capital.</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Durante el ejercicio reportado</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha realizado las siguientes Distribuciones a los Tenedores conforme a estipulado en el apartado “Aplicación de flujos y recursos” de la sección “Contratos y acuerdos” del presente </span><span style="font-family:Arial; font-size:10pt">Reporte Anual</span><span style="font-family:ArialMT; font-size:10pt">, una vez que el saldo de la Cuenta de Distribución y la Cuenta de Reembolsos, y considerando los intereses generados por las Inversiones Permitidas, fue superior a $5,000,000.00 (cinco millones de Pesos 00/100 M.N.), respectivamente</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:391pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:70.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; color:#ffffff"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Fecha</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:111.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Importe</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:187pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">29-ene-2025</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:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,917,174.88</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Séptima distribución a Tenedores</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<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:70.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">27-jun-</span><span style="font-family:Arial; font-size:10pt">20</span><span style="font-family:Arial; 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:middle; width:111.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,256,715.04</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:187pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Octava distribución a Tenedores</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">El resto de los recursos que forman parte del Patrimonio del Fideicomiso han estado invertidos en valores gubernamentales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">E</span><span style="font-family:Arial; font-size:10pt">l valor razonable de las Inversiones realizadas por el Fideicomiso al 31 de diciembre </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> 2021</span><span style="font-family:Arial; font-size:10pt"> es</span><span style="font-family:Arial; font-size:10pt"> como sigue</span><span style="font-family:Arial; font-size:10pt">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:593.2pt">
<tr style="height:14.25pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Inversión</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Fideicomiso F/3309</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:14.25pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Mexico Ventures II</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">456,976,881.79</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$507,368,119.15 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$453,894,638.00 </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$579,197,365.42</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$569,442,102.03</span>
</p>
</td>
</tr>
<tr style="height:14.25pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Proyecto Selina</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">45.87</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,296.86</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$9,612,496.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">248,520,724.02</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$509,881,666.60</span>
</p>
</td>
</tr>
<tr style="height:25.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:117.45pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos financieros medidos a valor razonable con cambios en resultados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:5.15pt; vertical-align:middle; width:87.9pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">456,976,927.66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$507,373,416.01</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$463,507,134.05 </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$827,718,089.44</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:86.55pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$1,079,323,768.63</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 2025</span><span style="font-family:Arial; font-size:10pt">, los ingresos acumulados del Fideicomiso durante el presente periodo están </span><span style="font-family:Arial; font-size:10pt">conformados por </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="font-family:Arial; font-size:10pt"> pérdida en el resultado neto por fluctuación cambiaria por </span><span style="font-family:Arial; font-size:10pt">$480,912.09</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">(cuatrocientos </span><span style="font-family:Arial; font-size:10pt">ochenta</span><span style="font-family:Arial; font-size:10pt"> mil </span><span style="font-family:Arial; font-size:10pt">novecientos doce </span><span style="font-family:Arial; font-size:10pt">Pesos </span><span style="font-family:Arial; font-size:10pt">0</span><span style="font-family:Arial; font-size:10pt">9/100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(ii)</span><span style="font-family:Arial; font-size:10pt"> intereses ganados por </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">6,606,314.51 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">seis millones seiscientos seis mil trescientos catorce</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">51</span><span style="font-family:Arial; font-size:10pt">/</span><span style="font-family:Arial; font-size:10pt">100 M.N.); </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iii)</span><span style="font-family:Arial; font-size:10pt"> pérdida por cambios en el valor razonable de activos financieros por </span><span style="font-family:Arial; font-size:10pt">$46,038,632.77 (cuarenta y seis millones treinta y ocho mil seiscientos treinta y dos </span><span style="font-family:Arial; font-size:10pt">Pesos 77/100 M.N.);</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(iv)</span><span style="font-family:Arial; font-size:10pt"> ingresos por venta de inversiones por $</span><span style="font-family:Arial; font-size:10pt">14,024,819.50 </span><span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">catorce millones veinticuatro mil ochocientos diecinueve</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">50</span><span style="font-family:Arial; font-size:10pt">/100 M.N.) </span><span style="font-family:Arial; font-size:10pt; font-style:italic">menos</span><span style="font-family:Arial; font-size:10pt"> un costo de venta de inversiones por </span><span style="font-family:Arial; font-size:10pt">$11,096,399.48</span><span style="font-family:Arial; font-size:10pt"> (</span><span style="font-family:Arial; font-size:10pt">once millones noventa y seis mil trescientos noventa y nueve</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">48</span><span style="font-family:Arial; font-size:10pt">/100 M.N.); y </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">(v)</span><span style="font-family:Arial; font-size:10pt"> otros ingresos por </span><span style="font-family:Arial; font-size:10pt">$1,881,231.77</span><span style="font-family:Arial; font-size:10pt"> (un millón </span><span style="font-family:Arial; font-size:10pt">ocho</span><span style="font-family:Arial; font-size:10pt">cientos </span><span style="font-family:Arial; font-size:10pt">ochenta y un</span><span style="font-family:Arial; font-size:10pt"> mil </span><span style="font-family:Arial; font-size:10pt">doscientos treinta y un</span><span style="font-family:Arial; font-size:10pt"> Pesos </span><span style="font-family:Arial; font-size:10pt">77</span><span style="font-family:Arial; font-size:10pt">/100 M.N.).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se muestra un comparativo de los ingresos del Fideicomiso al cierre del mes de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">1</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en Pesos).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:578.2pt">
<tr style="height:15pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">1-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2023</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic-2022</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">31-dic</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">-2021</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:20.95pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Cambios en el valor razonable de activos financieros</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($46,038,632.77)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">42,035,004.97</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">($372,512,702.61)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($272,230,839.77)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$382,069,651.13</span>
</p>
</td>
</tr>
<tr style="height:14.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Intereses ganados</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,606,314.51</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,817,800.99</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$7,069,811.95</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,269,408.53</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,170,162.50</span>
</p>
</td>
</tr>
<tr style="height:26.4pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Resultado neto por fluctuación cambiaria</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($480,912.09)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$433,807.04</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($368,935.85)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($1,087,141.18)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,918,040.90</span>
</p>
</td>
</tr>
<tr style="height:14.45pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos por dividendos</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$127,283.29</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$4,568,369.30</span>
</p>
</td>
</tr>
<tr style="height:14.45pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos por venta de inversiones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$14,024,819.50</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$4,632,086.13</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,158,157.49</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$12,153,814.24</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$32,388,142.17</span>
</p>
</td>
</tr>
<tr style="height:5.65pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:bottom; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Costo de venta de inversiones</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($11,096,399.48)</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">($5,473,573.64)</span>
</p>
</td>
<td style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">($6,092,416.94)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($7,934,587.22)</span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($6,494,377.94)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Otros ingresos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,881,231.77</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$602,563.27</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right; background-color:#ffffff">
<span style="font-family:Arial; font-size:10pt">$318,620.73</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,129,980.89</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$51,256.17</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:131.3pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Total de ingresos</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.3pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($35,103,578.56)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-right:2.35pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">51,047,688.76</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($366,427,465.23)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.5pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">($264,572,081.22)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:81.75pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$416,671,244.23</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En cuanto a la información financiera del Fideicomiso</span><span style="font-family:Arial; font-size:10pt">, l</span><span style="font-family:Arial; font-size:10pt">a disminución</span><span style="font-family:Arial; font-size:10pt"> en los ingresos de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> del </span><span style="font-family:Arial; font-size:10pt">168.77%</span><span style="font-family:Arial; font-size:10pt"> con respecto al 202</span><span style="font-family:Arial; font-size:10pt">4,</span><span style="font-family:Arial; font-size:10pt"> se debe principalmente,</span><span style="font-family:Arial; font-size:10pt"> a </span><span style="font-family:Arial; font-size:10pt">una disminución en </span><span style="font-family:Arial; font-size:10pt">los cambios en el valor razonable de activos financieros</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los gastos del ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">disminuyeron</span><span style="font-family:Arial; font-size:10pt"> con respecto al ejercicio 202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt"> en un </span><span style="font-family:Arial; font-size:10pt">36.80</span><span style="font-family:Arial; font-size:10pt">% derivado principalmente </span><span style="font-family:Arial; font-size:10pt">por un</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> disminución de los Gastos de Inversión y de los saldos a favor de </span><span style="font-family:Arial; font-size:10pt">IVA prescritos en el año</span><span style="font-family:Arial; font-size:10pt">. Por lo anterior, el efecto conjunto entre los ingresos netos y gastos del Fideicomiso arroja un</span><span style="font-family:Arial; font-size:10pt">a disminución</span><span style="font-family:Arial; font-size:10pt"> en los activos netos atribuibles a Tenedores del </span><span style="font-family:Arial; font-size:10pt">202.39</span><span style="font-family:Arial; font-size:10pt">% con respecto al ejercicio 202</span><span style="font-family:Arial; font-size:10pt">4</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se presenta el estado de situación</span><span style="font-family:Arial; font-size:10pt"> financiera y el estado de resultados del Fideicomiso por los años terminados el </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">2024</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">.</span>
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" 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<span style="font-family:Arial; font-size:10pt">A continuación, se presenta</span><span style="font-family:Arial; font-size:10pt"> el estado de flujos de efectivo del Fideicomiso por los años terminados el </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de</span><span style="font-family:Arial; font-size:10pt"> 2025,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">2024</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La variación en el efectivo durante el periodo reportado se debe, principalmente, a</span><span style="font-family:Arial; font-size:10pt">l pago de Gastos de Mantenimiento y Gastos de Inversión </span><span style="font-family:Arial; font-size:10pt">derivados de la</span><span style="font-family:Arial; font-size:10pt"> operación del Fideicomiso</span><span style="font-family:Arial; font-size:10pt">, así como </span><span style="font-family:Arial; font-size:10pt">a las </span><span style="font-family:Arial; font-size:10pt">distribuciones recibidas de las Inversiones y las </span><span style="font-family:Arial; font-size:10pt">Distribuciones a Tenedores realizadas durante el ejercicio</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Patrimonio del Fideicomiso al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> se encuentra compuesto por la Aportación Inicial, los recursos obtenidos de las Emisiones Iniciales, las Emisiones Subsecuentes (menos Gastos de Emisión y Colocación, Gastos de Mantenimiento y Gastos de Inversión), las Inversiones realizadas, las distribuciones recibidas y los rendimientos obtenidos de acuerdo con las Inversiones Permitidas previstas en el apartado “Inversiones Permitidas” de la sección “Contratos y acuerdos” del presente Reporte Anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se presentan los movimientos de las cuentas que respaldan la operación para el manejo de efectivo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en miles de Pesos).</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta General.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2025</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2024</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2023</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2022</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$58,084</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$62,238</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$11,648</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$13,688</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Aportación de Emisiones Subsecuentes</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$51,497</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta de Flujo</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($7)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">$2,162)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,950)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,957)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a Cuenta de Reserva para Gastos </span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,714)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($1,353)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Gastos de Emisión y Colocación</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($442)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta General en Dólares</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($1,402)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($6,626)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,499)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta de Reembolsos</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,950)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:top; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Distribución</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$36,812</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Reembolsos</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$14,174</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$5,097</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$13,645</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Reserva para Gastos</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$3,896</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Distribuciones a Tenedores</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($14,174)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($5,097)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($50,457)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$4,39</span><span style="font-family:Arial; font-size:10pt">3</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$5,987</span>
</p>
</td>
<td colspan="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; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$4,038</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$917</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$58,354</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$58,084</span>
</p>
</td>
<td colspan="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:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$62,238</span>
</p>
</td>
<td colspan="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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$11,648</span>
</p>
</td>
</tr>
<tr style="height:15.65pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:211.8pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Reserva para Gastos.</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td colspan="2" 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:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:15.65pt">
<td style="background-color:#002060; 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:211.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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:middle; width:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$21,227</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$22,651</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:0.03pt; vertical-align:middle; width:70.07pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$28,265</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$31,208</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta General </span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,714</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,353</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta General</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($3,896)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Gastos de Mantenimiento</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($5,115)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($5,326)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($4,453)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($5,108)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,751</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,549</span>
</p>
</td>
<td colspan="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; padding-right:0.03pt; vertical-align:middle; width:70.07pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,645</span>
</p>
</td>
<td colspan="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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,165</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$20,577</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$21,227</span>
</p>
</td>
<td colspan="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-right:0.03pt; vertical-align:middle; width:70.07pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$22,561</span>
</p>
</td>
<td colspan="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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$28,265</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:211.8pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Flujo.</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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td colspan="2" 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:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.85pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:211.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta General</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$7</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,162</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,950</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,957</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Gastos de Inversión</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($7)</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,162)</span>
</p>
</td>
<td colspan="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; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,950)</span>
</p>
</td>
<td colspan="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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($2,957)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:211.8pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Distribución.</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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td colspan="2" 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:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.75pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:211.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$49</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$44</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$40</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$10</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Distribución en Dólares</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$36,802</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta General</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($36,812)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$4</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$5</span>
</p>
</td>
<td colspan="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; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$4</span>
</p>
</td>
<td colspan="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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$40</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$53</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$4</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">9</span>
</p>
</td>
<td colspan="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:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$4</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">4</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">4</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">0</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:211.8pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Reembolsos.</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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" 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; vertical-align:middle; width:67.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td colspan="2" 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:3.5pt; padding-right:3.5pt; vertical-align:middle; width:69.15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.85pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:top; width:211.8pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$37</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$34</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$156</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$7</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Distribuciones recibidas de Empresas Promovidas</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$153</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta General</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2,950</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Reembolsos en Dólares</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$14,124</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,792</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$13,620</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta General</span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($14,</span><span style="font-family:Arial; font-size:10pt">174)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($5,097)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($13,645)</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</span><span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$30</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$3</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2</span><span style="font-family:Arial; font-size:10pt">33</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">21</span>
</p>
</td>
</tr>
<tr style="height:12.85pt">
<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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:211.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$17</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$3</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">7</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">34</span>
</p>
</td>
<td colspan="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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">156</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:218.8pt; border:none">
</td>
<td style="width:67.7pt; border:none">
</td>
<td style="width:3.15pt; border:none">
</td>
<td style="width:64.55pt; border:none">
</td>
<td style="width:6.3pt; border:none">
</td>
<td style="width:61.4pt; border:none">
</td>
<td style="width:9.45pt; border:none">
</td>
<td style="width:66.7pt; border:none">
</td>
<td style="width:4.15pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en miles</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> de Dólares).</span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:499.55pt">
<tr style="height:12.65pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:190.95pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta General.</span>
</p>
</td>
<td colspan="2" style="vertical-align:top; width:55.25pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:2.8pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:top; width:58.65pt">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:top; width:61.65pt">
<p style="margin:0pt">
<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; vertical-align:top">
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; vertical-align:top">
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="background-color:#002060; 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:middle; width:209.15pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="3" style="background-color:#002060; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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:middle; width:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$287</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,484</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta de Flujo en Dólares</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($70)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($373)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($598)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($1,200)</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta General en Pesos</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$70</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$373</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$145</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta de Reembolsos en Dólares</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$164</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$2</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$3</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="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-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">-</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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">287</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:209.15pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Flujo.</span>
</p>
</td>
<td colspan="3" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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:top; width:209.15pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="3" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso de la Cuenta General en Dólares</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$70</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$373</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$598</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,200</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Gastos de Inversión</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($9)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($12)</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Inversiones en Empresas Promovidas</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($70)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($373)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($589)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($1,188)</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="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-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:209.15pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Distribución.</span>
</p>
</td>
<td colspan="3" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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:top; width:209.15pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="3" style="background-color:#002060; 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; vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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; vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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-right:0.03pt; vertical-align:middle; width:70.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1,804</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta de Distribución Pesos</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($1,804)</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="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-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$-</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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:209.15pt">
<p style="margin:0pt">
<br /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Cuenta de Reembolsos.</span>
</p>
</td>
<td colspan="3" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </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; vertical-align:top">
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; 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:top; width:209.15pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td colspan="3" style="background-color:#002060; 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; vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">5</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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; vertical-align:middle; width:70.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">4</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; 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-right:0.03pt; vertical-align:middle; width:70.45pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">2</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Saldo inicial</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">287</span>
</p>
</td>
<td colspan="2" style="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$56</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$163</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$412</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Distribuciones recibidas de Empresas Promovidas</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$544</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$230</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$154</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$424</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta General en Dólares</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($164)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="2" style="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:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Traspaso a la Cuenta de Reembolsos en Pesos</span>
</p>
</td>
<td colspan="3" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($723)</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td colspan="2" style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($98)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">($673)</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="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; padding-left:3.12pt; padding-right:3.5pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Rendimiento neto</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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1</span>
</p>
</td>
<td colspan="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; vertical-align:middle; width:70.47pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1</span>
</p>
</td>
<td colspan="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; padding-left:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:12.65pt">
<td colspan="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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:209.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Saldo final</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; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$109</span>
</p>
</td>
<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; vertical-align:middle; width:70.1pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">287</span>
</p>
</td>
<td colspan="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:0.03pt; padding-right:0.03pt; vertical-align:middle; width:70.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">56</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:63.85pt">
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">$</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">163</span>
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<span style="font-family:Arial; font-size:10pt">La variación en el efectivo durante el periodo reportado se debe, principalmente, a</span><span style="font-family:Arial; font-size:10pt">l pago de Gastos de Mantenimiento y Gastos de Inversión derivados de la operación del Fideicomiso, así como </span><span style="font-family:Arial; font-size:10pt">a las </span><span style="font-family:Arial; font-size:10pt">distribuciones recibidas de las Inversiones y las Distribuciones a Tenedores realizadas durante el ejercicio</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Salvo por los riesgos que se mencionan en la sección denominada “Factores de riesgo” del presente Reporte Anual, al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el Administrador no tiene conocimiento de tendencias, compromisos o acontecimientos relacionados directamente con el negocio, que puedan o vayan a afectar significativamente la liquidez del Fideicomiso o sus resultados de operación o situación financiera. No obstante, la información presentada no es indicativa del desempeño futuro del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La información presentada en esta sección no es indicativa del desempeño futuro de las Empresas Promovidas o del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Empresa Promovida: Mexico Ventures II Fund of Funds, L.P.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt">Información financiera seleccionada.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La información financiera seleccionada que se presenta a continuación se conforma de cifras no auditadas del ejercicio 20</span><span style="font-family:Arial; font-size:10pt">25</span><span style="font-family:Arial; font-size:10pt"> y cifras auditadas para el año </span><span style="font-family:Arial; font-size:10pt">2024, </span><span style="font-family:Arial; font-size:10pt">2023, 2</span><span style="font-family:Arial; font-size:10pt">022</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">2021</span><span style="font-family:Arial; font-size:10pt">. Cabe señalar que la inversión del Fideicomiso comenzó a partir del 13 de julio de 2018.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">(Cifras expresadas en miles)</span><span style="width:8.38pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> </span>
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<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:118.68pt">
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Diciembre 2025</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Diciembre 2024</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Diciembre 202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">3</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> (Dólares)</span>
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</td>
<td style="background-color:#002060; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(Pesos)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> (Dólares)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(Pesos)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> (Dólares)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(Pesos)</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Utilidad neta</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$6,989</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$125,810</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">4,304)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">(</span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">89,464</span><span style="font-family:Arial; font-size:10pt">)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($25,759)</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">($435,819)</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Activo</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$144,68</span><span style="font-family:Arial; font-size:10pt">6</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,604,52</span><span style="font-family:Arial; font-size:10pt">2</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">140,211</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,</span><span style="font-family:Arial; font-size:10pt">914,454</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$143,404</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,426,257</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Pasivo</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$297</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">5,346</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$301</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">6,257</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$350</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$5,916</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:67.85pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">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; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$144,388</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:top; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,599,157</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; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">139,910</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:56.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,</span><span style="font-family:Arial; font-size:10pt">908,197</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; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$143,054</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; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:56.25pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$2,420,341</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:74.85pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
<td style="width:62.35pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<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:355.4pt">
<tr style="height:11.35pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:78.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:140.17pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Diciembre 20</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">22</span>
</p>
</td>
<td colspan="2" style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:117.3pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Diciembre 20</span><span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">21</span>
</p>
</td>
</tr>
<tr style="height:11.35pt">
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:78.05pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">Concepto</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> (Dólares)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(Pesos)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff"> (Dólares)</span>
</p>
</td>
<td style="background-color:#002060; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:center; background-color:#002060">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; color:#ffffff">(Pesos)</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; 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:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Ingresos</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$-</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Utilidad neta</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$893</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$17,387</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$75,954</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,554,566</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Activo</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$167,167</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,255,005</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$163,225</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,340,759</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Pasivo</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$438</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$8,531</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$1,408</span>
</p>
</td>
<td style="border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$28,818</span>
</p>
</td>
</tr>
<tr style="height:9.75pt">
<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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:78.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">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; padding-right:5.28pt; vertical-align:middle; width:64.82pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$166,730</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; padding-right:5.28pt; vertical-align:middle; width:69.32pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,246,474</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; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.35pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$161,817</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; padding-left:0.03pt; padding-right:5.32pt; vertical-align:middle; width:55.85pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$3,311,941</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:85.05pt; border:none">
</td>
<td style="width:70.85pt; border:none">
</td>
<td style="width:75.35pt; border:none">
</td>
<td style="width:61.45pt; border:none">
</td>
<td style="width:61.95pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tipo de Cambio al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">: $</span><span style="font-family:Arial; font-size:10pt">18.0012</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tipo de Cambio al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">: $</span><span style="font-family:Arial; font-size:10pt">20.7862</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tipo de Cambio al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">: $</span><span style="font-family:Arial; font-size:10pt">16.9190</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tipo de Cambio al 31 de diciembre de 2022: $</span><span style="font-family:Arial; font-size:10pt">19.4715</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Tipo de Cambio al 31 de diciembre de 2021: $</span><span style="font-family:Arial; font-size:10pt">20.4672</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">A la fecha del presente Reporte Anual, el Fideicomiso no cuenta con créditos, préstamos o financiamientos relevantes o contingencias, incluyendo aquellos créditos o adeudos de tipo fiscal</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:10pt; color:#1d1b11">Durante el </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">ejercicio 202</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">5</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">, l</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">os activos netos atribuibles a los Tenedores </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">tuvieron un</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">a</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">disminución </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">del </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">9.35</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">% </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">con respecto al ejercicio 202</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">4</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">, derivado </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">de</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">los cambios en el valor razonable de los activos financieros, principalmente por </span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">minus</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">valías</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> en la valuación</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> de la</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">s</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> Inversi</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11">ones</span><span style="font-family:Arial; font-size:10pt; color:#1d1b11"> del Fideicomiso</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado se han realizado 3 (tres) Inversiones y 1 (una) Desinversión total, la primera Inversión, misma que ha sido desinvertida en su totalidad, se realizó en una empresa que participa en el sector energético en México por un monto de US$14,965,977.00 (catorce millones novecientos sesenta y cinco mil novecientos setenta y siete Dólares 00/100 USD) y $9,520,739.00 (nueve millones quinientos veinte mil setecientos treinta y nueve Pesos 00/100 M.N.), en el entendido de que, con fecha 22 de julio de 2019 el Fideicomiso realizó la disposición de éste último importe para efectuar el pago de ciertos intereses y, por tal motivo, el monto efectivamente invertido se redujo en dicha cantidad; la segunda Inversión se llevó a cabo en un Vehículo de Inversión enfocado en invertir en fondos de Capital Emprendedor y etapa de crecimiento que realicen inversiones en México hasta por un monto de $400,000,000.00 (cuatrocientos millones de Pesos 00/100 M.N.); y la tercera Inversión se realizó en una empresa cuya actividad principal consiste en el alojamiento y hospitalidad para viajeros denominados “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">millenials</span><span style="font-family:Arial; font-size:10pt">-nómadas digitales” por un monto de US$20,000,000.00 (veinte millones de Dólares 00/100 USD).</span>
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<span style="font-family:Arial; font-size:10pt">El día 11 de mayo de 2020 mediante Resoluciones Unánimes de los miembros del Comité Técnico del Fideicomiso, adoptadas fuera sesión, se aprobó llevar a cabo la Desinversión en el Proyecto Mars, a petición de los Tenedores, y en términos sustancialmente similares a los presentados por el Administrador en el Memorándum de Desinversión; y suscribir todos aquellos documentos necesarios para formalizar la operación. Con fecha 26 de mayo de 2020, se firmaron los documentos de formalización de esta Desinversión y con fecha 2 de julio de 2020 se obtuvo la autorización de la operación por parte de la Comisión Federal de Competencia Económica (“COFECE”), por lo que el día 24 de julio de 2020, una vez cumplidas la totalidad de las condiciones previstas, se recibieron los recursos correspondientes al primer y segundo pago, mientras que el 25 de junio de 2021 se recibieron los recursos correspondientes al tercer pago, y finalmente el 21 de diciembre de 2021 se recibieron los recursos correspondientes al cuarto y último pago, de acuerdo con el calendario establecido en los documentos de formalización.</span>
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<span style="font-family:Arial; font-size:10pt">El 21 de octubre de 2022, el FFLATAM-15-3 celebró, en su carácter de cedente, un contrato de cesión con Banco Actinver, S.A., Institución de Banca Múltiple, Grupo Financiero Actinver, en su carácter de fiduciario del fideicomiso 5444 (el “Fideicomiso 5444”), a través del cual cedió (i) las acciones representativas de la parte variable del capital social del Proyecto Selina; (ii) los derechos antidilución otorgados mediante cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 15 de enero de 2018; y (iii) los derechos y obligaciones adquiridos mediante la firma de cierto contrato denominado “</span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt">”, de fecha 21 de junio de 2019. En esa misma fecha, para así capturar el valor de la inversión a nivel holding y tener un mecanismo de salida con mayor liquidez, el Fideicomiso 5444 ejerció el </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Put and Call Option Agreement</span><span style="font-family:Arial; font-size:10pt"> para intercambiar las acciones del Proyecto Selina por acciones de la compañía holding que inició a cotizar en Nasdaq el 27 de octubre 2022, bajo la clave de pizarra SLNA, como parte de la fusión con el SPAC. El 27 de abril de 2023 finalizó el periodo de bloqueo del Fideicomiso para la venta de las acciones, correspondiente a 6 (seis) meses a partir del inicio de cotización, sin embargo, el precio de cotización continúa por debajo del precio objetivo para su venta. Cabe señalar que el FFLATAM-15-3, así como el Coinversionista, son fideicomitentes y fideicomisarios del Fideicomiso 5444, y que dicha operación se llevó a cabo conforme a lo aprobado por el Comité Técnico del Fideicomiso, de fecha 23 de agosto de 2022.</span>
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<span style="font-family:Arial; font-size:10pt">N</span><span style="font-family:Arial; font-size:10pt">asdaq</span><span style="font-family:Arial; font-size:10pt"> confirmó que</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">derivado de los bajos precios de cotización de la emisora</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el 29 de julio de 2024</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las acciones </span><span style="font-family:Arial; font-size:10pt">SLNA</span><span style="font-family:Arial; font-size:10pt"> ser</span><span style="font-family:Arial; font-size:10pt">ía</span><span style="font-family:Arial; font-size:10pt">n suspendidas en la apertura del mercado</span><span style="font-family:Arial; font-size:10pt"> y, </span><span style="font-family:Arial; font-size:10pt">el 30 de septiembre de 2024</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> fueron deslistadas </span><span style="font-family:Arial; font-size:10pt">para comenzar</span><span style="font-family:Arial; font-size:10pt"> a operarse en </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt"> mercado </span><span style="font-family:Arial; font-size:10pt; font-style:italic">Over The Counter</span><span style="font-family:Arial; font-size:10pt"> (OTC).</span>
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<span style="font-family:Arial; font-size:10pt">Conforme a lo previsto en los Documentos de la Emisión, no existe ni existió un calendario real o aproximado de los tiempos en los que el Fideicomiso llevó a cabo Inversiones y llevará a cabo sus respectivas Desinversiones.</span>
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<span style="font-family:Arial; font-size:10pt">Por lo anterior, y de acuerdo con las resoluciones unánimes de los miembros del Comité Técnico del Fideicomiso adoptadas fuera de sesión el </span><span style="font-family:Arial; font-size:10pt">7</span><span style="font-family:Arial; font-size:10pt"> de octubre de 202</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">, el Periodo de Inversión ha sido debidamente cumplido.</span>
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<span style="font-family:Arial; font-size:10pt">Al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso ha emitido el </span><span style="font-family:Arial; font-size:10pt">28.4</span><span style="font-family:Arial; font-size:10pt">0</span><span style="font-family:Arial; font-size:10pt">% del Monto Máximo de la Emisión y se ha </span><span style="font-family:Arial; font-size:10pt">distribuido</span><span style="font-family:Arial; font-size:10pt"> a los Tenedores el </span><span style="font-family:Arial; font-size:10pt">50.43</span><span style="font-family:Arial; font-size:10pt">% del monto total emitido.</span>
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<span style="font-family:Arial; font-size:10pt">Asimismo, no se tiene conocimiento de la existencia de factores que afecten significativamente la comparabilidad de la información financiera del Fideicomiso. Por otra parte, se informa que no han existido cambios en la contabilidad, ni cambios en la estructura de la transacción o en la composición de los activos que conforman el Patrimonio del Fideicomiso, salvo por la Desinversión y Distribución realizadas.</span>
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<span style="font-family:Arial; font-size:10pt">Salvo por los riesgos que se mencionan en la sección denominada “Factores de riesgo” del presente Reporte Anual, al </span><span style="font-family:Arial; font-size:10pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el Administrador no tiene conocimiento de tendencias, compromisos o acontecimientos relacionados directamente con el negocio, que puedan o vayan a afectar significativamente la liquidez del Fideicomiso o sus resultados de operación o situación financiera. No obstante, la información presentada no es indicativa del desempeño futuro del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">En cuanto a los resultados de la operación en el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso obtuvo un </span><span style="font-family:Arial; font-size:10pt">decremento</span><span style="font-family:Arial; font-size:10pt"> en los activos netos atribuibles a los </span><span style="font-family:Arial; font-size:10pt">T</span><span style="font-family:Arial; font-size:10pt">enedores por </span><span style="font-family:Arial; font-size:10pt">($41,653,820.35)</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">que, </span><span style="font-family:Arial; font-size:10pt">e</span><span style="font-family:Arial; font-size:10pt">n comparación con el resultado del ejercicio anterior de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">$40,683,207.09</span><span style="font-family:Arial; font-size:10pt">, representa un </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt">cremento del </span><span style="font-family:Arial; font-size:10pt">202.39</span><span style="font-family:Arial; font-size:10pt">%, impulsado principalmente por las </span><span style="font-family:Arial; font-size:10pt">minu</span><span style="font-family:Arial; font-size:10pt">svalías de su portafolio de inversión.</span>
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<span style="font-family:Arial; font-size:10pt">Adicionalmente, en lo que respecta a los gastos</span><span style="font-family:Arial; font-size:10pt"> de administración y mantenimiento</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">del </span><span style="font-family:Arial; font-size:10pt">Fideicomiso</span><span style="font-family:Arial; font-size:10pt">, se obtuvo </span><span style="font-family:Arial; font-size:10pt">un</span><span style="font-family:Arial; font-size:10pt">a disminución</span><span style="font-family:Arial; font-size:10pt"> del 3</span><span style="font-family:Arial; font-size:10pt">6.80</span><span style="font-family:Arial; font-size:10pt">%</span><span style="font-family:Arial; font-size:10pt"> en sus egresos totales</span><span style="font-family:Arial; font-size:10pt">, derivado principalmente de</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> disminución</span><span style="font-family:Arial; font-size:10pt"> de los </span><span style="font-family:Arial; font-size:10pt">G</span><span style="font-family:Arial; font-size:10pt">astos de </span><span style="font-family:Arial; font-size:10pt">I</span><span style="font-family:Arial; font-size:10pt">nversión y de los saldos a favor de </span><span style="font-family:Arial; font-size:10pt">IVA prescritos en el año.</span>
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<span style="font-family:Arial; font-size:10pt">Finalmente, </span><span style="font-family:Arial; font-size:10pt">en cuanto a la rentabilidad al cierre del ejercicio, </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso</span><span style="font-family:Arial; font-size:10pt"> presenta un </span><span style="font-family:Arial; font-size:10pt">TVPI</span><span style="font-family:Arial; font-size:10pt"> de 0.99</span><span style="font-family:Arial; font-size:10pt">x, el cual se integra por </span><span style="font-family:Arial; font-size:10pt">un DPI de</span><span style="font-family:Arial; font-size:10pt"> 0.</span><span style="font-family:Arial; font-size:10pt">50</span><span style="font-family:Arial; font-size:10pt">x</span><span style="font-family:Arial; font-size:10pt"> y un </span><span style="font-family:Arial; font-size:10pt">RVPI</span><span style="font-family:Arial; font-size:10pt"> de 0.</span><span style="font-family:Arial; font-size:10pt">49</span><span style="font-family:Arial; font-size:10pt">x</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Respecto a la situación financiera del Fideicomiso al cierre del ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> muestra un</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">disminución de 9.</span><span style="font-family:Arial; font-size:10pt">34%</span><span style="font-family:Arial; font-size:10pt"> en su </span><span style="font-family:Arial; font-size:10pt">activo total </span><span style="font-family:Arial; font-size:10pt">respecto al ejercicio anterior, ocasionado por el </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt">cremento en los activos financieros a valor razonable con cambios en resultados por </span><span style="font-family:Arial; font-size:10pt">min</span><span style="font-family:Arial; font-size:10pt">usvalías presentadas en </span><span style="font-family:Arial; font-size:10pt">la </span><span style="font-family:Arial; font-size:10pt">valuación</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">su portafolio de inversión.</span>
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<span style="font-family:Arial; font-size:10pt">Respecto a la liquidez del Fideicomiso, no cuenta con fuentes externas de financiamiento (deuda financiera), solo fuentes internas derivado de las Llamadas de Capital de sus Tenedores lo cual se traduce en mayor autonomía debido a un nulo apalancamiento financiero. Al cierre del ejercicio el </span><span style="font-family:Arial; font-size:10pt">pasivo total </span><span style="font-family:Arial; font-size:10pt">present</span><span style="font-family:Arial; font-size:10pt">ó</span><span style="font-family:Arial; font-size:10pt"> un ligero incremento del </span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt">.</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">9% derivado de la provisión de los honorarios del </span><span style="font-family:Arial; font-size:10pt">Auditor Externo</span><span style="font-family:Arial; font-size:10pt">. </span>
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<span style="font-family:Arial; font-size:10pt">Respecto a los recursos de capital del Fideicomiso al cierre del ejercicio </span><span style="font-family:Arial; font-size:10pt">se </span><span style="font-family:Arial; font-size:10pt">muestra un</span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">disminución</span><span style="font-family:Arial; font-size:10pt"> del </span><span style="font-family:Arial; font-size:10pt">9.35</span><span style="font-family:Arial; font-size:10pt">% en sus </span><span style="font-family:Arial; font-size:10pt">activos netos atribuibles </span><span style="font-family:Arial; font-size:10pt">a los Tenedores respecto al ejercicio anterior derivado </span><span style="font-family:Arial; font-size:10pt">al decremento de los </span><span style="font-family:Arial; font-size:10pt">activos netos atribuibles </span><span style="font-family:Arial; font-size:10pt">a los Tenedores por el resultado del periodo</span><span style="font-family:Arial; font-size:10pt">. El Fideicomiso ha llamado a sus Tenedores el 28% del Monto Máximo de la </span><span style="font-family:Arial; font-size:10pt">Emisión</span><span style="font-family:Arial; font-size:10pt"> y durante el ejercicio </span><span style="font-family:Arial; font-size:10pt">el Fideicomiso realizó distribuciones a los Tenedores por $14,173,889.92</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso cuenta con sus propios órganos de gobierno </span><span style="font-family:Arial; font-size:10pt">conformados</span><span style="font-family:Arial; font-size:10pt"> por una Asamblea de Tenedores compuesta por los Tenedores de los Certificados Bursátiles Fiduciarios y un Comité Técnico compuesto por miembros propietarios con sus respectivos suplentes que son </span><span style="font-family:Arial; font-size:10pt">designados</span><span style="font-family:Arial; font-size:10pt"> por el Administrador, los Tenedores y/o la Asamblea de Tenedores, respecto de los cuales esta última califica </span><span style="font-family:Arial; font-size:10pt">la</span><span style="font-family:Arial; font-size:10pt"> independencia</span><span style="font-family:Arial; font-size:10pt"> de aquellos que son designados con dicho carácter</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">De forma integral el control interno del Fideicomiso se compone de acuerdo </span><span style="font-family:Arial; font-size:10pt">con</span><span style="font-family:Arial; font-size:10pt"> lo establecido en el </span><span style="font-family:Arial; font-size:10pt">Contrato</span><span style="font-family:Arial; font-size:10pt"> de </span><span style="font-family:Arial; font-size:10pt">Fideicomiso</span><span style="font-family:Arial; font-size:10pt">, siguiendo las facultades y obligaciones del Fiduciario, el Administrador y el Representante Común. </span>
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<span style="font-family:Arial; font-size:10pt">El Fiduciario </span><span style="font-family:Arial; font-size:10pt">actuará</span><span style="font-family:Arial; font-size:10pt"> en todo momento conforme a lo establecido en el </span><span style="font-family:Arial; font-size:10pt">Contrato de</span><span style="font-family:Arial; font-size:10pt"> Fideicomiso y la legislación aplicable, dando cumplimiento a las obligaciones y ejerciendo las facultades que en el mismo se le otorguen a fin de dar cumplimiento a los Fines del Fideicomiso. Asimismo, deberá actuar conforme a los otros documentos que</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> de acuerdo con el Fideicomiso</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> deba suscribir</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y conforme a las instrucciones que reciba por escrito por parte del Fideicomitente, del Administrador, el Comité Técnico o del Representante Común.</span>
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<span style="font-family:Arial; font-size:10pt">El Administrador </span><span style="font-family:Arial; font-size:10pt">asegurará</span><span style="font-family:Arial; font-size:10pt"> el establecimiento de mecanismos de control interno y de calidad de la información, razón por la cual es política del Fideicomiso establecer y mantener un sistema de </span><span style="font-family:Arial; font-size:10pt">control interno</span><span style="font-family:Arial; font-size:10pt"> como herramienta fundamental para otorgar un grado de seguridad razonable en la eficacia y eficiencia operacional, el cumplimiento de leyes y normas aplicables, la fiabilidad de la información financiera relevante que se proporcione a inversionistas y autoridades reguladoras. Para lograr lo anterior, el Administrador cuenta con diversos manuales que contienen las políticas y procedimientos de operación, un Código de Ética y Conducta, así como con un Gobierno Corporativo para la realización de sus actividades como Administrador del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">El Representante Común tendrá las obligaciones y facultades previstas en el Acta de Emisión y el Título que ampare los Certificados Bursátiles, en las disposiciones legales y las contenidas en el </span><span style="font-family:Arial; font-size:10pt">Contrato</span><span style="font-family:Arial; font-size:10pt"> del Fideicomiso a fin de salvaguardar los intereses y derechos de los Tenedores.</span>
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<span style="font-family:Arial; font-size:10pt">Finalmente, como parte de los servicios de auditoría</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> el Auditor Externo revisa el funcionamiento y cumplimiento del sistema de control interno, señalando las deficiencias encontradas y dando seguimiento a las mejoras realizadas por la administración del Fideicomiso.</span>
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" 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" 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" 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<span style="font-family:Arial; font-size:10pt">Salvo por los riesgos que se mencionan en la sección denominada “Factores de riesgo” del presente Reporte Anual, al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> el Administrador no tiene conocimiento de tendencias, compromisos o acontecimientos relacionados directamente con el negocio, que puedan o vayan a afectar significativamente la liquidez del Fideicomiso o sus resultados de operación o situación financiera. No obstante, la información presentada no es indicativa del desempeño futuro del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:10pt">Por otro lado, no existen rubros de los estados financieros que hayan sido reexpresados con índices diferentes al Índice Nacional de Precios al Consumidor de México por los últimos tres años.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V. funge como fideicomitente, administrador y fideicomisario en segundo lugar del FFLATAM-15-1, FFLATAM-15-2, FFLATAM-15-3 y FFLATAM-15-4; y únicamente como fideicomitente y administrador del F/3535. Sus ingresos disminuyeron un 17.03% con respecto al ejercicio anterior, derivado principalmente de la disminución en las </span><span style="font-family:Arial; font-size:10pt">comisiones por concepto de administración cobradas por las Desinversiones realizadas por los fideicomisos que administra.</span>
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<span style="font-family:Arial; font-size:10pt">Respecto a los gastos de administración, se observa un incremento del 1.07% con respecto al ejercicio anterior debido a un mayor pago de servicios administrativos durante el ejercicio 2025, sin embargo, se observa una disminución en los impuestos a la utilidad del 64.38%.</span>
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<span style="font-family:Arial; font-size:10pt">Derivado de lo anterior, se obtiene como resultado una disminución en la utilidad neta del ejercicio 2025 de un 33.57% con respecto al ejercicio anterior.</span>
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<span style="font-family:Arial; font-size:10pt">PMIC LATAM, S.A.P.I. de C.V., no cuenta con fuentes externas de liquidez; las únicas fuentes son las internas como las derivadas de financiamiento de su compañía controladora, las aportaciones de capital de sus accionistas, así como por los retornos de capital recibidos como inversionista en el FFLATAM-15-1.</span>
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<span style="font-family:Arial; font-size:10pt">Su estado de situación financiera muestra que su activo circulante </span><span style="font-family:Arial; font-size:10pt">incrementó</span><span style="font-family:Arial; font-size:10pt"> un 14.06% debido </span><span style="font-family:Arial; font-size:10pt">a mayor </span><span style="font-family:Arial; font-size:10pt">efectivo y equivalentes de efectivo, así como en sus cuentas por cobrar. Asimismo, se observa una disminución en su pasivo circulante del 17.54% derivado, principalmente, a la disminución en los impuestos a la utilidad por pagar, de cuyo efecto conjunto se obtiene como resultado un aumento en el índice de liquidez pasando de un 6.35 en 2024 a un 8.79 en 2025.</span>
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<span style="font-family:Arial; font-size:10pt">Respecto a su principal rubro en el activo: “Inversiones Disponibles para su Venta”, se observa una disminución de 4.58% respecto al año anterior, derivado de la valuación de las inversiones que éste mantiene en el FFLATAM-15-1 que, en conjunto con la disminución en el pasivo mencionado anteriormente, se obtiene como resultado un decremento en el índice de endeudamiento</span><span style="font-family:Arial; font-size:10pt">, pasando</span><span style="font-family:Arial; font-size:10pt"> de un 16% en 2024 a un 12% en 2025.</span>
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<span style="font-family:Arial; font-size:10pt">En lo que respecta a su capital contable, se observa un incremento de un 14.30% respecto al año 2024 originado por el aumento en el resultado del ejercicio</span><span style="font-family:Arial; font-size:10pt">. A</span><span style="font-family:Arial; font-size:10pt">unado a lo anterior</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y a la disminución en el activo, se observa un ligero crecimiento en su índice de autonomía</span><span style="font-family:Arial; font-size:10pt">, pasando</span><span style="font-family:Arial; font-size:10pt"> de un 86</span><span style="font-family:Arial; font-size:10pt">.00</span><span style="font-family:Arial; font-size:10pt">% en 2024 a un 88.98% en 2025.</span>
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<span style="font-family:Arial; font-size:10pt">Una de las funciones principales del Consejo de Administración del Fideicomitente, es asegurar el establecimiento de mecanismos de control interno y de calidad de la información, razón por la cual es política de la Compañía establecer y mantener un sistema de control interno como herramienta fundamental para otorgar un grado de seguridad razonable en la eficacia y eficiencia operacional, el cumplimiento de leyes y normas aplicables, la fiabilidad de la información financiera relevante que se proporcione a inversionistas.</span>
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<span style="font-family:Arial; font-size:10pt">Para lograr lo anterior el Fideicomitente cuenta con diversos manuales que contienen las políticas y procedimientos de operación, un código de ética y conducta, así como con un Gobierno Corporativo integrado por un Consejo de Administración, Comité de Inversiones, Comité de Auditoría y Comité de Practicas Societarias, presididos por Consejeros Independientes.</span>
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<span style="font-family:Arial; font-size:10pt">Mientras el Consejo de Administración tiene la responsabilidad básica de asegurar de que existe un adecuado sistema de control interno, la implementación y mantenimiento del mismo es responsabilidad de la administración.</span>
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<span style="font-family:Arial; font-size:10pt">Los auditores externos del Fideicomitente tienen dentro de sus actividades revisar el funcionamiento y cumplimiento del sistema de control interno, señalar deficiencias encontradas y en su caso promover mejoras.</span>
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1R - Certificados Bursátiles Fiduciarios
15
Certificados Bursátiles Fiduciarios, sin expresión de valor nominal a los que se refiere el Artículo 63 de la LMV, emitidos por el Fiduciario bajo el mecanismo de llamadas de capital.
FFLA3CK
1107479375
300586
0
Bolsa Mexicana de Valores, S.A.B. de C.V.
5,115 (cinco mil ciento quince) días, lo que equivale aproximadamente a 14 (catorce) años, en el entendido que dicho plazo podrá ser prorrogado por periodos de 1 (un) año cada uno y hasta un máximo de 3 (tres) prórrogas, de conformidad con el Contrato de Fideicomiso.
2029-12-24
Seria única
Emisión única
No aplica
Carlos
Creel
Cobián
Propietario
2016-02-17
Ordinaria.
Indefinido
Miembro
9 años
Hombre
<p>Por medio del presente Reporte Anual, y de acuerdo con la información que el miembro del Comité Técnico le ha hecho llegar al Administrador, se informa que dicho miembro independiente del Comité Técnico no tiene participación en empresas como ejecutivo principal o como miembro del consejo de administración de alguna persona moral que pueda estar relacionada o afiliada con el Administrador. Asimismo, se informa que, salvo por el parentesco consanguíneo que el miembro independiente del Comité Técnico mantiene con Alejandro Creel Cobián, el Administrador no tiene conocimiento sobre algún otro parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, con cualquier otro miembro del Comité Técnico o directivos relevantes del Administrador.</p>
Alejandro
Creel
Cobián
Suplente
2016-02-17
Ordinaria.
Indefinido
Miembro
9 años
Hombre
<p>Por medio del presente Reporte Anual, y de acuerdo con la información que el miembro del Comité Técnico le ha hecho llegar al Administrador, se informa que dicho miembro independiente del Comité Técnico no tiene participación en empresas como ejecutivo principal o como miembro del consejo de administración de alguna persona moral que pueda estar relacionada o afiliada con el Administrador. Asimismo, se informa que, salvo por el parentesco consanguíneo que el miembro independiente del Comité Técnico mantiene con Carlos Creel Cobián, el Administrador no tiene conocimiento sobre algún otro parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, con cualquier otro miembro del Comité Técnico o directivos relevantes del Administrador.</p>
Liliana Araceli
Reyes
Castrejón
Propietario
2026-02-17
Ordinaria.
Indefinido
Miembro
1 año
Mujer
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador.</p>
Moisés Jahaziel
Macías
Maldonado
Propietario
2016-02-17
Ordinaria.
Indefinido
Miembro
9 años
Hombre
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador</p>
Rubén
Becerra
Sánchez
Propietario
2016-02-17
Ordinaria.
Indefinido
Miembro
9 años
Hombre
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador</p>
José Manuel
Villaseñor
López
Suplente
2016-02-17
Ordinaria.
Indefinido
Miembro
9 años
Hombre
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador.</p>
Liliana Araceli
Reyes
Castrejón
Propietario
2025-12-03
No aplica.
No aplica.
Directora General
1 año
Mujer
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico y directivo relevante del Administrador no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con otro directivo relevante.</p>
Rodrigo
Sánchez
Lerma
Suplente
2025-08-20
Ordinaria.
Indefinido
Miembro
1 año
Hombre
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador.</p>
Mónica
Paniagua
García
Suplente
2023-12-01
Ordinaria.
Indefinido
Miembro
2 años
Mujer
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con directivos relevantes del Administrador.</p>
Moisés Jahaziel
Macías
Maldonado
Propietario
2022-06-01
No aplica.
No aplica.
Director de Inversiones
3 años
Hombre
<p>Por medio del presente Reporte Anual, se informa que el miembro del Comité Técnico y directivo relevante del Administrador no tiene parentesco por consanguinidad o afinidad hasta el cuarto grado o civil, incluyendo a su cónyuge, concubina o concubinario, según sea el caso, con cualquier otro miembro del Comité Técnico o con otro directivo relevante.</p>
No aplica.
No aplica.
No aplica.
No aplica.
2026-04-30
No aplica.
No aplica.
No Aplica
<p>No aplica.</p>
Galaz, Yamazaki, Ruiz Urquiza, S.C. Afiliada a una Firma Miembro de Deloitte Touche Tohmatsu Limited
<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0);" text-align:="" times=""><span style="font-size: 10pt; font-family: Arial, sans-serif;">El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios al 31 de diciembre de 2023 y 31 de diciembre 2022 fueron dictaminados con fecha 27 de marzo de 2024 y 31 de marzo de 2023, de conformidad con las Normas Internacionales de Auditoría.</span></p>
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<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0);" text-align:="" times=""><span style="font-size: 10pt; font-family: Arial, sans-serif;">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.</span></p>
<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0);" text-align:="" times=""><span style="font-size: 10pt; font-family: Arial, sans-serif;">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.</span></p>
Galaz, Yamazaki, Ruiz Urquiza, S.C. Afiliada a una Firma Miembro de Deloitte Touche Tohmatsu Limited
<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0); font-family: " text-align:="" times=""><span style="font-family: Arial; font-size: 10pt;">El suscrito</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt;">manifiest</span><span style="font-family: Arial; font-size: 10pt;">a</span><span style="font-family: Arial; font-size: 10pt;"> bajo protesta de decir verdad, que los estados financieros </span><span style="font-family: Arial; font-size: 10pt;">que contiene el presente reporte anual por </span><span style="font-family: Arial; font-size: 10pt;">los </span><span style="font-family: Arial; font-size: 10pt;">ejercicio</span><span style="font-family: Arial; font-size: 10pt;">s al</span><span style="font-family: Arial; font-size: 10pt;"> 31 de diciembre 202</span><span style="font-family: Arial; font-size: 10pt;">4</span><span style="font-family: Arial; font-size: 10pt;">, 2023</span><span style="font-family: Arial; font-size: 10pt;"> y </span><span style="font-family: Arial; font-size: 10pt;">2022,</span><span style="font-family: Arial; font-size: 10pt;"> fueron dictaminados con fecha</span><span style="font-family: Arial; font-size: 10pt;"> </span><span style="font-family: Arial; font-size: 10pt;">28 de marzo de 2025</span><span style="font-family: Arial; font-size: 10pt;">, </span><span style="font-family: Arial; font-size: 10pt;">27 de </span><span style="font-family: Arial; font-size: 10pt;">marzo de 2024</span><span style="font-family: Arial; font-size: 10pt;"> y 31 de marzo de 2023</span><span style="font-family: Arial; font-size: 10pt;">, </span><span style="font-family: Arial; font-size: 10pt;">respectivamente, de conformidad con las Normas Internacionales de Auditoría.</span></p>
<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0); font-family: " text-align:="" times=""><span style="font-family: Arial; font-size: 10pt;">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.</span></p>
<p font-size:="" margin:="" new="" style="color: rgb(0, 0, 0); font-family: " text-align:="" times=""><span style="font-family: Arial; font-size: 10pt;">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.</span></p>
Galaz, Yamazaki, Ruiz Urquiza, S.C. Afiliada a una Firma Miembro de Deloitte Touche Tohmatsu Limited
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios al 31 de diciembre de 2025, 2024 y 2023 fueron dictaminados con fecha 27 de marzo de 2026, 28 de marzo de 2025 y 27 de marzo</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de 2024, respectivamente,</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">de conformidad con las Normas Internacionales de Auditoría.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">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.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:Arial; font-size:10pt">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.</span></p>
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C.P.C. Deborah Nathali Bravo Palomares
Representante Legal
C.P.C. Deborah Nathali Bravo Palomares
Representante Legal
C.P.C. Erika Regalado García
Auditor Externo
Banco INVEX, S.A., Institución de Banca Múltiple, INVEX Grupo Financiero
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<span style="font-family:Arial; font-size:10pt">Los suscritos manifestamos bajo protesta de decir verdad, que nuestra 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 correspondiente al ejercicio 2025, 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, 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.</span>
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Sandra Alicia Sirahí Berrueco Alvarado
Delegado Fiduciario
Enrique Huerta Atriano
Delegado Fiduciario
PMIC LATAM, S.A.P.I. de C.V
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<span style="font-family:Arial; font-size:10pt">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 y/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.</span>
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Mtra. Liliana Reyes Castrejón
Directora General
Mtra. Gema Martínez Sandoval
Directora de Administración y Finanzas
Lic. Daniel Basurto Caro
Director Jurídico
Monex, Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero
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<span style="font-family:Arial; font-size:10pt">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</span>
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Jacqueline Nayeli Parra Mota
Apoderado
C.P.C. Erika Regalado García
Apoderado (Representante Legal) y Auditor Externo
C.P.C. Erika Regalado García
Auditor Externo