MXMACFW
2024-12-31
MXMACFW
2024-12-31
serie
MXMACFW
2024-12-31
serie2
MXMACFW
2024-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
1
MXMACFW
2024-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
1
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MXMACFW
2024-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
12
MXMACFW
2024-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
12
12
MXMACFW
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
13
MXMACFW
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
13
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MXMACFW
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
14
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MXMACFW
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
15
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MXMACFW
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
16
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MXMACFW
2024-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
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MXMACFW
2024-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
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ISO4217:MXN
xbrli:pure
Anexo N Bis 1
NO
Fideicomisos
NO
<p>Hasta el 03 de octubre de 2022 se contó con un contrato de seguro de garantía financiera, con el Fiduciario y MBIA para la contratación de una póliza de seguro de garantía financiera para beneficio de los tenedores de los certificados bursátiles fiduciarios Serie A, a partir del 04 deoctubre de 2022 no se cuenta con Garantías y/o avales.</p>
NO
243264
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<span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fi</span><span style="font-family:'Times New Roman'; font-size:11pt">deicomiso Irrevocable identificado con el numero F/2432</span><span style="font-family:'Times New Roman'; font-size:11pt">64 (el “</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:11pt">”) de fecha 10 de octubre</span><span style="font-family:'Times New Roman'; font-size:11pt"> de 2007. </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">HSBC México S. A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Proyectos Adamantine, S.A. de C.V., SOFOM, E</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span><span style="font-family:'Times New Roman'; font-size:11pt">R</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">anteriormente denominado GMAC Fi</span><span style="font-family:'Times New Roman'; font-size:11pt">nanciera, S. A. de C. V., SOFOM, E.R</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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MXMACFW
Tenedores de los Certificados Bursátiles Fiduciarios Serie A
MBIA México, S. A.
Tenedores de los Certificados Bursátiles Fiduciarios Serie B
Tenedores de las Constancias.
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<span style="font-family:'Times New Roman'; font-size:11pt">Adamantine Servicios S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Créditos Hipotecarios originados por Crédito Inmobiliario, S. A. de C. V., SOFOM, E.N.R., Hipotecaria Su Casita, S. A. de C. V., SOFOM, E.N.R. e Hipotecaria Crédito y Casa, SOFOM, E.N.R. destinados a casa habitación derivados de los programas de FOVI y la SHF para viviendas con valor de mercado desde 35,000 (treinta y cinco mil) hasta 350,000 (trescientos cincuenta mil) UDIS.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El producto hipotecario consiste en un crédito con garantía hipotecaria denominado en UDIS que cuenta con una cobertura que permite que los pagos en SMGDF se conviertan en UDIS, con un plazo fijo de hasta treinta (30) años, dependiendo del producto hipotecario. Sobre las viviendas que con esos créditos han sido adquiridas por cada uno de los Deudores Hipotecarios finales, se ha constituido una garantía hipotecaria en primer lugar.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Las políticas de los originadores para otorgar los créditos individuales se basan en las condiciones generales de financiamiento del FOVI y la SHF, las cuales se encuentran alineadas con las políticas de </span><span style="font-family:'Times New Roman'; font-size:11pt">originación</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Proyectos Adamantine en su mayoría, quienes establecen los perfiles de los clientes que pueden resultar factibles a la autorización y el valor de las casas que tienen derecho a financiamiento. Los originadores, con base en su experiencia, han ido actualizando y perfeccionando sus políticas de otorgamiento de créditos con el fin de obtener una cartera de mejor calidad.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios se encuentran distribuidos geográficamente por la ubicación de la garantía en 28 (veintiocho) estados de la República Mexicana.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">La información estadística que se incluye en este Reporte Anual relativa al conjunto de Créditos Hipotecarios que integran el Patrimonio del Fideicomiso se basa en la información dispo</span><span style="font-family:'Times New Roman'; font-size:11pt">nible al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Esta sección describe las características de los Créditos Hipotecarios y a menos que se indique lo contrario, la información sobre porcentajes se determinó con base en el saldo insoluto de la totalidad de los Cré</span><span style="font-family:'Times New Roman'; font-size:11pt">ditos al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">. Los Créditos Hipotecarios causan intereses a una tasa de interés fija.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso son en esencia, contratos de apertura de crédito con garantía hipotecaria en primer lugar sobre un inmueble adquirido con las cantidades dispuestas bajo dichos créditos.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los inmuebles adquiridos a través de los Créditos son Inmuebles unifamiliares que en general se ubican en conjuntos urbanos en </span><span style="font-family:'Times New Roman'; font-size:11pt">distintas localidades del país.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios se encuentran denominados en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDI’s</span><span style="font-family:'Times New Roman'; font-size:11pt">, pagan intereses y principal en forma mensual. El Fideicomiso es el único beneficiario de estos pagos.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">En las tablas a continuación se muestran las características de los Créditos que forman parte del Fideicomiso.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:11pt">A partir de su Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles Fiduciarios Serie A y Serie B, según corresponda, generan intereses sobre el saldo insoluto de principal a la Tasa de Interés Fija. El Representante Común determina para cada Fecha de Pago el monto de intereses a pagar de conformidad con el procedimiento de cálculo que se describe más adelante.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los intereses de los Certificados Bursátiles Fiduciarios son pagados el día 25 (veinticinco) de cada mes calendario de cada año en que los Certificados Bursátiles Fiduciarios estén vigentes y en el caso que cualquiera de dichas fechas no sea un Día Hábil, el Día Hábil inmediato posterior. La primera Fecha de Pago fue el día 25 de octubre de 2007 y en caso de que no hayan sido amortizados previamente, la última será la Fecha de Vencimiento, y en el caso que cualquier de dichas fechas no sea un Día Hábil, esa Fecha de Pago será el Día Hábil inmediato posterior.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los Certificados Bursátiles Fiduciarios Serie A devengan intereses sobre su valor nominal ajustado a una tasa de interés bruta anual de 4.21% (</span><span style="font-family:'Times New Roman'; font-size:11pt">cuatro punto</span><span style="font-family:'Times New Roman'; font-size:11pt"> veintiuno), mientras que los Certificados Bursátiles Fiduciarios Serie B devengan intereses sobre su valor nominal ajustado a una tasa de interés bruta anual de 6.54% (seis punto cincuenta y cuatro), las cuales se mantienen fijas durante la vigencia de la Emisión.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Determinación del Monto de Pago de Interés.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Para determinar el Monto de Pago de Interés a pagar en cada Fecha de Pago de la Serie A o Serie B, según corresponda, el Representante Común utiliza la siguiente fórmula:</span>
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<img src="data:image/png;base64,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" width="119" height="61" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family:'Times New Roman'; font-size:11pt">En donde:</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:11pt">lDI</span><span style="font-family:'Times New Roman'; font-size:11pt">=</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> Monto</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Pago de Interés que corresponda a esa Fecha de Pago Serie A y Serie B, según corresponda.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">SIP= Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios al inicio del Período</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> de </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> Intereses respectivo Serie A y Serie B, según corresponda.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">TB = </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> 4.21% (</span><span style="font-family:'Times New Roman'; font-size:11pt">cuatro punto</span><span style="font-family:'Times New Roman'; font-size:11pt"> veintiún por ciento) para los Certificados Bursátiles Fiduciarios Serie A y 6.54% (seis punto cincuenta y cuatro por ciento) para los Certificados Bursátiles Fiduciarios Serie B.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Ni = </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> Número de días efectivamente transcurridos durante el Periodo de Intereses respectivo de la Serie A y Serie B, según corresponda.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El interés que devengan los Certificados Bursátiles Fiduciarios se computa a partir de su Fecha de Emisión y los cálculos para determinar las tasas y los intereses a pagar deben comprender los días naturales de que efectivamente consten los periodos respectivos. Los cálculos se efectúan cerrándose a centésimas.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Los Certificados Bursátiles Fiduciarios Serie A y Serie B no contemplan el pago de intereses moratorios.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">No aplica.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El principal de los Certificados Bursátiles Fiduciarios vencerá anticipadamente en caso de que, en cualquier Fecha de Pago, el Emisor no pague íntegramente el Monto de Pago de Interés correspondiente a dicha Fecha de Pago.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">En cada Fecha de Pago, el Emisor puede efectuar amortizaciones parciales anticipadas del monto de principal de los Certificados Bursátiles Fiduciarios Serie A y Serie B, por una cantidad igual al monto que se determine para tal propósito de conformidad con la cláusula </span><span style="font-family:'Times New Roman'; font-size:11pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:11pt"> del Contrato de Fideicomiso. Cada amortización anticipada de principal es aplicada a prorrata entre la totalidad de los Certificados Bursátiles Fiduciarios Serie A y Serie B, según corresponda, emitidos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">No existe la obligación de pagar prima alguna en caso de que se actualice algún supuesto de amortización anticipada.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Para pago de saldo insoluto de principal de la Serie A o Serie B, según corresponda, se calcula de la siguiente forma: para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto en UDIS igual al valor nominal de los Certificados Bursátiles Fiduciarios y a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total, para la fecha en que se haga la determinación, el monto en UDIS que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:11pt">SIP</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> SIPI – 1 - AM</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">SIP =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Serie A o Serie B, según corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">SIPI-1=</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciario Serie A o Serie B, según corresponda, en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">AM = Monto en UDIS igual al monto de la amortización de principal que se haya efectuado con respecto a todos los Certificados Bursátiles Fiduciarios Serie A o Serie B, según corresponda, en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie A o Serie B, según corresponda, se calcula en base a la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:11pt">SIPI = SIP / Número de Títulos en Circulación</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:11pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">SIPI =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie A o Serie B, según corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">SIP =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Serie A o Serie B, según corresponda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">En cada Fecha de Pago, el Emisor puede efectuar amortizaciones parciales anticipadas del monto de principal de los Certificados Bursátiles Fiduciarios Serie A y Serie B, según corresponda, por una cantidad igual al monto que se determine para tal propósito de conformidad con la cláusula </span><span style="font-family:'Times New Roman'; font-size:11pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:11pt"> del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Cada amortización anticipada de principal es aplicada a prorrata entre la totalidad de los Certificados Bursátiles Fiduciarios Serie A y Serie B, según corresponda, emitidos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:7pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Por lo menos con dos Días Hábiles de anticipación a cada Fecha de Pago que corresponda, el Representante Común da a conocer por escrito a la CNBV, a Indeval y a la BMV, a través de los medios que ésta última determine, el Monto de Pago de Intereses, la tasa de interés aplicable para el siguiente periodo y el valor nominal ajustado de los Certificados Bursátiles Fiduciario que resulte del pago de principal correspondiente a dicha Fecha de Pago.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Todos los pagos que se hacen conforme a los presentes Certificados Bursátiles Fiduciarios Serie A y B, en un día en que no sea Día Hábil, se efectúan el Día Hábil siguiente y se realizan con recursos provenientes del Patrimonio del Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">El pago y amortización de todas las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios Serie A o Serie B, según corresponda, en una Fecha de Pago se realizan en Pesos, para tal efecto, el Representante Común utiliza la siguiente fórmula para realizar la conversión de dichas cantidades de UDIS a Pesos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:11pt">$ = MAU * VUDI</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">$ =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Pesos</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">MAU = Monto Adeudado bajo los Certificados Bursátiles Fiduciarios Serie A o Serie B, según corresponda, en UDIS en una Fecha de Pago.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">VUDI =</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Valor de la UDI en Pesos correspondiente a dicha Fecha de Pago, según lo publique Banco de México.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los intereses de los Certificados Bursátiles Fiduciarios Serie A y los Certificados Bursátiles Serie B, serán pagados en cada Fecha de Pago y en el caso de que dicha fecha no sea un Día Hábil, será el Día Hábil inmediato posterior. Entendiéndose como Fecha de Pago, el día 25 de cada mes calendario de cada año en el que el Contrato de Fideicomiso este vigente, y en el caso que cualquiera de dichas fechas no sea un Dia Hábil, el Dia Hábil inmediato posterior; la primera Fecha de Pago será el 25 de octubre de 2007 y, en caso de que los Certificados Bursátiles Fiduciarios no hayan sido íntegramente amortizados de forma anticipada, la última será la Fecha de Vencimiento.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">De conformidad con los términos del Contrato de Fideicomiso, el Fiduciario paga los Gastos Mensuales antes de pagar cualquier cantidad a los Tenedores bajo los Certificados Bursátiles Fiduciarios Serie A, por lo que los pagos a los Tenedores se encuentran subordinados a los pagos que se deben realizar para cubrir dichos Gastos Mensuales.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Los Gastos Mensuales incluyen:</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(i)El pago de la Prima pagadera a MBIA en dicha Fecha de Pago, de conformidad con los términos del Contrato de Seguro de Garantía Financiera y la Póliza,</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">)La Comisión por Supervisión de Administradores; en el entendido, sin embargo, que en caso de que </span><span style="font-family:'Times New Roman'; font-size:11pt">Adamantine</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> (</span><span style="font-family:'Times New Roman'; font-size:11pt">i) tenga el carácter de Administrador Maestro y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) sea el tenedor de alguna Constancia, la Comisión por Supervisión de Administradores se paga una vez que se haya cubierto íntegramente las Distribuciones descritas en los incisos (1) a (12) de la cláusula Décima Segunda inciso (b) del presente Contrato,</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">)Los honorarios del Fiduciario,</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span><span style="width:20.12pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:11pt">Los honorarios del Representante Común,</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(v)Los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables para mantener el registro de los Certificados Bursátiles Fiduciarios en el RNV y su listado en la BMV y aquellos derivados de cualquier publicación y aquellos derivados de los honorarios del auditor independiente que elabore el dictamen anual sobre el patrimonio del fideicomiso en el mes que corresponda y,</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">(vi)</span><span style="width:20.12pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:11pt">los honorarios de las Agencias Calificadoras (salvo en el caso de que no existan en una Fecha de Pago fondos suficientes en las cuentas del Fideicomiso para el pago íntegro en esa Fecha de Pago de las Distribuciones descritas en los incisos (1) a (9) de la cláusula Décima Segunda inciso (b) del presente, en cuyo caso el monto de dichos honorarios no se considerará un Gasto Mensual).</span>
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<span style="font-family:Arial; font-size:7pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Subordinación de los Certificados Serie B y Constancia.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Toda vez que los Certificados Bursátiles Fiduciarios Serie B y la Constancia a ser emitidos por el Fiduciario de conformidad con el Programa tienen por objeto el obtener los recursos que constituyen el aforo de la emisión para beneficio de los tenedores de los Certificados Bursátiles Fiduciarios Serie A, los Certificados Bursátiles Fiduciarios Serie B y la Constancia tienen menores derechos que los Certificados Bursátiles Fiduciarios Serie A y están estrictamente subordinados a los Certificados Bursátiles Fiduciarios Serie A y cualquier cantidad por concepto de Gastos Mensuales y adeudo a la MBIA en términos del Contrato de Seguro de Garantía Financiera. Ello resulta de, entre otras cosas, el hecho que el principal e intereses de los Certificados Bursátiles Fiduciarios Serie B y la Constancia son pagados después de haberse hecho los pagos que en términos del Fideicomiso corresponda a los Certificados Bursátiles Fiduciarios Serie A y a los Gastos Mensuales, en la medida en que el Fiduciario cuente con recursos disponibles para realizar pagos a los Tenedores de los Certificados Bursátiles Fiduciarios Serie B y la Constancia. Por virtud de lo anterior, los Certificados Bursátiles Fiduciarios Serie B tienen una menor calificación crediticia y en el caso de la Constancia, ésta no puede considerarse como instrumento con grado de inversión. En consecuencia, existe el riesgo a que los tenedores de los Certificados Bursátiles Fiduciarios Serie B y la Constancia no reciban las cantidades de principal y en su caso interés, que se les adeuden bajo dichos instrumentos.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Todos los pagos que se hacen conforme a los Certificados Bursátiles Fiduciarios Serie A y Serie B, en un día que no es Día Hábil, se efectúa el Día Hábil siguiente y se realiza con recursos provenientes del Patrimonio del Fideicomiso, con cargo a la Cuenta General.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El pago de intereses y amortizaciones de los Certificados Bursátiles Fiduciarios se realiza en las oficinas de Indeval, ubicadas en Av. Paseo de la Reforma No. 255, 3er. piso, Col. Cuauhtémoc, C.P. 06500, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El Representante Común entrega vía electrónica al Fiduciario, en la Fecha de Determinación el Reporte de Distribuciones, en el cual indica el importe correspondiente a pagar a los Certificados Bursátiles Fiduciarios en circulación. </span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Los Certificados Bursátiles Fiduciarios dejan de causar intereses a partir de la fecha señalada para su pago, siempre que el Emisor a más tardar a las 11:00 A.M. del Día Hábil anterior al que deba efectuar dicho pagar, el importe a pagar correspondiente a los Certificados Bursátiles Fiduciarios en circulación.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Monex</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Casa de Bolsa, S.A. de C.V.,</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Monex</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Grupo Financiero.</span>
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S. D. Indeval Institución para el Depósito de Valores, S. A. de C. V.
Para las personas físicas, los rendimientos de los Certificados Bursátiles Fiduciarios estarán a lo dispuesto en los artículos 158, 159, 160, 179 y demás aplicables, de la Ley del Impuesto sobre la Renta vigente. Tratándose de personas morales, se estará a lo dispuesto en el artículo 20, fracción X y demás aplicables de la Ley del Impuesto sobre la Renta. Los intermediarios financieros estarán obligados a retener y enterar el impuesto, aplicando la tasa que al efecto establezca el Congreso de la Unión en la Ley de Ingresos de la Federación para el ejercicio de que se trate, sobre el monto del capital que dé lugar al pago de los intereses, de acuerdo con lo establecido en el artículo 58 de la Ley del Impuesto sobre la Renta. En el caso de los intereses generados a favor de los residentes en el extranjero, el impuesto será retenido conforme al artículo 195 de dicha Ley y otras disposiciones aplicables así como en los términos de los Convenios para Evitar la Doble Imposición Fiscal que México haya celebrado con los gobiernos de los países de los beneficiarios efectivos de los intereses de que se trate. En caso de que la SHCP, publique reformas o adiciones la Ley del Impuesto sobre la Renta y que las mismas afecten el régimen fiscal del Tenedor, el mismo deberá ajustarse a dichas reformas.
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<span style="font-family:'Times New Roman'; font-size:11pt">No aplica.</span>
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Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado por el ejercicio terminado el 31 de diciembre de 2024.
Del 1o de enero al 31 de diciembre del 2024
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<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Adamantine” Significa, Proyectos Adamantine, S. A. de C. V., Sociedad Financiera de Objeto Múltiple, Entidad Regulada.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Administradores” significa, individual o conjuntamente, según sea el caso, CI, y Patrimonio en su carácter de administradores de los Créditos Hipotecarios, o cualquier Administrador Substituto de conformidad con los términos de los Contratos de Administración.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Administrador Substituto” significa, cualquier tercero que sustituya a alguno de los Administradores conforme a lo previsto en los Contratos de Administración.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Administrador Maestro” Significa, Proyectos Adamantine, S. A. de C. V., Sociedad Financiera de Objeto Múltiple, Entidad Regulada anteriormente denominado GMAC Financiera, Sociedad Financiera de Objeto Múltiple, Entidad No Regulada</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Administrador Maestro Substituto” significa, cualquier tercero que sustituya al Administrador Maestro conforme a lo previsto en el Contrato de Administración Maestra.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Agencias Calificadoras” significa, en forma conjunta, las sociedades denominadas Standard & </span><span style="font-family:'Times New Roman'; font-size:11pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:11pt">, S. A. de C. V., Moody’s de México, S. A. de C. V., y Fitch México, S. A. de C. V. o cualquier otra agencia calificadora que substituya a cualquiera de ellas, quienes determinarán la calificación de la Emisión de los Certificados Bursátiles Fiduciarios. Cualquier cambio de Agencia Calificadora deberá ser aprobado previamente por escrito por el Fideicomisario Controlador.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Anexos” significa el conjunto de Anexos del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">que forman parte integral del mismo.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Aseguradora” significa, la institución de seguros que se haya contratado para suscribir las pólizas de los Seguros que corresponden a los Créditos Hipotecarios; y en el caso de que alguno de los Administradores, con el consentimiento del Administrador Maestro, decida el cambio de Aseguradora en el futuro, la institución de seguros que contrate el Administrador respectivo para suscribir las pólizas de los Seguros.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> Cualquier cambio de Aseguradora deberá ser aprobado previamente por escrito por el Fideicomisario Controlador.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Aviso de Venta” tendrá el significado que se le atribuye en el inciso (c) de la cláusula Décima Octava del Contrato de Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Banco de México” significa, el Banco Central de México que fue establecido por la Ley del Banco de México publicada en el Diario Oficial de la Federación el 23 de diciembre de 1993.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“BMV” significa, la Bolsa Mexicana de Valores, S. A. de C. V.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Calificación de los Certificados Bursátiles Fiduciarios” significa, la calificación otorgada a los Certificados Bursátiles Fiduciarios por las Agencias Calificadoras.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Cantidades Excluidas” significa, cualquier cantidad pagada (sin importar cuando ésta sea devengada) con respecto a los Créditos Hipotecarios con anterioridad a (e incluyendo) la Fecha de Corte, incluyendo, sin limitación, (i) cualquier pago de principal, intereses ordinarios o comisiones pagados hasta (e incluyendo) la Fecha de Corte, (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) cualesquiera intereses moratorios pagados en relación a montos de principal vencidos antes de (e incluyendo) la Fecha de Corte (sin importar cuando se devenguen), y (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) cualquier indemnización pagada en relación con los Seguros antes de (e incluyendo) la Fecha de Corte.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“Cantidades Incluidas” significa, cualquier cantidad pagada (sin importar cuando ésta sea devengada) con respecto a los Créditos Hipotecarios en cualquier momento después de (y sin incluir) la Fecha de Corte, incluyendo, sin limitación, (i) cualquier pago de principal, intereses ordinarios o comisiones pagados después de la Fecha de Corte, (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) cualesquiera intereses moratorios pagados después de la Fecha de Corte en relación a montos de principal vencidos después de la Fecha de Corte, (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) cualquier indemnización pagada en relación con los Seguros después de la Fecha de Corte, y (</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">) el producto de la venta o cesión de cualquier Crédito Hipotecario o parte del mismo pagada después de la Fecha de Corte.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Cantidad Faltante” tendrá el significado que se le atribuye a dicho término en la Póliza.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Carta de Prima” significa la carta compromiso fechada en la Fecha de Cierre en la cual se especifica el monto de la prima pagadera a MBIA por la emisión de la Póliza.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Causa de Incumplimiento” significa, en cualquier momento durante la vigencia del Contrato de Fideicomiso:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(i)</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">que en una Fecha de Pago no se pague íntegramente el Monto de Pago de Interés correspondiente a dicha Fecha de Pago; o cualquier cantidad adeudada conforme al Contrato de Fideicomiso; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) </span><span style="font-family:'Times New Roman'; font-size:11pt">que</span><span style="font-family:'Times New Roman'; font-size:11pt"> en la Fecha de Vencimiento, no se pague íntegramente el saldo insoluto de principal más los intereses devengados hasta esa fecha de los Certificados Bursátiles Fiduciarios; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) que el Fideicomitente incumpla con cualquier otra obligación bajo el</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso, el Contrato de Cesión, el Contrato de Seguro de Garantía Financiera o cualquier otro Documento de la Operación, si dicho incumplimiento tiene un efecto adverso significativo en el Patrimonio del Fideicomiso o en la capacidad del Fiduciario o del Fideicomitente de cumplir con sus obligaciones bajo el</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso, el Contrato de Cesión, el Contrato de Seguro de Garantía Financiera o cualquier otro convenio, contrato o documento previsto en los mismos, y que dicho incumplimiento no sea subsanado por el Fideicomitente en un plazo de 90 (noventa) Días Hábiles contados a partir de la fecha en que tenga conocimiento o se le notifique por escrito de que se ha presentado dicho incumplimiento; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">) que se inicie cualquier acción o procedimiento bajo cualquier ley o reglamento aplicable en virtud del cual se cuestione la existencia, validez o exigibilidad de la cesión y transmisión del Patrimonio del Fideicomiso al Fiduciario o del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso o del Contrato de Cesión, o la titularidad del Fiduciario sobre el Patrimonio del Fideicomiso para los fines previstos en el</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso, y que dicha acción o procedimiento no sea definitivamente y favorablemente resuelto, desechado o sobreseído dentro de los 90 (noventa) Días Hábiles siguientes a la fecha en que haya iniciado, salvo que si no se desechó, se demuestre a satisfacción del Fideicomisario Controlador que se trata de un procedimiento frívolo; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(v) que ocurra algún incumplimiento de pago bajo la Cobertura SHF; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(vi) que el Fiduciario solicite a MBIA cualquier desembolso bajo la Póliza; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">vii</span><span style="font-family:'Times New Roman'; font-size:11pt">) que el Fiduciario dejare, en cualquier momento y por cualquier causa, de ser el único y legítimo propietario de los Créditos Hipotecarios y demás derechos, bienes y activos que formen parte o deban de formar parte del Patrimonio del Fideicomiso, libre de cualesquier gravámenes o limitaciones de dominio, en los términos previstos y de conformidad con el</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso y el Contrato de Cesión; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">viii</span><span style="font-family:'Times New Roman'; font-size:11pt">) que cualquier autoridad gubernamental, mediante uno o más actos relacionados, confiscare, expropiare, embargare o asumiera la custodia o el control o creara algún gravamen o limitación de dominio sobre el Patrimonio del Fideicomiso o cualquier parte </span><span style="font-family:'Times New Roman'; font-size:11pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:11pt"> y lo anterior no sea definitiva y favorablemente resuelto a favor del Fiduciario, desechado o sobreseído dentro de los 30 (treinta) días siguientes a la fecha en que haya iniciado; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">ix</span><span style="font-family:'Times New Roman'; font-size:11pt">) que se vuelva ilegal para el Fiduciario actuar en dicho carácter y no se nombre un fiduciario sustituto dentro de los 60 (sesenta) días siguientes a la fecha en que ocurra dicha circunstancia; en el entendido de que si el fiduciario sustituto ha sido designado MBIA deberá aprobar dicha designación y las Agencias Calificadoras deberán haber confirmado por escrito que dicha designación no resultará en la disminución o remoción de la Calificación de los Certificados Bursátiles Fiduciarios (sin considerar la Póliza; o</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(x) que haya ocurrido y continúe una Causa de Sustitución del Administrador o que el Contrato de Administración sea terminado por el Administrador y un Administrador Sustituto no haya sido designado de conformidad con los términos y condiciones previstos en el Contrato de Administración dentro de un plazo de 60 (sesenta) días contado a partir de que ocurra la Causa de Sustitución o la terminación del Contrato de Administración.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Certificados Bursátiles Fiduciarios” significa, conjuntamente, los Certificados Bursátiles Fiduciarios Serie A y los Certificados Bursátiles Fiduciarios Serie B.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Certificados Bursátiles Fiduciarios Serie A” significa, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal de 100 (cien) </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt"> cada uno, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Certificados Bursátiles Fiduciarios Serie B” significa, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal de 100 (cien) </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt"> cada uno, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV, los cuales se encuentran subordinados a los Certificados Bursátiles Fiduciarios Serie A y a cualquier cantidad que, en su caso, se adeude a MBIA, en cuanto al derecho y prioridad para recibir pago de principal e intereses en términos de la cláusula Décimo Segunda del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“CI” significa Crédito Inmobiliario, S. A. de C. V., Sociedad Financiera de Objeto Múltiple, E.N.R.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“CNBV” significa, la Comisión Nacional Bancaria y de Valores.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">"Cobertura de Pagos en SMGV" significa, con respecto a los Créditos Hipotecarios, el convenio por medio del cual los originadores correspondientes, acordaron con los Deudores Hipotecarios acreditar en forma mensual contra el saldo de dicho crédito un monto en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt"> igual a la diferencia que pueda existir entre el monto del pago efectuado por el Deudor Hipotecario respectivo (indexado al aumento del Salario Mínimo) y el pago programado bajo dicho crédito (denominado en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt">) y el Deudor Hipotecario se comprometió a pagar una contraprestación por el monto que se especifica en dicho convenio.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cobertura SHF” significa, respecto de los Créditos Hipotecarios, el contrato de intercambio de flujos en la forma del Anexo “A” del Fideicomiso celebrado entre la Sociedad Hipotecaria Federal y el Fiduciario en la Fecha de Cierre.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cobranza” significa, con respecto a los Créditos Hipotecarios el monto total de las Cantidades Incluidas que sean efectivamente cobradas por o a cuenta del Administrador respectivo en un Período de Cobranza menos (i) el monto de la Comisión por Administración que les corresponda a </span><span style="font-family:'Times New Roman'; font-size:11pt">cada Administrador durante dicho período y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) los Gastos de Cobranza, las primas de los Seguros y el monto de la prima de la Cobertura SHF.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Comisión por Administración” significa, la contraprestación que cada Administrador tiene derecho a percibir en términos del Contrato de Administración respectivo.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Comisión por Supervisión de Administradores” significa, una comisión mensual pagadera al Administrador Maestro por sus servicios bajo el Contrato de Administración Maestra, equivalente a 6 (seis) puntos base de la suma del monto de principal de todos los Créditos Hipotecarios, según este monto se refleje en el Reporte de Cobranza Consolidado que corresponda al Período de Cobranza con respecto del cual se calcule la comisión; en el entendido, sin embargo, que en caso de que Adamantine(i) tenga el carácter de Administrador Maestro y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) sea el tenedor de la Constancia, la Comisión por Supervisión de Administradores se pagará una vez que se hayan cubierto íntegramente las Distribuciones descritas en los incisos (1) a (12) de la cláusula Décima Segunda inciso (b) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Constancias” significan, las constancias de derechos al remanente del Patrimonio del Fideicomiso por la cantidad total al momento de su emisión de 2’778,549.56 (dos millones setecientos setenta y ocho mil quinientas cuarenta y </span><span style="font-family:'Times New Roman'; font-size:11pt">nueve punto</span><span style="font-family:'Times New Roman'; font-size:11pt"> cincuenta y seis) </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt">, suscritas por el Fiduciario en los términos de la Cláusula Quinta del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso y sustancialmente en la forma del Anexo “B” del Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato” significa, el Contrato de Fideicomiso Irrevocable y sus Anexos, junto con las modificaciones que sean acordadas en el futuro </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:11pt"> la cláusula Vigésima Novena.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contratos de Administración” significan, conjuntamente el Contrato de Administración CI, el Contrato de Administración HCC, y el Contrato de Administración HSC.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Administración CI” significa, el contrato de administración y cobranza que celebrará el Fiduciario y el Administrador Maestro con CI, para que éste como Administrador lleve a cabo la administración y cobranza de los Créditos Hipotecarios originados por CI, los Seguros y la Cobertura SHF, bajo la supervisión y vigilancia del Administrador Maestro y mediante una comisión mercantil del Fiduciario en términos del Anexo “C-1”.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Administración HCC” significa, el contrato de administración y cobranza que celebrará el Fiduciario y el Administrador Maestro con HCC, para que éste como Administrador lleve a cabo la administración y cobranza de los Créditos Hipotecarios originados por HCC, los Seguros y la Cobertura SHF, bajo la supervisión y vigilancia del Administrador Maestro y mediante una comisión mercantil del Fiduciario en términos del Anexo “C-2”.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Administración HSC” significa, el contrato de administración y cobranza que celebrará el Fiduciario y el Administrador Maestro con HSC, para que éste como Administrador lleve a cabo la administración y cobranza de los Créditos Hipotecarios originados por HSC, los Seguros y la Cobertura SHF, bajo la supervisión y vigilancia del Administrador Maestro y mediante una comisión mercantil del Fiduciario en términos del Anexo “C-3”.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Administración Maestra” significa, el contrato de supervisión de servicios de administración y cobranza que celebrará el Fiduciario y el Administrador Maestro, en términos del Anexo “F”.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Cesión” significa, el contrato de cesión irrevocable, en términos del Anexo “E”, celebrado en escritura pública entre el Fiduciario de Garantía y GMAC, como cedentes, y el Fiduciario, como cesionario, por medio del cual el Fiduciario de Garantía, por instrucciones de GMAC y con la autorización previa y por escrito del Agente Administrativo, y GMAC, ceden a favor del Fiduciario, para beneficio del Patrimonio del Fideicomiso, los derechos sobre los Créditos Hipotecarios, y sus accesorios, incluyendo, según corresponda, los Seguros y la Cobertura de Pagos en SMGV.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Cesiones Adicionales” significa, el contrato de cesión, celebrado en escritura pública, por medio del cual GMAC actualmente denominado Adamantine substituirá un Crédito Hipotecario con otro crédito hipotecario junto con el beneficio de los Seguros que le corresponda, conforme a lo establecido en el Contrato de Cesión.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Fideicomiso de Garantía” significa el contrato de fideicomiso de garantía número F/00323 de fecha 30 de marzo de 2006, celebrado entre GMAC actualmente denominado Adamantine</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">como fideicomitente y fideicomisario en segundo lugar, el Fiduciario de Garantía, como fiduciario, y el IFC como fideicomisario en primer lugar.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Contrato de Seguro de Garantía Financiera” tendrá el significado que se le atribuye en la Declaración I (f) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Crédito Cobrado” significa, el Crédito Hipotecario con respecto del cual ya se finalizó la venta del Inmueble Adjudicado respectivo y se aplicó el Producto Neto de Liquidación al saldo </span><span style="font-family:'Times New Roman'; font-size:11pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Créditos Hipotecarios” significan, conjuntamente los créditos con garantía hipotecaria y sus accesorios, incluyendo los Seguros y la Cobertura de Pagos en SMGV correspondientes a cada uno de dichos créditos, originados y administrados por CI, HCC, HSC, cedidos al Fiduciario por el Fiduciario de Garantía</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">y GMAC actualmente denominado Adamantine y que forman parte del Patrimonio del Fideicomiso, mismos que se describen en los Anexos “G-1” y “G-2” del Contrato de Fideicomiso.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Crédito Hipotecario Vencido” significa, un Crédito Hipotecario con respecto del cual más de tres (3) pagos mensuales previstos en el contrato de crédito respectivo no hayan sido íntegramente pagados (incluyendo, sin limitación, todas las cantidades </span><span style="font-family:'Times New Roman'; font-size:11pt">que</span><span style="font-family:'Times New Roman'; font-size:11pt"> por concepto de principal, intereses ordinarios, comisiones, primas de seguros y primas por la Cobertura SHF o cualquier otra cobertura, en su caso).</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Crédito Hipotecario Vigente” significa, un Crédito Hipotecario con respecto del cual no haya más de tres (3) pagos mensuales previstos en el contrato de crédito respectivo que no hayan sido íntegramente pagados (incluyendo, sin limitación, todas las cantidades </span><span style="font-family:'Times New Roman'; font-size:11pt">que</span><span style="font-family:'Times New Roman'; font-size:11pt"> por concepto de principal, intereses ordinarios, comisiones, primas de seguros y primas por la Cobertura SHF o cualquier otra cobertura, en su caso).</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Crédito no Elegible” significa, un Crédito Hipotecario con respecto del cual una o más de las declaraciones hechas por GMAC actualmente denominado Adamantine, en términos de la cláusula Quinta del Contrato de Cesión respecto a dicho crédito, sea total o parcialmente incorrecta (independientemente del desconocimiento por parte de GMAC actualmente denominado Adamantine respecto de la sustancia de dicha declaración) y, por lo tanto, (i) se afecte la validez o exigibilidad de los derechos del Fiduciario con respecto de dicho Crédito Hipotecario (incluyendo, sin limitación, que el Deudor Hipotecario respectivo tenga, por la circunstancia que hace que la o las declaraciones no sean correctas, defensas legales que afecten la exigibilidad de los contratos que documentan dicho Crédito Hipotecario), (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) se generen condiciones que no permitan el cumplimiento pleno por parte del Deudor Hipotecario respectivo de sus obligaciones de pago bajo dicho Crédito Hipotecario en la forma que correspondería si esa o esas declaraciones hubieran sido correctas o (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) los derechos de MBIA sea vean sustancial y adversamente afectados.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuentas de Cobranza” significan, conjuntamente la Cuenta de Cobranza CI, la Cuenta de Cobranza HCC y la Cuenta de Cobranza HSC, las cuales operarán según se establece en la cláusula Octava inciso (a) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuenta de Cobranza CI” significa, la cuenta a nombre del Fiduciario, en la que CI, como Administrador, deberá depositar todas las cantidades en efectivo derivadas de la Cobranza de los Créditos Hipotecarios administrados por CI en términos del Contrato de Administración CI.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuenta de Cobranza HCC” significa, la cuenta a nombre del Fiduciario, en la que HCC, como Administrador, deberá depositar todas las cantidades en efectivo derivadas de la Cobranza de los Créditos Hipotecarios administrados por HCC en términos del Contrato de Administración HCC.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuenta de Cobranza HSC” significa, la cuenta a nombre del Fiduciario, en la que HSC, como Administrador, deberá depositar todas las cantidades en efectivo derivadas de la Cobranza de los Créditos Hipotecarios administrados por HSC en términos del Contrato de Administración HSC.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuenta de Inversión” significa, la cuenta que el Fiduciario abra a nombre del Fideicomiso para los efectos descritos en la cláusula Octava inciso (c) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Cuenta General” significa, la cuenta a nombre del Fiduciario y manejada por éste que operará según se establece en la cláusula Octava inciso (b) del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Deudor Hipotecario” significa la persona física que con carácter de acreditada es parte de un Crédito Hipotecario, </span><span style="font-family:'Times New Roman'; font-size:11pt">conjuntamente con</span><span style="font-family:'Times New Roman'; font-size:11pt"> cualquier otra persona que se encuentre obligada en relación con dicho Crédito Hipotecario como fiadora, avalista, obligada solidaria o cualquier otro motivo.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Día Hábil” significa, todos los días, excepto sábados y domingos, en los que las instituciones de crédito están obligadas a abrir sus oficinas y sucursales de conformidad con el calendario que anualmente publica la CNBV.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Distribuciones” significa, los pagos que el Fiduciario deba de efectuar en una Fecha de Pago de conformidad con la cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Documentos Adicionales” significa, cualquier documento, título, o instrumento distinto de los que deben integrar un Expediente de Crédito, que corresponda a un Crédito Hipotecario y que se encuentre en posesión de los Administradores y/o del Administrador Maestro, incluyendo, por ejemplo, (i) la solicitud de Crédito Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) la carátula de resolución; (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) la autorización para investigación y monitoreo en materia de crédito por una sociedad de información crediticia; (</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">) todos los avalúos disponibles con respecto al Inmueble sobre el cual se constituyó la Hipoteca; (v) el acta de nacimiento y fotocopia de identificación del Deudor Hipotecario; (vi) la carta de comprobación de ingresos del Deudor Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:11pt">vii</span><span style="font-family:'Times New Roman'; font-size:11pt">) la carta de constancia de empleo otorgada por el patrón del Deudor Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:11pt">viii</span><span style="font-family:'Times New Roman'; font-size:11pt">) certificado de zonificación para uso de suelo relativo al Inmueble objeto de la Hipoteca; (</span><span style="font-family:'Times New Roman'; font-size:11pt">ix</span><span style="font-family:'Times New Roman'; font-size:11pt">) la tabla de amortización del Crédito Hipotecario; (x) el documento emitido por la Asociación Mexicana de Sofoles en el que se explica a los acreditados las características generales de los créditos con garantía hipotecaria; (xi) oficio de subsidio al impuesto sobre adquisición de inmuebles, en su caso, y (</span><span style="font-family:'Times New Roman'; font-size:11pt">xii</span><span style="font-family:'Times New Roman'; font-size:11pt">) aviso a la tesorería local en relación con el impuesto predial y derechos por servicio de agua relativo a cada Inmueble.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Documentos de la Operación” significa, la referencia conjunta al</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso, al Contrato de Cesión, a los Contratos de Cesión Adicional, al Contrato de Administración Maestra, a los Contratos de Administración, a la Cobertura SHF, a la Cobertura de Pagos en SMGV, al Contrato de Seguro de Garantía Financiera, a la Póliza y a la Carta de Prima.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Emisión” significa, la emisión de los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Evento de Cartera Vencida” significa que en cualquier Fecha de Pago que ocurra en cualquiera de los meses de la Emisión, el porcentaje que resulte de dividir (A) el saldo insoluto total de principal de todos los Créditos Hipotecarios que tengan más de 180 días calendarios con pagos vencidos al final del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> Periodo de Cobranza inmediato anterior entre (B) el saldo insoluto total de principal de todos los Créditos Hipotecarios al final de ese mismo Periodo de Cobranza, sea mayor que el porcentaje máximo que corresponda a dicho mes de la Emisión según se indica a continuación:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="border-bottom-color:#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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Meses a partir de la Fecha de Emisión</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Porcentaje Máximo</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">0 – 36</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">5.0%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">37 – 48</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">7.0%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">49 – 84</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">13.0%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">85 – 120</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">18.0%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">121 – hasta la Fecha Vencimiento</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:134.95pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">20.0%</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Si en cualquier Fecha de Pago dicho porcentaje no excede del porcentaje máximo, el Evento de Cartera Vencida dejará de ocurrir para esa Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Evento de Pérdidas Acumuladas” significa que en cualquier Fecha de Pago que ocurra en cualquiera de los meses de la Emisión, el porcentaje que resulte de dividir (A) el monto acumulado del Monto de Pérdidas sufridas por los Créditos Hipotecarios desde la Fecha de Corte y hasta el término del Periodo de Cobranza que corresponda entre (B) el saldo insoluto total de principal de los Créditos Hipotecarios a la Fecha de Corte, sea mayor que el porcentaje máximo que corresponda a dicho mes de la Emisión según se indica a continuación:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="border-bottom-color:#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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Meses a partir de la Fecha de Emisión</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Porcentaje Máximo</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">0 – 36</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">2.5%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">37 – 48</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">3.5%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">49 – 84</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">6.75%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">85 – 120</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">10.0%</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:174.7pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">121 – hasta la Fecha Vencimiento</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:134.2pt">
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">12.0%</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">Si en cualquier Fecha de Pago dicho porcentaje no excede del porcentaje máximo, el Evento de Pérdidas Acumuladas dejará de ocurrir para esa Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Evento Especial” significa que haya ocurrido y continúe un Evento de Cartera Vencida, una Causa de Incumplimiento o un Evento de Pérdidas Acumuladas.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Expediente de Crédito” significa, con respecto a cada Crédito Hipotecario, el expediente que contiene, como mínimo, (i) el testimonio de la escritura pública en la que consta el Crédito Hipotecario y la Hipoteca, con la evidencia de su registro en el Registro Público de la Propiedad correspondiente; y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) en aquellos casos en que la Cobertura de Pagos en SMGV esté documentada en forma independiente, un ejemplar firmado de dicho contrato.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fecha de Cierre” significa, el día en el que se lleve a cabo la liquidación de la colocación de los Certificados Bursátiles Fiduciarios en la BMV, la cual en ningún caso excederá del 12 de enero de 2008.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fecha de Corte” significa, el 1 de septiembre de 2007.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fecha de Determinación” significa, </span><span style="font-family:'Times New Roman'; font-size:11pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:11pt"> cada Fecha de Pago, el cuarto (4) Día Hábil siguiente a la Fecha de Transferencia que corresponda a dicha Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fecha de Pago” significa, el día 25 cada mes calendario de cada año en que el Fideicomiso este vigente, y en caso de que cualquiera de dichas fechas no sea un Día Hábil, el Día Hábil inmediato posterior, en el entendido que la primera Fecha de Pago será el 25 de octubre de 2007.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fecha de Transferencia” significa, </span><span style="font-family:'Times New Roman'; font-size:11pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:11pt"> una Fecha de Pago, el día que ocurra diez (10) Días Hábiles después del último día calendario del Periodo de Cobranza que corresponda al mes calendario inmediato anterior a esa Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Fecha de Vencimiento” significa, el 2 de junio de 2036.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomisario Controlador” significa (i) MBIA, en todo caso excepto en el caso de que hubiere ocurrido y continuara un incumplimiento por parte de MBIA en sus obligaciones de pago bajo la Póliza; o (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) el Representante Común, únicamente en caso de que hubiere ocurrido y continuara un incumplimiento por parte de MBIA en sus obligaciones de pago bajo la Póliza.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomiso” significa, el Contrato de Fideicomiso Irrevocable número F/243264, junto con las modificaciones que sean acordadas en el futuro </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:11pt"> la cláusula Vigésima Novena del Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomitente” significa: Proyectos Adamantine, Sociedad Financiera de Objeto Múltiple, Entidad Regulada</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomisarios en Primer Lugar” significa, los Tenedores Serie A.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomisario en Segundo Lugar” significa, MBIA.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomisarios en Tercer Lugar” significa, los Tenedores Serie B.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fideicomisarios en Cuarto Lugar”, significa, los tenedores de las Constancias.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fiduciario” significa, HSBC México, S. A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria o la institución que lo sustituya de conformidad con el Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Fiduciario de Garantía” significa, Banco J.P. Morgan, S. A., Institución de Banca Múltiple, J.P. Morgan Grupo Financiero, División Fiduciaria en su carácter de fiduciario bajo el Contrato de Fideicomiso de Garantía.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Gastos de Cobranza” tienen el significado que se le atribuye en el inciso (a) de la cláusula 3.3 de cada uno de los Contratos de Administración.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Gastos Mensuales” significa los gastos correspondientes a un Periodo de Cobranza, pagaderos en el orden que se indica, en función de las cantidades disponibles en la Cuenta General:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(i)el pago de la Prima pagadera a MBIA en dicha Fecha de Pago, de conformidad con los términos del Contrato de Seguro de Garantía Financiera y la Póliza,</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">)La Comisión por Supervisión de Administradores; en el entendido, sin embargo, que en caso de que Adamantine (i) tenga el carácter de Administrador Maestro y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) sea el tenedor de alguna Constancia, la Comisión por Supervisión de Administradores se pagará una vez que se hayan cubierto íntegramente las Distribuciones descritas en los incisos (1) a (12) de la cláusula Décima Segunda inciso (b) del Contrato de Fideicomiso,</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">)los honorarios del Fiduciario,</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">)los honorarios del Representante Común,</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(v)los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables, para mantener el registro de los Certificados Bursátiles Fiduciarios en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación y aquellos derivados de los honorarios del auditor independiente que elabore el dictamen anual sobre el patrimonio del fideicomiso en el mes que corresponda, y</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">(vi)los honorarios de las Agencias Calificadoras (salvo en el caso de que no existan en una Fecha de Pago fondos suficientes en las cuentas del Fideicomiso para el pago íntegro en esa Fecha de Pago de las Distribuciones descritas en los incisos (1) a (9) de la cláusula Décima Segunda inciso (b) del Contrato de Fideicomiso, en cuyo caso el monto de dichos honorarios no se considerará un Gasto Mensual).</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Hipoteca” significa, cada uno de los contratos de hipoteca por medio del cual cada Deudor Hipotecario ha constituido un gravamen en primer lugar y grado de prelación sobre un Inmueble con el fin de garantizar el cumplimiento completo y puntual de las obligaciones a cargo de dicho Deudor Hipotecario derivadas de su Crédito Hipotecario.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“IFC”, significa el International </span><span style="font-family:'Times New Roman'; font-size:11pt">Finance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Indeval” significa, S. D. Indeval Institución para el Depósito de Valores, S. A. de C. V.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Inmueble” significa, cada bien inmueble sobre el cual un Deudor Hipotecario ha constituido una Hipoteca para garantizar el cumplimiento de las obligaciones a su cargo, derivadas de un Crédito Hipotecario.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Inmueble Adjudicado” significa, cualquier Inmueble que llegue a ser propiedad del Fiduciario por cuenta del Fideicomiso por adjudicación judicial o por acuerdo entre alguno de los Administradores y el Deudor Hipotecario respectivo, con el consentimiento del Administrador Maestro.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“INPC” significa, el Índice Nacional de Precios al Consumidor anunciado de tiempo en tiempo por Banco de México o, en caso de que el mismo no sea anunciado, el índice equivalente que el Banco de México anuncie como su substituto.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Institución Depositaria” significa una institución de crédito mexicana de reconocido prestigio a nivel nacional o que sea filial de una institución financiera internacional de reconocido prestigio, que tenga un capital social no menor al equivalente en pesos moneda nacional de E.U.A. $10’000,000.00 (Diez Millones de </span><span style="font-family:'Times New Roman'; font-size:11pt">Dólares</span><span style="font-family:'Times New Roman'; font-size:11pt"> de los Estados Unidos de América 00/100) determinado con base en sus estados financieros de más reciente publicación.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Intermediario Colocador” significa HSBC Casa de Bolsa, S.A. de C.V., Grupo Financiero HSBC.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Inversiones Permitidas” significa la inversión a un día (overnight) en: (i) valores gubernamentales denominados en Pesos o </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt">, emitidos o garantizados por el Gobierno Federal de México; (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) reportos sobre dichos valores gubernamentales; (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) depósitos a la vista con instituciones de banca múltiple con calificación crediticia de "mxA-1+" o mejor (en la Escala Nacional </span><span style="font-family:'Times New Roman'; font-size:11pt">CaVal</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Calificaciones de Corto Plazo de Standard & </span><span style="font-family:'Times New Roman'; font-size:11pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:11pt"> o su equivalente), o "MX-1" o mejor (en la Escala Nacional de Calificaciones de Corto Plazo de Moody's o su equivalente); o (</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">) certificados de depósito en Pesos con instituciones de banca múltiple con calificación crediticia de "mxA-1+" o mejor (en la Escala Nacional </span><span style="font-family:'Times New Roman'; font-size:11pt">CaVal</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Calificaciones de Corto Plazo de Standard & </span><span style="font-family:'Times New Roman'; font-size:11pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:11pt"> o su equivalente), o "MX-1" o mejor (en la Escala Nacional de Calificaciones de Corto Plazo de Moody's o su equivalente).</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“LGTOC” significa, la Ley General de Títulos y Operaciones de Crédito.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“LIC” significa, la Ley de Instituciones de Crédito.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“LMV” significa, la Ley del Mercado de Valores.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“MBIA” significa, MBIA México, S. A. de C. V.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“México” significa, los Estados Unidos Mexicanos.</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Monto de Pago de Interés” significa, el monto en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt"> que corresponda a los intereses devengados y pagaderos con respecto a los Certificados Bursátiles Fiduciarios en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Monto de Pérdidas” significa, una cantidad igual al resultado de restar (x) el Producto Neto de Liquidación de todos los Créditos Cobrados, a (y) el monto del saldo insoluto de principal más los intereses devengados y no pagados (hasta tres meses) que correspondan a dichos Créditos Cobrados al cierre de cada uno de los Periodos de Cobranza inmediatos anteriores a la aplicación del pago final de cada uno de dichos créditos.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Monto Neto” significa, el monto en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt"> que resulte de restar a los recursos disponibles en la Cuenta General en una Fecha de Determinación, el monto total de las Distribuciones correspondientes a los pagos identificados en los incisos (1) a (13) de la cláusula Décima Segunda inciso (b) del Fideicomiso que corresponden a la siguiente Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Notificación de Requerimiento de Pago” tiene el significado que se indica en el inciso (b) de la cláusula </span><span style="font-family:'Times New Roman'; font-size:11pt">Décimo Primera</span><span style="font-family:'Times New Roman'; font-size:11pt"> del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Notificación de Vencimiento Anticipado” significa, la notificación en la forma del Anexo “R”, que MBIA podrá (pero no estará obligado a) presentar al Fiduciario en caso de que ocurra una Causa de Incumplimiento.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Patrimonio”, significa, Patrimonio, S. A. de C. V., Sociedad Financiera de Objeto Limitado.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Patrimonio del Fideicomiso” significa, los bienes y derechos que han sido o sean cedidos o de cualquier otra forma transmitidos al Fiduciario por cuenta del Fideicomiso durante la vigencia del Contrato de Fideicomiso, junto con todos sus frutos, productos y accesorios en términos de la cláusula Séptima del Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Período de Cobranza” significa, con respecto a cada Fecha de Pago, el mes calendario inmediato anterior que ocurra durante la vigencia del</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Fideicomiso, por lo que cada uno de dichos periodos inicia e incluye el primer día de cada mes calendario y termina el último día de dicho mes calendario, en el entendido de que el primer Período de Cobranza iniciará al día siguiente de la Fecha de Corte y terminará el último día del mes inmediato anterior a la primera Fecha de Pago.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Pesos” significa, la moneda de curso legal de los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Póliza” tendrá el significado que se le atribuye en la Declaración I (f) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Prima” tendrá el significado que se le atribuye bajo el Contrato de Seguro de Garantía Financiera bajo el término Prima.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Producto de Liquidación” significa, el monto total de las cantidades recibidas por la liquidación de un Crédito Hipotecario Vencido o</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">la enajenación de un Inmueble </span><span style="font-family:'Times New Roman'; font-size:11pt">Adjudicado,</span><span style="font-family:'Times New Roman'; font-size:11pt"> ya sea que ésta se obtenga a través de la enajenación extrajudicial, judicial, indemnizaciones de Seguros, u otro tipo de indemnizaciones.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Producto Neto de Liquidación” significa, el monto total del Producto de Liquidación cobrado por los Administradores después de descontar los Gastos de Cobranza correspondientes al proceso de cobranza del Crédito Hipotecario respectivo de conformidad con los Contratos de Administración.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Reporte de Cobranza” significa, el reporte en la forma del Anexo “C” de los Contratos de Administración, en el cual cada Administrador detallará la Cobranza obtenida durante un Periodo de Cobranza al Administrador Maestro.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Reporte de Cobranza Consolidado” significa, el reporte en la forma del Anexo “H” del Contrato de Fideicomiso</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">elaborado por el Administrador Maestro en términos del Contrato de Administración Maestra, el cual contendrá la información consolidada del Reporte de Cobranza preparado por cada Administrador.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Reporte de Distribuciones” significa, el reporte en la forma del Anexo “I”, que el Representante Común deberá entregar al Fiduciario, a MBIA y a los tenedores de las Constancias de conformidad con la cláusula Décima Primera del Fideicomiso.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“</span><span style="font-family:'Times New Roman'; font-size:11pt">Representante Común” significa, Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero, en su carácter de representante común de los Tenedores de conformidad con el título que ampare los Certificados Bursátiles Fiduciarios o quien lo substituya en su caso, </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:11pt"> lo dispuesto en dichos títulos.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“RNV” significa, el Registro Nacional de Valores.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Salarios Mínimos” significa, salarios mínimos generales vigentes en el Distrito Federal que, de tiempo en tiempo, determine la Comisión Nacional de Salarios Mínimos.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Saldo de la Cartera Hipotecaria Vigente” significa el monto insoluto total de principal de todos los Créditos Hipotecarios Vigentes.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Seguros” significa, en forma conjunta los Seguros de Daños y los Seguros de Vida e Incapacidad.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Seguro de Daños” significa, con respecto de cada Inmueble, el seguro contra daños contratados para cubrir cualquier daño o menoscabo que pueda sufrir dicho Inmueble (incluyendo daños derivados de inundación, incendio, terremoto y explosión) de conformidad con los requisitos establecidos en los Contratos de Administración.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Seguro de Vida e Incapacidad” significa, con respecto de cada Deudor Hipotecario, el seguro que cubre el riesgo de muerte e incapacidad total y permanente de dicho deudor de conformidad con los requisitos establecidos en los Contratos de Administración.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Sociedad Hipotecaria Federal” significa, la Sociedad Hipotecaria Federal, S.N.C., Institución de Banca de Desarrollo.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Tenedores” significa, conjuntamente, los Tenedores Serie A y los Tenedores Serie B.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Tenedores Serie A” significa, los tenedores de los Certificados Bursátiles Fiduciarios Serie A.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“Tenedores Serie B” significa, los tenedores de los Certificados Bursátiles Fiduciarios Serie B.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:11pt">“UDI” significa, la unidad de cuenta denominada Unidad de Inversión cuyo valor en Pesos publica periódicamente el Banco de México en el Diario Oficial de la Federación, a la que se refiere el Decreto por el que se establecen las obligaciones que podrán denominarse en Unidades de Inversión y reforma y adiciona diversas disposiciones del Código Fiscal de la Federación y de la Ley del Impuesto sobre la Renta, publicado en el Diario Oficial de la Federación los días 1° y 4 de abril de 1995. En el caso de que Banco de México deje de publicar el valor de la UDI por cualquier motivo, se utilizará la unidad que Banco de México publique en sustitución de las </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt">. En el caso de que Banco de México no publique una nueva unidad en sustitución de las </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:11pt">, el Administrador Maestro calculará quincenalmente una unidad substituta y se la comunicará por escrito al Fiduciario, a MBIA y al Representante Común. Con dicho propósito, la variación porcentual del valor de dicha unidad substituta del día once (11) al día veinticinco (25) de cada mes será igual a la variación porcentual del INPC, en la segunda quincena del mes inmediato anterior. La variación porcentual del valor de la unidad substituta del día veintiséis (26) de un mes al día diez (10) del mes inmediato siguiente será igual a la variación porcentual del INPC, en la primera quincena del mes referido en primer término. Para determinar las variaciones del valor de la unidad substituto correspondientes a los demás días calendario del período de cálculo, la variación porcentual quincenal del INPC, inmediato anterior a cada uno de esos períodos de cálculo se distribuirá entre el número de días calendario comprendido en el período de cálculo de que se trate de manera que la variación porcentual del valor de la unidad substituta en cada uno de esos días sea uniforme.</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"><span style="font-family:'Times New Roman'; font-size:11pt">El siguiente resumen ejecutivo se completa con la información presentada en la sección “Factores de Riesgo”, misma que debe ser leída de manera minuciosa por los futuros inversionistas con el fin de tomar conciencia de los posibles eventos, tanto a nivel país, como a nivel emisor, que puedan afectar al Patrimonio del Fideicomiso Emisor correspondiente, los Certificados Bursátiles Fiduciarios descritos en cada Suplemento, el desempeño de cada Administrador, el desempeño de GMAC como Administrador Maestro, y los demás riesgos de cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Partes</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Las partes principales del Programa se encuentran descritas a continuación:</span></p>
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" 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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Programa</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El propósito del Programa es establecer la marca para una serie de bursatilizaciones de Créditos Hipotecarios que fueron aportados por GMAC actualmente denominada Adamantine a distintos Fideicomisos Emisores. Con respecto a cada Fideicomiso Emisor se efectuaron ofertas públicas de Certificados Bursátiles Fiduciarios, cada uno de los cuales se celebró a efecto de realizar las distintas Emisiones al amparo del Programa. Por la cesión de Créditos Hipotecarios, GMAC actualmente denominada Adamantine, en su carácter de Fideicomitente, recibió una contraprestación que el Fiduciario de cada Fideicomiso realizó con los recursos que se obtuvieron del público inversionista por la oferta y colocación de los Certificados Bursátiles Fiduciarios de cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Dentro de las líneas de negocio de GMAC actualmente denominada Adamantine se encontraba la bursatilización de créditos hipotecarios. Para estos efectos y en términos del Programa, GMAC actualmente denominada Adamantine adquirió de distintos Originadores de Créditos Hipotecarios (instituciones financieras reconocidas en México) diversos portafolios de Créditos Hipotecarios para </span><span style="font-family:'Times New Roman'; font-size:11pt">bursatilizarlos</span><span style="font-family:'Times New Roman'; font-size:11pt">. Para la adquisición de dichos portafolios de Créditos Hipotecarios, ADAMANTINE llevó a cabo un proceso riguroso de selección y evaluación de dichos portafolios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para cada Emisión, GMAC actualmente denominada Adamantine adquirió de uno o más Originadores de Créditos Hipotecarios, créditos hipotecarios con las características que se describen en el Suplemento respectivo y los aportó al Fideicomiso Emisor correspondiente. El Fiduciario de cada Fideicomiso conserva la propiedad de los Créditos Hipotecarios que le fueron aportados por ADAMANTINE para que, con el flujo de la Cobranza de dichos Créditos Hipotecarios se liquiden las cantidades que se adeuden a los Tenedores de los Certificados Bursátiles Fiduciarios de la Emisión correspondiente.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En términos del Contrato Marco, para la realización de cada emisión bajo el Programa, GMAC actualmente denominada Adamantine, como Fideicomitente y Fideicomisario en términos de lo que señale el Suplemento correspondiente, celebró un contrato de Fideicomiso Irrevocable con HSBC México, S. A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria </span><span style="font-family:'Times New Roman'; font-size:11pt">o cualquier otro fiduciario sustituto que se designe en el Suplemento respectivo a cada Emisión, en su carácter de Fiduciario.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En dicho contrato se estableció que el Fiduciario puede, de conformidad con la Ley del Mercado de Valores, emitir Certificados Bursátiles Fiduciarios los cuales fueron ofrecidos al público inversionista.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Una vez que el Fideicomitente llevó a cabo la cesión de los Créditos Hipotecarios el Fiduciario de cada Fideicomiso emitió la(s) Constancia(s) a favor del Fideicomitente o de la persona que el Fideicomitente designó, con cargo al Patrimonio del Fideicomiso respectivo, entonces, el Fiduciario llevó a cabo la emisión y colocación de los Certificados Bursátiles Fiduciarios. Los recursos obtenidos de la colocación de los Certificados Bursátiles Fiduciarios sirven para cubrir el importe derivado de la cesión onerosa de los Créditos Hipotecarios realizada por GMAC actualmente denominada Adamantine en favor del Fiduciario perfeccionada a través del Contrato de Cesión. El Patrimonio del Fideicomiso Emisor correspondiente consiste principalmente de Créditos Hipotecarios y de la Cobranza derivada de los mismos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios que fueron aportados a cada Fideicomiso reúnen ciertos criterios de elegibilidad que cada Contrato de Cesión estableció y se describieron en el Suplemento correspondiente. Para el caso de los Créditos Hipotecarios que no reunieron dichos criterios, GMAC actualmente denominada Adamantine ésta obligado a substituirlo por otro Crédito Hipotecario que cumpla con los criterios de elegibilidad establecidos en dicho Contrato de Cesión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">La(s) Constancia(s) que emitió el Fiduciario de cada Fideicomiso otorgan a su titular el derecho a (i) ciertas distribuciones de conformidad con el Contrato de Fideicomiso bajo el cual se emiten y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) en general, del remanente que pueda haber del Patrimonio del Fideicomiso Emisor correspondiente después del pago total de los Certificados Bursátiles, las cantidades adeudadas bajo los términos del Contrato de Fideicomiso y los contratos celebrados de conformidad con el Contrato de Fideicomiso respectivo de conformidad con lo que se establezca en el Contrato de Fideicomiso y en el Suplemento de cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En ningún caso puede el Fiduciario de cada Fideicomiso Emisor, con cargo al Patrimonio del Fideicomiso, otorgar crédito a GMAC actualmente denominada Adamantine ni entregar recursos del Patrimonio del Fideicomiso, con la excepción de lo que se encuentre descrito en cada Fideicomiso Emisor.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">GMAC actualmente denominada Adamantine en su carácter de Administrador Maestro es el único responsable frente a los Tenedores de la adecuada supervisión y vigilancia de los Administradores en el desempeño de sus funciones de administración y cobranza de los Créditos Hipotecarios y sus accesorios. Para estos efectos, el Fiduciario de cada Fideicomiso Emisor celebró un Contrato de Administración Maestra con GMAC actualmente denominada Adamantine, para </span><span style="font-family:'Times New Roman'; font-size:11pt">que</span><span style="font-family:'Times New Roman'; font-size:11pt"> en su calidad de Administrador Maestro, supervise el desempeño del Administrador, según se describió en el Suplemento correspondiente a cada Emisión. Asimismo, el Fiduciario de cada Fideicomiso Emisor celebró con el Administrador y con el Administrador Maestro, un Contrato de Administración para efectos de que dicho(s) Administrador(es) se encarguen de administrar y cobrar los Créditos Hipotecarios. El Administrador Maestro ésta facultado para sustituir al Administrador y contratar a otra entidad distinta para que realice la administración de los Créditos Hipotecarios en los casos y bajo los lineamientos que se describan en el Suplemento correspondiente a cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Deudores Hipotecarios bajo los Créditos Hipotecarios a través del Administrador respectivo, pagan a cada Fideicomiso el principal e intereses que adeuden bajo dichos Créditos Hipotecarios, </span><span style="font-family:'Times New Roman'; font-size:11pt">de la forma en que el Administrador correspondiente les indique, quien a su vez deposita los recursos provenientes de la Cobranza en la respectiva Cuenta de Cobranza de cada Fideicomiso Emisor.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Cada Emisión que se hace al amparo del Programa tiene un patrimonio independiente compuesto de Créditos Hipotecarios y podrá incluir apoyos crediticios o garantías de conformidad con lo que se señale en el Suplemento correspondiente.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">DESCRIPCIÓN DE LA OPERACIÓN DEL PROGRAMA</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">GMAC actualmente denominada Adamantine tiene como actividad principal el proveer de recursos a intermediarios financieros que otorgan crédito al sector inmobiliario de la vivienda. La operación de GMAC actualmente denominada Adamantine con los intermediarios financieros es a través de líneas maestras de crédito para la </span><span style="font-family:'Times New Roman'; font-size:11pt">originación</span><span style="font-family:'Times New Roman'; font-size:11pt"> de diferentes tipos de créditos hipotecarios, tanto créditos individuales como créditos puente para la construcción. Bajo las líneas maestras de crédito, se pactan los términos y condiciones bajo los cuales los intermediarios financieros pueden ejercer los recursos de GMAC actualmente denominada Adamantine.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Programa constituye el marco bajo el cual GMAC actualmente denominada Adamantine llevará a cabo bursatilizaciones de créditos hipotecarios individuales, </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:11pt"> la estrategia descrita en el párrafo anterior.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">1 </span><span style="font-family:'Times New Roman'; font-size:11pt">Constitución</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Fideicomisos Emisores</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para llevar a cabo las distintas Emisiones al amparo del Programa que se describe en el Prospecto y de conformidad con lo establecido en el Contrato Marco, el Fideicomitente constituirá distintos Fideicomisos Emisores mediante los cuales se emitirán los Certificados Bursátiles Fiduciarios para su colocación entre el gran público inversionista. El Patrimonio del Fideicomiso respectivo estará formado, principalmente, por Créditos Hipotecarios. Cada uno de los distintos Fideicomisos Emisores será independiente y se describirá en el Suplemento.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">2 </span><span style="font-family:'Times New Roman'; font-size:11pt">Distintos</span><span style="font-family:'Times New Roman'; font-size:11pt"> Originadores de Créditos Hipotecarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios que formen parte del patrimonio de cada Fideicomiso Emisor serán créditos hipotecarios originados por distintos Originadores de Créditos Hipotecarios (instituciones de banca múltiple y SOFOLES y SOFOMES principalmente) en México. Incluso, podría darse el caso de </span><span style="font-family:'Times New Roman'; font-size:11pt">que</span><span style="font-family:'Times New Roman'; font-size:11pt"> en una sola Emisión, los Créditos Hipotecarios hayan sido originados por uno o más Originadores de Créditos Hipotecarios distintos y administrados por Administradores distintos. En el Suplemento correspondiente a cada Emisión se señalarán los Originadores de los Créditos Hipotecarios y Administradores correspondientes a dicha Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">3 </span><span style="font-family:'Times New Roman'; font-size:11pt">Adquisición</span><span style="font-family:'Times New Roman'; font-size:11pt"> y Cesión de Créditos Hipotecarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Previamente a la realización de una Emisión, GMAC actualmente denominada Adamantine adquirirá, tanto con recursos propios, o, en su coso, con recursos provenientes de las líneas de crédito de almacenamiento que mantiene con diversas entidades financieras para tal efecto, de uno o más Originadores de Créditos Hipotecarios, los Créditos Hipotecarios objeto de bursatilización. Para tal efecto, GMAC actualmente denominada Adamantine llevará un riguroso proceso de selección de créditos hipotecarios y adquirirá aquellos créditos que hayan satisfecho el proceso correspondiente. Mediante la celebración del Contrato de Cesión, GMAC actualmente denominada Adamantine aportará al Patrimonio del Fideicomiso respectivo los Créditos Hipotecarios. Los </span><span style="font-family:'Times New Roman'; font-size:11pt">Créditos Hipotecarios serán cedidos por GMAC actualmente denominada Adamantine a favor del Fiduciario de cada Fideicomiso Emisor al valor del saldo insoluto de los mismos. Una descripción de los Créditos Hipotecarios objeto de bursatilización y de los términos y condiciones del Contrato de Cesión se incluirá en cada uno de los Suplementos correspondientes a cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">4 </span><span style="font-family:'Times New Roman'; font-size:11pt">Emisión</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Certificados Bursátiles Fiduciarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Una vez que se haya constituido el Fideicomiso Emisor respectivo y que GMAC actualmente denominada Adamantine haya llevado a cabo la cesión de los Créditos Hipotecarios a favor del Patrimonio del Fideicomiso, el Fiduciario llevará a cabo la emisión de los Certificados Bursátiles Fiduciarios, El Fiduciario llevará a cabo la Emisión exclusivamente en cumplimiento de cada Fideicomiso Emisor y no asume ninguna obligación a título individual con respecto al pago de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">. Los pagos con respecto a los Certificados Bursátiles Fiduciarios se harán solamente en los términos de cada Fideicomiso y hasta donde baste y alcance el Patrimonio del Fideicomiso correspondiente a cada Emisión. En caso de falta de disposición expresa, el Fiduciario procederá de conformidad con las instrucciones de quienes tengan facultades con base en cada Fideicomiso. Las características de cada Emisión que se realice al amparo del Programa se describirán en el Suplemento respectivo a cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Cualquier documento o notificación que quieran o deban dirigir los Tenedores de una Emisión al Fiduciario, deberán hacerlo a través del Representante Común.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">5 </span><span style="font-family:'Times New Roman'; font-size:11pt">Administrador</span><span style="font-family:'Times New Roman'; font-size:11pt"> Maestro de Créditos Hipotecarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para llevar a cabo la administración y cobranza de los Créditos Hipotecarios que formen parte de una Emisión, el Fiduciario de cada Fideicomiso Emisor celebrará con GMAC actualmente denominada Adamantine un Contrato de Administración Maestra. Mediante el Contrato de Administración Maestra, GMAC actualmente denominada Adamantine, en su carácter de Administrador Maestro, estará a cargo de la supervisión y vigilancia del cumplimiento de las obligaciones del Administrador. Un extracto del Contrato de Administración Maestra se incluirá en el Suplemento correspondiente a cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">6 </span><span style="font-family:'Times New Roman'; font-size:11pt">Administradores</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Créditos Hipotecarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Fiduciario como titular de Créditos Hipotecarios, podrá contratar a uno o varios Administradores para que éstos lleven a cabo la administración y cobranza de los Créditos Hipotecarios. Para tales efectos, el Fiduciario celebrará con uno o varios Administradores un Contrato de Administración. La indicación de aquellas instituciones que actúen como Administradores, así como un extracto del Contrato de Administración que incluya los servicios prestados por el Administrador se incluirá en el Suplemento correspondiente a cada Emisión. GMAC actualmente denominada Adamantine, en su carácter de Administrador Maestro y en los casos señalados en el Contrato de Administración correspondiente, podrá reemplazar al o los Administradores, según corresponda, con otra institución que actúe como tal.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">7 </span><span style="font-family:'Times New Roman'; font-size:11pt">Pago</span><span style="font-family:'Times New Roman'; font-size:11pt"> de Distribuciones</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Durante la vigencia de cada Emisión el efectivo que forme parte del Patrimonio del Fideicomiso Emisor correspondiente se utilizará por el Fiduciario para efectuar las Distribuciones que se acuerden y en la forma que se establezca en términos de cada Fideicomiso Emisor. El Suplemento correspondiente a cada Emisión describirá las Distribuciones correspondientes, así como la forma y orden de pago de </span><span style="font-family:'Times New Roman'; font-size:11pt">las mismas</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Contrato Marco para Constitución de Fideicomisos Emisores</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El 25 de julio de 2007, GMAC actualmente denominada Adamantine, en su carácter de Fideicomitente y HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, en su carácter de Fiduciario celebraron un Contrato Marco para la Constitución de Fideicomisos Emisores con el objeto de: (i) establecer el Programa por un lapso de vigencia de 5 (cinco) años desde la fecha de su aprobación por la CNBV, con el fin de que durante dicho plazo se puedan celebrar Fideicomisos Emisores en los términos previstos en el Contrato Marco; y (u) que el Fiduciario, con cargo al Patrimonio del Fideicomiso de cada Fideicomiso Emisor, lleve a cabo la(s) emisión(es) y oferta(s) pública(s) en México de Certificados Bursátiles Fiduciarios según se describa en el Contrato de Fideicomiso respectivo hasta por el monto total del Programa.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">1. Constitución de Fideicomisos Emisores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">A. Durante el plazo del Programa, cuando así lo instruya el Fideicomitente, por una parte y el Fiduciario por otra, celebrarán un Fideicomiso Emisor para la emisión de una o más series de Certificados Bursátiles Fiduciarios con cargo al Patrimonio del Fideicomiso correspondiente, al que se cederá o aportará el Patrimonio del Fideicomiso que será para beneficio exclusivo de los Tenedores de los Certificados Bursátiles Fiduciarios emitidos con base en ese Fideicomiso, en los términos en los que le instruya el Fideicomitente. La emisión de los Certificados Bursátiles Fiduciarios que realice cada Fideicomiso se hará en la oportunidad, por el monto y en los términos y condiciones que se establezcan en el Contrato de Fideicomiso respectivo, los cuales estarán restringidos por el Contrato Marco y conforme a la autorización del Programa otorgada por la CNBV.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">B. El Patrimonio del Fideicomiso correspondiente a cada Emisión, constituirá la única fuente de pago de los Certificados Bursátiles Fiduciarias respectivos y, por lo tanto, estará afectado exclusivamente al pago de dichos Certificados Bursátiles Fiduciarios y no podrá ser afectado para el pago de otros Certificados Bursátiles Fiduciarios emitidos por el Fiduciario con base en otros Fideicomisos. El Fiduciario no responderá con sus propios bienes por el pago de cualesquiera Certificados Bursátiles Fiduciarios y los importes pagaderos respecto de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt"> serán satisfechos únicamente con, y hasta la concurrencia del Patrimonio del Fideicomiso conforme el Fideicomiso Emisor respectivo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">C.A efectos de la constitución de cada Fideicomiso Emisor, el Fideicomitente y el Fiduciario celebrarán un Contrato de Fideicomiso, el cual seguirá los lineamientos establecidos en el Contrato Marco. Cada Fideicomiso Emisor se regirá por el Contrato de Fideicomiso respectivo, y en su defecto por el Contrato Marco, en el entendido de que el Fideicomitente podrá realizar modificaciones al Contrato de Fideicomiso hasta antes de que se realice la emisión de Certificados Bursátiles Fiduciarios con base en el mismo, siempre que dichas modificaciones no contravengan los términos del Programa y las autorizaciones de la CNBV y demás autoridades competentes. En cada Fideicomiso base de una Emisión, los Tenedores tendrán el carácter de Fideicomisarios en Primer Lugar y sucesivos lugares, con base en la prelación que en el propio Fideicomiso Emisor se establezca y el Fideicomitente tendrá el carácter de Fideicomitente y fideicomisarios en el lugar que se establezca en el fideicomiso emisor correspondiente. Los Fideicomisos Emisores podrán incorporar otras partes que actúen como fideicomisarios en sucesivos lugares después de los Tenedores, como se describa en el Contrato de Fideicomiso correspondiente a cada Emisión.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">D. Simultáneamente con la suscripción y emisión de los Certificados Bursátiles Fiduciarios de que se trate, en la fecha de Emisión de los mismos, el Fideicomitente, mediante la celebración del </span><span style="font-family:'Times New Roman'; font-size:11pt">Contrato de Cesión, transmitirá al Fiduciario la propiedad fiduciaria de los Créditos Hipotecarios correspondientes, tras lo cual el Fiduciario adquirirá y ejercerá la propiedad fiduciaria de dichos Créditos Hipotecarios en beneficio de los Tenedores, El Intermediario Colocador que se designe en cada Suplemento llevará a cabo la oferta pública de los Certificados Bursátiles Fiduciarios a través de la BMV.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">E. De acuerdo con los Créditos Hipotecarios que el Fideicomitente transfiera al Fiduciario en oportunidad de la constitución de cada Fideicomiso Emisor, y con carácter adicional a las responsabilidades que el Fideicomitente asuma en dicho momento, el Fideicomitente se responsabilizará por la existencia de dichos Créditos Hipotecarios, respondiendo en consecuencia respecto de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt"> en los términos del Artículo 2119 del Código Civil Federal.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Asimismo, el Fideicomitente y el Fiduciario, en términos del Contrato de Cesión, llevarán a cabo todos los actos que resulten necesarios a fin de perfeccionar la transferencia de los Créditos Hipotecarios conforme a la naturaleza de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">2. Inversiones y Gastos</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Patrimonio de cada Fideicomiso será invertido de conformidad con lo que establezca el Fideicomiso Emisor correspondiente. Cada Fideicomiso Emisor establecerá la manera en que se cubrirán los gastos asociados a ellos y a las emisiones de Certificados Bursátiles Fiduciarios realizadas a través de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">. Por el desempeño de sus funciones conforme al presente y al respectivo Contrato de Fideicomiso el Fiduciario tendrá derecho a percibir una remuneración por el monto, en la oportunidad y en la forma que se establezca el convenio que suscriba el Fideicomitente y el Fiduciario para dicho efecto.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">3. Documentos Complementarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Fiduciario podrá, de conformidad con las instrucciones del Fideicomitente y a cargo de ellos, periódicamente y en cualquier momento suscribir documentos complementarios al Contrato Marco o a cualquier Contrato de Fideicomiso (un “Documento Complementario”) para uno o más de los siguientes propósitos:</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">(i) sumar a los compromisos del Fideicomitente o los del Fiduciario los compromisos, condiciones y disposiciones adicionales que el Representante Común proponga para la protección de los Tenedores;</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) implementar la designación y aceptación del fiduciario substituto;</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) salvar cualquier ambigüedad, corregir o complementar cualquier disposición que pueda resultar defectuosa o inconsistente con cualquiera de las demás disposiciones del Contrato Marco y/o de cualquier Contrato de Fideicomiso y/o documento complementario, o establecer cualquier otra disposición con respecto a asuntos o cuestiones que surjan de las operaciones contempladas en el Contrato Marco y/o cualquier Contrato de Fideicomiso y/o documento complementario siempre que no fueran inconsistentes con las disposiciones de los mismos y, en opinión de un asesor legal, no afecten adversamente los intereses de los Tenedores; y</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">(</span><span style="font-family:'Times New Roman'; font-size:11pt">iv</span><span style="font-family:'Times New Roman'; font-size:11pt">) introducir modificaciones o disposiciones complementarias en la forma que resulte necesaria o apropiada para que los Fideicomisos Emisores queden enmarcados dentro de la LIC, la LMV y la LGTOC y sus normas reglamentarias o cualquier norma futura que reemplace a las anteriores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Dentro de los 5 (cinco) Días Hábiles de haber suscrito cualquier Documento Complementario conforme a las disposiciones antes mencionadas, el Fiduciario enviará una notificación al respecto al Representante Común indicando los términos de dicho documento.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Cuando haya lugar a ello de conformidad con las Circulares de la CNBV, las modificaciones a los términos del Programa y de los Fideicomisos Emisores y los Certificados Bursátiles Fiduciarios deberán ser hechas del conocimiento del público inversionista dentro de los plazos y por los medios que señalen las disposiciones citadas.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">OPERACIÓN DE ESTA EMISIÓN</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El propósito de la presente emisión fue </span><span style="font-family:'Times New Roman'; font-size:11pt">bursatilizar</span><span style="font-family:'Times New Roman'; font-size:11pt"> los Créditos Hipotecarios mediante la oferta pública de 1’824,514 (Un millón ochocientos veinticuatro mil quinientos catorce) Certificados Bursátiles Fiduciarios, mismos que son emitidos por el Fiduciario.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para estos efectos y en términos del Programa, GMAC actualmente denominada Adamantine adquirió de distintas SOFOLES y/o SOFOMES diversos portafolios de Créditos Hipotecarios para </span><span style="font-family:'Times New Roman'; font-size:11pt">bursatilizarlos</span><span style="font-family:'Times New Roman'; font-size:11pt">. En algunos GMAC actualmente denominada Adamantine utilizó líneas de crédito otorgadas por ciertas instituciones financieras. En términos de los contratos de crédito antes mencionados y para garantizar el pago a la institución financiera respectiva, GMAC actualmente denominada Adamantine cedió a los Vehículos de Fondeo el portafolio de Créditos Hipotecarios adquiridos con la línea de crédito, según corresponda. Previo a la adquisición de dichos portafolios de Créditos Hipotecarios, GMAC actualmente denominada Adamantine llevó a cabo un proceso riguroso de selección y evaluación de dichos portafolios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para la realización de la presente Emisión, GMAC actualmente denominada Adamantine, como Fideicomitente, celebró un contrato de fideicomiso irrevocable con HSBC México, S. A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, en su carácter de Fiduciario, MBIA México como otorgante de la Póliza y fideicomisario en segundo lugar y con Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero, en su carácter de Representante Común de los Tenedores.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Por medio del Contrato de Cesión, GMAC actualmente denominada Adamantine (directamente y a través de los Vehículos de Fondeo) cedió los Créditos Hipotecarios a favor del Fiduciario, para beneficio del Patrimonio del Fideicomiso. Por lo anterior, de los recursos que se obtengan del público inversionista por la oferta y colocación de los Certificados Bursátiles Fiduciarios, el Fiduciario distribuirá a los Vehículos de Fondeo las cantidades adeudadas a las instituciones financieras otorgantes de las líneas de crédito para la adquisición de los Créditos Hipotecarios y entregará el remanente a GMAC actualmente denominada Adamantine, en los términos del Contrato de Cesión y del Contrato de Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Una vez realizado lo anterior, el Patrimonio del Fideicomiso consistirá principalmente de Créditos Hipotecarios y de la Cobranza derivada de los mismos. La cesión de los Créditos Hipotecarios al Fideicomiso se hará con apego a la legislación aplicable a la jurisdicción correspondiente a cada inmueble objeto de los Créditos Hipotecarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Asimismo, el Fiduciario emitirá 7 (siete) Constancias, cada una a nombre del Fideicomitente. Las Constancias subsecuentes serán emitidas a los cesionarios del Fideicomitente, conforme a lo previsto en la </span><span style="font-family:'Times New Roman'; font-size:10pt">Cláusula Quinta del Contrato de Fideicomiso. Las Constancias no son títulos de crédito y sólo acreditarán a sus tenedores como titulares de los derechos de Fideicomisario en Cuarto Lugar bajo el Contrato de Fideicomiso</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:10pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:10pt">El Fiduciario conservará la propiedad de los Créditos Hipotecarios que le fueron cedidos mediante el Contrato de Cesión para que, con el flujo de la Cobranza de dichos créditos, se liquiden las cantidades que se adeuden a los </span><span style="font-family:'Times New Roman'; font-size:11pt">Tenedores de los Certificados Bursátiles Fiduciarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Créditos Hipotecarios aportados al Fideicomiso reúnen ciertos criterios de elegibilidad establecidos en el Contrato de Cesión. Para el caso en que alguno de los Créditos Hipotecarios no reúna los criterios mencionados, GMAC actualmente denominada Adamantine estará obligado a substituirlo por otro Crédito Hipotecario que cumpla con las características establecidas en dicho Contrato de Cesión o a readquirirlo del Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En el Contrato de Fideicomiso se establece que el Fiduciario puede, de conformidad con la LMV, emitir Certificados Bursátiles Fiduciarios los cuales serán ofrecidos al público inversionista, así como emitir las Constancias.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Fiduciario y el Administrador Maestro celebrarán el Contrato de Administración Maestra mediante el cual el Fiduciario contrata al Administrador Maestro para que éste supervise y vigile las funciones de cada Administrador.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Para llevar a cabo la administración de los Créditos Hipotecarios, cada Administrador celebrará un Contrato de Administración con el Fiduciario y el Administrador Maestro mediante el cual dichos Administradores continuarán con la administración y cobranza de los Créditos Hipotecarios, según corresponda, que formen parte del Patrimonio del Fideicomiso. Adicionalmente, en los supuestos descritos en los Contratos de Administración y bajo el procedimiento de substitución del Administrador previsto en dichos contratos, el Administrador Maestro, conforme a las instrucciones del Fideicomisario Controlador, podrá sustituir de su cargo a los Administradores con otra institución que reúna ciertos requisitos establecidos en los mismos. De la misma forma el Administrador Maestro podrá ser reemplazado de su cargo en los supuestos descritos en el Contrato de Administración Maestra con otra institución que designe para tales efectos el Fiduciario, conforme a las instrucciones del Fideicomisario Controlador.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Deudores Hipotecarios bajo los Créditos Hipotecarios, a través de cada Administrador, pagarán al Fiduciario el principal e intereses que adeuden bajo dichos Créditos Hipotecarios, de la forma en que los Administradores les indiquen, quienes a su vez depositarán los recursos provenientes de la cobranza en la Cuenta de Cobranza respectiva.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">De conformidad con una comunicación emitida por la SHF de fecha 17 de septiembre de 2007, los Certificados Bursátiles Fiduciarios Serie A materia del suplemento califican como instrumentos conocidos como “BORHIS”, de conformidad con los lineamientos que al efecto ha emitido la SHF. Por consecuencia, dichos Certificados Bursátiles Fiduciarios tienen como características:</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">a) Se emiten en oferta pública con base en la afectación en fideicomiso de los Créditos Hipotecarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">b) Los Certificados Bursátiles Fiduciarios cuentan con al menos dos dictámenes sobre su calidad crediticia expedidos por calificadoras de valores acreditadas, con calificación equivalente al grado de inversión más alto en la escala nacional.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">c) Los pagos de interés y principal de los Créditos Hipotecarios se transfieren a través del Fideicomiso a los tenedores de los Certificados Bursátiles Fiduciarios, sujeto a la prelación de flujos que al efecto se establece en el propio Fideicomiso.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">d) Previa a la Emisión de los Certificados Bursátiles Fiduciarios se ha designado a un custodio de la documentación relativa a los Créditos Hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">e) El Fideicomiso y el suplemento establecen de manera precisa un mecanismo para designar a un administrador sustituto de los Créditos Hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Asimismo, la calificación de BORHIS ha sido emitida por la SHF considerando que los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso cumplen con los siguientes preceptos:</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">a) Los Créditos Hipotecarios se han destinado exclusivamente para la adquisición de vivienda nueva o usada o para la redención de pasivos asumidos para la adquisición de vivienda nueva o usada en la República Mexicana y respecto de cada uno existe un seguro de vida y de daños vigentes, con pólizas válidas y exigibles.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">b) El Fiduciario cuenta con la titularidad única y legítima de cada uno de los derechos de crédito derivados de los Créditos Hipotecarios, así como del beneficio de los seguros, libres de cualquier gravamen, garantía, prenda u otra limitación inmediatamente antes de su cesión al Fiduciario.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">c) Se cuenta con una identificación individual, verdadera y precisa del saldo insoluto de cada uno de los Créditos Hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">d) Cada Crédito Hipotecario cuenta con un expediente de crédito completo y debidamente integrado que contenga por lo menos el primer testimonio de la escritura pública en la que consta el Crédito Hipotecario y su garantía, con todas las modificaciones en su caso, con evidencia de inscripción en el Registro Público de la Propiedad correspondiente. Para el caso de aquellos Créditos Hipotecarios originados durante los doce meses anteriores a la Fecha de Cierre, el expediente de crédito cuenta con al menos copia simple de la escritura respectiva y la boleta de entrada del primer testimonio en el Registro Público de la Propiedad correspondiente que tras la liberación del primer testimonio se incorporará al expediente de crédito respectivo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">e) Los contratos que documentan los Créditos Hipotecarios son legalmente válidos y exigibles en sus términos y han sido otorgados por las partes de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt"> cumpliendo con todas las disposiciones legales federales y locales aplicables.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">f) Las obligaciones derivadas de los Créditos Hipotecarios son existentes, legítimas, válidas y legalmente exigibles conforme a sus términos.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">g) Las obligaciones del Cedente derivadas de los Créditos Hipotecarios deberán haber sido cumplidas en su totalidad, de manera que no existe al momento de la cesión obligación alguna a cargo del cedente pendiente de cumplimiento.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">h) A la fecha de la cesión al Fiduciario, ninguno de los Créditos Hipotecarios se encuentra en litigio de tipo alguno ante tribunales locales o federales, que pueda afectar la validez y exigibilidad de </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">i) A la fecha de la cesión al Fiduciario, ninguno de los Créditos Hipotecarios tiene más de tres pagos mensuales vencidos de principal, intereses, comisiones, primas u otras cantidades pagaderas por el acreditado al amparo del Crédito Hipotecario respectivo.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">j) El Cedente cuenta con derechos preferentes sobre las garantías otorgadas bajo cada uno de los Créditos Hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">k) La cesión de los Créditos Hipotecarios al Fiduciario y sus accesorios, han resultado en la transferencia de propiedad, legal, válida y exigible, otorgando al Fiduciario la única y legítima propiedad y titularidad sobre los mismos y todos sus frutos, productos y accesorios de conformidad con la legislación aplicable.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Fiduciario celebró con la Sociedad Hipotecaria Federal la Cobertura SHF mediante la cual la Sociedad Hipotecaria Federal se obligará a pagar en forma mensual al Fiduciario la diferencia entre el incremento en el SMGDF y el valor de la UDI con respecto a los pagos efectuados por los Deudores Hipotecarios bajo los Créditos Hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Sujeto a los términos y condiciones del Contrato de Seguro de Garantía Financiera y de la Póliza, MBIA México ha otorgado un seguro de garantía financiera respecto de los Certificados Bursátiles Serie A que cubre, en caso de que los recursos del Fideicomiso sean insuficientes, las cantidades faltantes para el pago (i) en cada Fecha de Pago, el 100% de los intereses adeudados bajo los Certificados Bursátiles Serie A y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) en la Fecha de Vencimiento, del principal adeudado bajo los Certificados Bursátiles Serie A, en uno y otro caso en los términos previstos en la Póliza.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Asimismo, existe la mecánica de amortización de principal, misma que tiene dos componentes.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El primero es la obligación contractual de pagar, de conformidad con los títulos que amparan la Emisión de los Certificados Bursátiles Fiduciarios Serie A y Serie B, el monto insoluto de principal bajo los Certificados Bursátiles Fiduciarios que deberá efectuarse en la Fecha de Vencimiento con cargo al Patrimonio del Fideicomiso y hasta donde </span><span style="font-family:'Times New Roman'; font-size:11pt">éste</span><span style="font-family:'Times New Roman'; font-size:11pt"> alcance. Por lo tanto, el Emisor sólo puede incurrir en incumplimiento de pago de principal si en la Fecha de Vencimiento no cubre íntegramente el saldo insoluto de los Certificados Bursátiles Fiduciarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Adicionalmente, en cada Fecha de Pago, el Emisor podrá efectuar amortizaciones parciales anticipadas de principal bajo los Certificados Bursátiles Fiduciarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El importe de la amortización anticipada de principal de los Certificados Bursátiles Fiduciarios no constituye una obligación y está directamente relacionado con el monto de las cantidades cobradas por concepto de principal bajo los Créditos Hipotecarios en cada Periodo de Cobranza.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Es importante señalar que las amortizaciones anticipadas son una posibilidad que tiene el Fideicomiso en caso de tener fondos disponibles conforme a lo señalado en el párrafo anterior, mas no es una obligación. En contraste, el pago mensual de intereses en cada Fecha de Pago bajo los Certificados Bursátiles Fiduciarios es una obligación, por lo que la falta de pago </span><span style="font-family:'Times New Roman'; font-size:11pt">del mismo</span><span style="font-family:'Times New Roman'; font-size:11pt"> en una Fecha de Pago representa una Causa de Incumplimiento bajo los Certificados Bursátiles Fiduciarios.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los pagos antes mencionados de intereses y principal bajo los Certificados Bursátiles Fiduciarios se encuentran sujetos a la prelación establecida en la Cláusula Décima Segunda del Contrato de Fideicomiso y a los títulos que amparan la presente Emisión, es decir, los pagos bajo los Certificados Bursátiles Serie B se encuentran subordinados a los pagos bajo los Certificados Bursátiles Serie A y en, en su caso, al pago a MBIA México por cualquier cantidad derivada de la Póliza.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En ningún caso podrá el Fiduciario, con cargo al Patrimonio del Fideicomiso, otorgarle crédito a ADAMANTINE ni entregarle recursos del Patrimonio del Fideicomiso, con la excepción de las cantidades a que tenga derecho a recibir conforme a las Constancias de las cuales es titular.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El siguiente cuadro presenta, a manera ilustrativa, el flujo de la op</span><span style="font-family:'Times New Roman'; font-size:11pt">eración</span><span style="font-family:'Times New Roman'; font-size:11pt">:</span></p>
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<p style="margin:0pt; text-align:justify"><img alt="C:\Users\44133987\Pictures\243264\ESTRUCTURA DE LA EMISION.png" height="239" 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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los Certificados Bursátiles Fiduciarios</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Sujeto a la prelación de los pagos de los Certificados Bursátiles Serie A y Serie B establecida en el apartado XVI.9 del Suplemento y de la cláusula </span><span style="font-family:'Times New Roman'; font-size:11pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:11pt"> del Contrato de Fideicomiso y a los títulos que amparan la presente Emisión, los Certificados Bursátiles Fiduciarios vencen, para todos los efectos legales, en la Fecha de Vencimiento, en la cual deberán haber sido amortizados en su totalidad. Si en esa fecha aún queda pendiente cualquier monto de principal y/o intereses bajo dichos Certificados Bursátiles Fiduciarios los Tenedores tendrán el derecho de exigir su pago.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">A partir de su Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles Fiduciarios causarán intereses ordinarios sobre el Saldo Insoluto de Principal a la Tasa de Interés Anual de conformidad con el suplemento.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Las personas participantes en la Emisión, incluyendo al Fiduciario, al Fideicomitente, a MBIA México, al Administrador Maestro, a los Administradores, al Intermediario Colocador y al Representante Común no tienen responsabilidad alguna de pago de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios, con excepción, en el caso del Fiduciario, de los pagos que deba hacer con cargo al Patrimonio del Fideicomiso y de MBIA México, respecto de los pagos que deba hacer en términos de la Póliza. En caso de que el Patrimonio del Fideicomiso resulte insuficiente para pagar íntegramente las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios, los tenedores de los </span><span style="font-family:'Times New Roman'; font-size:11pt">mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> no tendrán derecho de reclamar pago alguno de dichos participantes en la Emisión.</span></p>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Las actividades del Fideicomiso están sujetas a los siguientes tipos de riesgo:</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Riesgo de crédito</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Representa el principal riesgo del Fideicomiso debido a que las cuentas por cobrar del Fideicomiso están representadas principalmente por créditos hipotecarios individuales que le han sido cedidos para su cobranza, e implica los saldos pendientes de las cuentas por cobrar y las transacciones ya acordadas.</span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Las operaciones normales del Fideicomiso la exponen a un incumplimiento potencial cuando sus deudores y otras contrapartes no puedan cumplir con sus compromisos financieros u otros compromisos en tiempo y forma. También está expuesto al riesgo en relación con sus actividades de administración de efectivo e inversiones temporales y cualquier interrupción que afecte a sus intermediarios financieros pudiera afectar negativamente sus operaciones.</span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Los depósitos bancarios e inversiones de corto plazo en el efectivo en bancos e inversiones contienen riesgos de poca importancia por cambios en su valor y se encuentran depositados en instituciones financieras mexicanas calificadas.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Riesgo de tasa de interés</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Los Certificados Bursátiles devengan intereses a una tasa de interés fija, exponiendo al Fideicomiso al riesgo de valor de mercado de la tasa de interés el cual podría originar que los Certificados Bursátiles generen intereses mayores a los que se encuentren disponibles en el mercado en determinado momento.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Riesgo de liquidez</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">El Fideicomiso hace frente de sus obligaciones derivadas de la emisión de los Certificados Bursátiles a través de la cobranza de créditos hipotecarios individuales que le fue cedida contractualmente.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">El pago oportuno de los Certificados Bursátiles depende directamente de que los deudores de los créditos hipotecarios cumplan sus obligaciones. La capacidad de los deudores hipotecarios de efectuar en forma oportuna y completa el pago de las cantidades que adeuden depende de diversos factores incluyendo su situación económica, familiar, de empleo y otras. En la medida en que la solvencia de los deudores hipotecarios se vea afectada en forma negativa, existe el riesgo de incumplimiento a sus obligaciones. Lo anterior puede tener como resultado que el patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los certificados bursátiles.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">En el caso de que, por cualquier motivo, los recursos líquidos del patrimonio del Fideicomiso no sean suficientes para pagar íntegramente las cantidades adeudadas, los tenedores no tendrán el derecho de redamar su pago al Fiduciario. La Administración del Fideicomiso monitorea continuamente las proyecciones de flujo de efectivo y los requerimientos de liquidez asegurándose de mantener suficiente efectivo en inversión con realización inmediata para cumplir con las necesidades operativas.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Riesgo movimiento del valor de la Unidad de Inversión (UDI)</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">La liquidez del Fideicomiso también puede verse afectada por factores tales como los movimientos en los valores de referencia de las UDI. En el caso de que, por cualquier motivo las variaciones del valor de referencia de la UDI se Incrementaran según su volatilidad</span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">. </span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Las partidas que son afectas a </span><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">este riesgo son la cartera de créditos y los pasivos bursátiles, donde el riesgo se considera es minimizado al tener tanto un efecto activo como pasivo.</span>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los inversionistas que así lo deseen podrán consultar los documentos de carácter público que han sido entregados a la CNBV y a la BMV a través de sus páginas de Internet www.gob.mx/cnbv y www.bmv.com.mx, respectivamente. Asimismo, esta información se encuentra a disposición del público en el Centro de Información de la BMV, el cual se encuentra ubicado en el Centro Bursátil, Paseo de la Reforma No. 255, Col. Cuauhtémoc, </span><span style="font-family:'Times New Roman'; font-size:11pt">C.P. 06500, Ciudad de México</span><span style="font-family:'Times New Roman'; font-size:11pt">, así como en la página de internet de la BMV en </span><a href="http://www.bmv.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">www.bmv.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Adicionalmente, el inversionista podrá consultar el presente Reporte Anual en la página de internet del Fiduciario</span><span style="font-family:'Times New Roman'; font-size:11pt">: </span><a href="https://www.empresas.hsbc.com.mx/es-mx/solutions/emisiones-y-certificados"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">https://www.empresas.hsbc.com.mx/es-mx/solutions/emisiones-y-certificados</span></a><span style="font-family:'Times New Roman'; font-size:11pt">, en la página de la BMM: </span><a href="http://www.bmv.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">www.bmv.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> y en la página de internet de la CNBV, en la siguiente dirección: </span><a href="http://www.cnbv.gob.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">www.cnbv.gob.mx</span></a></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Asimismo, </span><span style="font-family:'Times New Roman'; font-size:11pt">el </span><span style="font-family:'Times New Roman'; font-size:11pt">Fiduciario estará obligado a divulgar información acerca de la situación financiera y resultados del Patrimonio del Fideicomiso y del Fideicomitente, así como de ciertos eventos relevantes por medio de la BMV, en cumplimiento de lo dispuesto en la LMV y las disposiciones legales aplicables, la cual estará disponible en ese mismo Centro de Información.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En caso de requerir copias del presente reporte, favor de comunicarse a los siguientes datos de contacto: </span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fideicomitente: </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Proyectos Adamantine S.A. de C.V. SOFOM E.R. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Av. Insurgentes Sur 800 piso 22, Col. Del Valle Centro, Benito Juárez, C.P. 03100, Ciudad de México.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Miguel Angel </span><span style="font-family:'Times New Roman'; font-size:11pt">Almaguer</span><span style="font-family:'Times New Roman'; font-size:11pt">:</span><span style="font-family:Arial; font-size:12pt"> </span><a href="mailto:malmaguer@adamantine.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">malmaguer@adamantine.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> (55) 5447-83</span><span style="font-family:'Times New Roman'; font-size:11pt">19</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fiduciario: </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">HSBC México, S. A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Av. Paseo de la Reforma No. 347, piso 19, Col. Cuauhtémoc, C.P. 06500, Ciudad de México. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Gabriela Yáñez: </span><a href="mailto:gabriela.yanez@hsbc.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">gabriela.yanez@hsbc.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> (55) 5721-2632 </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Mauricio Hernández: </span><a href="mailto:mauricio.hernandezm@hsbc.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">mauricio.hernandezm@hsbc.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(55) 5721-2184</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Administrador: </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Adamantine Servicios S.A. de C.V. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Av. Insurgentes Sur 800 piso 22, Col. Del Valle Centro, Benito Juárez, C.P. 03100, Ciudad de México.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Miguel Angel </span><span style="font-family:'Times New Roman'; font-size:11pt">Almaguer</span><span style="font-family:'Times New Roman'; font-size:11pt">:</span><span style="font-family:Arial; font-size:12pt"> </span><a href="mailto:malmaguer@adamantine.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">malmaguer@adamantine.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> (55) 5447-83</span><span style="font-family:'Times New Roman'; font-size:11pt">19</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Representante Común: </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero, </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Av. Paseo de la Reforma, núm. 284, piso 9, col. Juárez, C.P. 11000, Ciudad de México. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Alejandra Tapia Jiménez:</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><a href="mailto:altapia@monex.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">altapia@monex.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> (55) 5231-0161</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Lileni Zarate Ramirez: </span><a href="mailto:cdhernandez@monex.com.mx"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline; color:#0000ff">lzarater1@monex.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(55) 523</span><span style="font-family:'Times New Roman'; font-size:11pt">1</span><span style="font-family:'Times New Roman'; font-size:11pt">-0345</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">Finalmente, durante la vigencia de cualquiera de las emisiones de Certificados Bursátiles Fiduciarios realizadas al amparo del Programa, el Fiduciario Emisor estará obligada a divulgar de manera periódica información acerca de la situación financiera y resultados del Patrimonio del Fideicomiso, así como de ciertos eventos relevantes por medio de la BMV y CNBV, en cumplimiento de los requisitos impuestos por la Ley Aplicable.</span></p>
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<span style="font-family:'Times New Roman'; font-size:11pt; color:#333333">En el periodo reportado no se han realizado otras emisiones respaldadas con los mismos activos.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">En el periodo reportado </span><span style="font-family:'Times New Roman'; font-size:11pt">n</span><span style="font-family:'Times New Roman'; font-size:11pt">o existen cambios en los valores inscritos en el registro.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">La información del patrimonio del Fideicomiso se encuentra detallada en los siguientes apartados:</span>
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" 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" 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" 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" 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" 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" 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" 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GDZiIigIAiCIAiCIAjtAxHBshERQUEQBEEQBEEQ2gcigmUjIoKCIAiCIAiCILQPRATLRkQEBUEQBEEQBEFoOyggn46oL9gmIlgmIiIoCIIgCIIgCELbUBfefHNuuOqqcaG+fkrkEpBC3y4iWCYiIigIgiAIgiAIQtuQCVdfPS5stVVl2HvvwWH16sQqKCJYNiIiKAiCIAiCIAhC29AQKipGhC237BZ23PGKsGqViGDZiYigIAiCIAiCIAhtQ0OorYUIdg9/+ctAEcFyFBFBQRAEQRAEQRDahobQo4cTwZ13FhEsSxERFARBEARBEAShbciEbt1uNCK4++5XiQiWo4gICoIgCIIgCILQNqTDqacOD1ts0T3sv7+SxZSliAgKgiAIgiAIgtA2pMNppzkR3G8/EcGyFBFBQRAEQRAEQRDahpxFUESwTEVEUBAEQRAEQRCE0kHx+FQ46qihkQhWhCOPvE5EsBxFRFAQBEEQBEEQhNIBEawPhx9+nRHB444bKiJYjiIiKAiCIAiCIAhC6XAieMQRTgSPOUZEsCxFRFAQBEEQBEEQhNLhRPCQQ4YYETzhhGEiguUoIoKCIAiCIAiCIJQOiOCisM8+V4fNN68MZ599U1izJrXuNxHBMhERQUEQBEEQBEEQSocTwb33diLYrZuIYFmKiKAgCIIgCIIgCKVDFsEPhIgICoIgCIIgCIJQOurC2rULwy67XBmJYFWoqRkhIliOIiIoCIIgCIIgCELpqAurVi0If/7zQCOC/fuPEhFsSVatWhXmzZsXnnjiiewWl/r6+rBwISSsuCxYsCBkMpnsXy51dXVh0SIaOicPPfRQePDBB7N/hfDmm28aWhMRQUEQBEEQBEEQSocTwZ12EhFsVZYtWxb+/e9/h9NOOy0ceeSRkXjNse033HBDOOigg8IhhxwSLr/8ctuWL1dccUU4/PDDbZ8bb7zRtg0bNizQDhwzaNAg2/bYY4+FAw44wBopIYOcD5LZmogICoIgCIIgCIJQOkQESxasd9XV1fb/SZMmhWOOOSY20H/C7rvvHonYG2Ht2rVh1113DY888ojtgzzwwANhjz32sP+/9NJLYe+99zbrIP+uWLHCLIz/+Mc/7Lcrr7wyDBkyxM7dr1+/8PTTT4drr73Wjm1NRAQFQRAEQRAEQSgd9eHtt+eH3/zmskgEq8Oll46NfEZEsEWBwPXv3z9cddVV5t558MEHZ3/xB5w4cWL2rxDGjx9vhDERfj/vvPPCsccem90SwqGHHhrmz59v57vtttvCjBkzQlVVlVkPly5dKtdQQRAEQRAEQRDaGfVh+fJ5YfvtLw0f+lB15CK3iAi2JriC/uEPfwjTpk0LU6ZMMffORA477DD7PZHrr78+nHDCCdm/gu3L3yeeeGJ2SzAX0QkTJpgL6NFHHx26d+8errnmGjvPgAEDzOJ48803Z/cuLsuWrTAimLw4QRAEQRAEQRCE5pEyi+Avf3mpWQSdCKazv9WHl18WESwqWAJx+YSgES+YyFFHHRVuvfXW7F8hjB49uoAIsi/upflEkPjBO+64w/4/duxYswpy3E033WSWw3Q6HY444ojw1ltv2T75snz5cnNFXbJkaZg5c1r8/+zw6KOCIAiCIAiCIAjN44kn5kaeMSP88IeXhA99qCb07Ts6bpuX/X1OSKWmhYUL60QEEWL2cOFEcNckHhDSd+CBB9o2BDdRSGIiU6dOtSQxyJo1a4z0NT6G/0P2EnnttdfC1VdfbdeCML7zzjvmPvrKK69k98gJcYn8/p//vBxmz54ayeL8+PcCQRAEQRAEQRCEZvHuu4vC88/PDt/+9gXmGjp8+PjIJeqyvy8MzzwzKxJBWQRNIHhk9aRMxMCBA82FEyvdSSedZK6cI0aMMMIGMVu5cqVZ6rDYYQXEckgyGPblGAje0KFDzf0Td1KOQSB2xAqmUikjm5zvsssuC7W1tUYkm5M331yedQ1VjKAgCIIgCIIgCK2hPrz++pzw3e86ERw9ekJBjOBLL8k1tECoIditW7fQt29fSxqDkDmUbWeccUZ48sknbdurr75qRA9ihyXx9NNPtwQwL7/8sv3+wgsvhLPOOsvA74lAIIk7fP/99+1vEsdwbH5twWKiZDGCIAiCIAiCIJSO+vDaa3PC977nRHDkyEIiqGQxZSIigoIgCIIgCIIglI768Morc8I3vznAiOC4cXdELiEiWHYiIigIgiAIgiAIQulIhRdemBW22eZcSxZzzz13iQiWo4gICoIgCIIgCIJQOkQEPxAiIigIgiAIgiAIQukoJIJ33y0iWJYiIigIgiAIgiAIQulIhWeemRk+8Ylzwmab1YZp0+4VESxHEREUBEEQBEEQBKF0pMKTT84I//VffY0Izp8/WUSwHEVEUBAEQRAEQRCE0uFE8CMfcSI4b56IYFmKiKAgCIIgCIIgCKUjFZ54QkSw7EVEUBAEQRAEQRCE0pEKDQ3Twoc/3DtsvnmvUF9/f3j/fRHBshMRQUEQBEEQBEEQSkfKyB9EcKut+oR0WkSwLEVEUBAEQRAEQRCE0pEy8gcR3HJLEcGyFRFBQRAEQRAEQRBKRyosWjTFiCCZQxsapooIlqOICAqCIAiCIAiCUDrSVjtw6617hU9/un94+OHpIoLlKCKCgiAIgiAIgiCUjnSYOtWJ4Gc+IyJYtiIiKAiCIAiCIAhC6Si0CD70kIhgWYqIoCAIgiAIgiAIpSMd7r777kgEe4ZttjkvPP74DBHBchQRQUEQBEEQBEEQSkc63HrrxEgEe4Svf31AePbZmZEI1md/ExEsGxERFARBEARBEAShdKTDbbc5Efza1waEZ54RESxLEREUBEEQBEEQBKF05IjgV786IDz9tIhgWYqIoCAIgiAIgiAIpSMdbrxxfNhqq9rwve9daMRPRLAMRURQEARBEARBEITSkQ7XXXdbJII1YbvtLgqvvjonbhMRLDsRERQEQRAEQRAEoXSkw9ChOSL4yisigmUpIoKCIAiCIAiCIJQOWQQ/ECIiKAiCIAiCIAhC6UiHyy67JRLB6vCrX10ali+fF7fVZX8TESwbEREUBEEQBEEQBKF0pMPFF98cttyyOvz2t5eFFStEBMtSRAQFQRAEQRAEQSgd6XDppTebRfDXvxYRbFXq6urCcccdF0455ZTw9NNP27aJEyeGk046Kfz73/8O1113nW3LlwcffDCceOKJ4fTTTw/PPfecbXvqqafCySefbHj00UdtG43cq1cvQ9LgU6ZMCQ0NDfb/lkREUBAEQRAEQRCE0pEJAwaMCVtuWRX++MfLwzvvzI/bRASLyosvvhh22GGHMGbMmNhoA+xh1q5dGw477LAwfPjw8Pjjj68jeoksX748HHLIIeHOO+8Mw4YNMxLJtmOOOSaMHj06jBs3LtAea9asCePHjw9nnXVWuOCCC8KIESNs27nnnmvXbU1EBAVBEARBEARBKB2Z0LPniEgEK8Lf/jYorFoFjxARLCrTpk0zSyDyyiuvhF133dUse0cffXS49957w5NPPmm/5QsWveR5IY0HHXSQkUbIYSL77rtveOCBB8Lll19u5HDGjBmhpqYm3HfffXbNUkREUBAEQRAEQRCE0iEiWLJgoUsa4vrrrzdSh3von//8Z3P7POGEE8LNN99svycyatQo254IDdC9e3dzJU0EiyKEcezYseHqq6+2c/Tt29cI4+TJk81C+Pzzz2f3Li7Llq0wIpi8OEEQBEEQBEEQhObREHr3bkwEKR/Bb/Xh5ZdFBJsIcYK//vWvw9y5c8Pq1avD4sWLbftbb70V9thjjwLLIIQxnwhiCeTvfCJIe0D+OP7II48Mp512mv3Nsccff3yoqKgwYFFsLKtWrQpvvPFGePbZ58KsWVPD66/Pi3/PFwRBEARBEARBaBbLl9eHU08dHrbYoiLsuuuV4dVX2b4g+/uC8PjjM8PChSKC62TBggXh97//vVnwGgukDHfROXMoxugyYcIEcx1F3n///XDssceGK664Yt025IgjjgjTp0+3/2N1XLZsWRg8eLDFFeKK+vbbbxuBfPXVV22ffIE8PvHEE+HBBx8KM2dOi/+fHYnoHEEQBEEQBEEQhGbxwgsLIjkbmiWCV0UeMTc89VTu94aG6ZEI1okIIv/5z3/CP//5zzB1Ki6YLlgDcQtFIGr77LNPePnll+1v5JFHHjErIda8Z599Nuy33352zF577RVef/11I3K77bab/ZYI7qC33XabJZ85/PDDzf0UAkmSmeZk+fK35RoqCIIgCIIgCEKJaIg85oZIBLtHjjI4rF6NW2jONfSVV+bINTQRsoVuu+22obq6Opx55pmWOXTFihXhwgsvNMvdqaeeuo4kkkzm2muvNQvf0KFDzf3zgAMOWBdDSOzg/vvvHw488MCCkhMrV64MAwcONJIIeezdu7cRyZEjR2b3KC5KFiMIgiAIgiAIQunIRP7iRHDffSGCCUHkNyWLKRBIH26YmUzG8PDDD2d/iXy6oWFdPUAEQse+ScMtXbq04HfkoYceshqD+cL++ZY/zsM+xeID80VEUBAEQRAEQRCE0pHJuoZ2C4cdNiQSwVTebyKCZSMigoIgCIIgCIIglI5MOPTQ6yIRPDscddR1kQim834TESwbEREUBEEQBEEQBKF0ZMLhhzsRPOIIEcGyFRFBQRAEQRAEQRBKRyYccsgQI4JHHz1URLBcRURQEARBEARBEITS4JlB99776rD55t0te+iaNSKCZSkigoIgCIIgCIIglAYRwQ+MiAgKgiAIgiAIglAanAjus48TwX//W0SwbEVEUBAEQRAEQRCE0lAX3n+/Luy221WRCFaEioqbRATLVUQEBUEQBEEQBEEoDXWRNywKO+88KBLBytC370gRwXIVEUFBEARBEARB6EqoL7KtVDgR/MtfnAj26SMiWLYiIigIgiAIgiAIXQV1YdmyeUW2lwoRwQ+MiAgKgiAIgiAIQldAKowbNzH86lcXhQkT7oz6//pYBuvCu+/OD7/73eWRCFaFCy8cIyJYriIiKAiCIAiCIAgbG2TbBMV+6yikwz//SbbPM8PRR18XVq9OFdmnNdSHt96aF8nkZfE81eHyy28Oa9eKCJaliAgKgiAIgiAIwsaEl1xwdCYZTIc994QIdgtHHDEkEsH1sQg6EfzNb5wIXnqpiGDZioigIAiCIAiCIGw8rF69MPTtO8qKr7/zzoK4rbPIYCrsvjtlH7qHgw66Jt4X29p6L/Vh+fK54Ze/vDRrEbxFRLBcRURQEARBEARBEDYWUuGxx6aHrbfuHTbbrEeoq5sS3n9/fVwyNxQQvrpskpeKsN9+g9ebCL7yypzwwx9eFD70oZowdOhtkQjmP4+IYNmIiKAgCIIgCIIgbCykw5IlUyMR7BmJYM8wffqkqHdvSPmG9YUTQa//V2GWQSyV60sEt93WieANN4wXESxXEREUBEEQBEEQhI2FhAj2yhLBezuNCK5atTD8/vdXRCJYGf72t0Hx7/VxU60Pr76aswhef72IYNmKiKAgCIIgCIIgbCykw9y5k7NEsEeYOJGyDZ3jGvruuwvCb39L2YfK8Ic/XB5WrJhv24vv3xzqjeh997sXGhEcMWKCiGC5ioigIAiCIAiCIGwspMOsWfetI4J33NFZRJBsn/OzSV6qLOunF5Zvq3UyFZ5+emb46lfPj0SwNkyYMLHR84gIlo2ICAqCIAiCIAjCxkI6TJlyb9hqKyeCo0dP6DQi+Nprc8KPf3xxJHDV4ac/vSS8/vpc2158/+YgIviBERFBQRAEQRAEQdhYSIc77rhrHREcPrxxTF1HwWP7fvQjJ4LbbnuhJX1ZHyL4zDMzw9e+5kRw/HgRwbIVEUFBEARBEARB2FjIJ4K1YdiwxuUWOgqp8Nxzs8J3vnOBEcFvfnNAeP75WeH999tOBCmH8fnPnxvP0yNMmnR35BH55xARLBsRERQEQRAEQRCEjYV0GDXq9kgEexgRvOIKCrB3DhHEkvetbzkRxLXz2WfXjwg++OC08OlPnxOfp2eYMaNxFlQRwbIREUFBEARBEARB2FhIhxtvHL+OCF5+eecRwSeemBG+/vUBkQjWhM9+tn/8e+Z6FLdPhYcemhY+8xkngk3LYYgIlo2ICAqCIAiCIAjCxkI6XH/9beuI4IABYzqNCGLJ+8IXzjMi+KlPnRMefXTGehFBWQQ/ICIiKAiCIAiCIAgbC2lzB91yS4hgTejTZ1RYs6ZziOADD0wL22wDEawN//VffY3QtZ0IpkMmc388vk/YYoveoa5uSiP3UhHBJvLEE0+E2tra0L9//0i+3rBt/Nu3b9/Qq1ev8OKLL9q2fHnhhRdCz549w7nnnhuWLVtm21577bXYgfqE3r17h5dfftm2IVdeeWUYNGhQ9q/4GhYtCg8//HD2r+ZFRFAQBEEQBEEQNhbS5g6aEMEePUZ2EhFMh1Tq/vDJT2LJq41ksHdYsmTqehFBzvPhD/eOz9TbSGHhOUQECwTCt9tuu4WLLroonHHGGeGUU06JHWBNOPPMM8MFF1xgBO7oo48Oq1evzh4RwrvvvhuOO+64cM011xgRPOuss8KqVavC6aefHi6++OLYoS4Pxx57bGz498N9990Xjj/++FBdXR0mTJhgx0M4n3zySft/SyIiKAiCIAiCIAgbC2lzB02I4Jln3hB5QLrIfhsbabPefeIT/eJ9cC+9Ilmb3MiaVwoKiSD/FxFsQe6///6Q3DtWvD333DPMmDEj7LvvvkbkkH322SfMnUtRRxd+P+CAA+z/EMT9998/jB07Nhx44IG2Ddlrr73CI488Ei677LIwcuRIO6ampibMnj073HXXXdm9WhYRQUEQBEEQBEHYWEibO+iWW9YaETzjjM4jgvPmTQ4f+UjfdURw1qxJkQO0nQguWjQlEsFeYaut+oTFixtbFUUEC+Stt95a59p5++23h/322y/cc8899lCJHHnkkWHcuHHZv0IYM2ZMOOGEE7J/hXDEEUcYyTvxxBOzW0I47LDDwrRp08KNN95ogPzhSnr99dcbqRw1alR48803s3sXl2XLVhgRDAEiWCcIgiAIgiAIQrshE/r2TYhgddTvh0UimCmy38ZGxojf1lv3XkcEp0y5J5I1SFyx/ZtDJvKMyfE8teGjH+0bnn02yTya/F4fXn5ZRLCJ4Kr529/+NkydOtWshAcffHD2lxAOPfTQMHz48OxfIQwbNszcPRNhX1xF84ngQQcdFG6++ebwyiuvmMWR3yCQEEHcT3E3JQax2EtYsWKFWROXLFkaZs6cFv8/Ozz6qCAIgiAIgiAI7YWnn54fjj12WNhiC3cN3Xffa8ITT8wvuu/GBPcxcuSdYautIII9DddeOz7ey7yi+zcHzjN2LAXya826OGPGlHiOuXn7zAmp1LSwcGGdiGAijz76aNhpp53MhRPBjTP/eY455pgwadKk7F8h3HrrrRYDiOA+yv8vvPDCddsQrIhTpkyx/+Ny+vzzz4chQ4aE8ePHh5NOOiksX748HHLIIeH111+3ffJl7dq14Z133gkvvfRymD17anj77QXxb0EQBEEQBEEQ2gsrV9aHU065PhJBtwgedNC1YcWK+qL7bkysXJkKEyZA4CCkTgRHjrw9/lbXZN+WwPNMnYpl0Yngww9Pj9sX5e2zMDzzzKxIBGURNMEtFEKG9S6Rp556Kuy6666RgL1tfxM3CFlMpKGhwbYhEDliBOfNm2dxgSSNgRzuvvvulo00kfnz55s76EMPPWQk8dVXXw1HHXVUi+6hb765PM81NN//VxAEQRAEQRCEDUM6nHxyQgSrwj77XB1Wr86PqesoZMK9994TCVxCBHuEESPGr0dNw3QkgvcaEaQW4fPPz4q8pLB8xEsvyTV0nZDk5Vvf+pZlCD3nnHPC4MGDjciREZQHw4WTzKAIpG/06NGWIIb9cQ89/PDDw9VXX22/k2GUeEEI3oABA2wbAjm89NJLrQwFx5KRlGQzXKslUbIYQRAEQRAEQdhYSEd9/7p1RHDvvTuPCI4fj2tojghec8249SKCEyfeZUSQ4vQvvDC7CRFUspg8+c9//hNmzZplCWJI6DJzJkGVni2UeEHKPyR/YyFcuHDhuobDXXT69On2/0RwB01cQhOhHAV1BxOBUE6ePDng/tmSiAgKgiAIgiAIwsZCOhxxREIEq8MuuwyKRDBJrFJs/42FjLmC5hNBCt2LCHZhEREUBEEQBEEQhI2FdDjggGvD5pvXGBH8618HRiLI9o4mgulw000T8ohgbbjggrEigl1ZRAQFQRAEQRAEYWMhHfbY4+p1RHCnna4Iq1ahd3c8EbzqqnEFRLBfv9FhzZq2E8ExY7As1oRvfWtAeOWVOXGbiGBZioigIAiCIAiCIGws5BPBmvCb31wW3nlnftze8UTwyisTItjL7qWmZsR6FLdPhxtvxLJYE37wgwvCa6+JCJatiAgKgiAIgiAIwsaAxwL+9a+DIhEkRrAm/O53l4V33+0cInjxxWOzhe2dCJ555g3rRQRHjHAi+L3vXRBefVVEsGxFRFAQBEEQBEEQNgYaE8Ha8LOfXRz177lxez556gikQv/+o/KIYHU48cTrw+rVbSeCN9ww3ojgttteGF5/XUSwbEVEUBAEQRAEQRA2BurC2rWLwg47DFxHBH/844uLWNE6AqnQp8/IAiJ41FFD16OURToMHHhLJILV4Ve/ujSsWDEvbsu3booIlo2ICAqCIAiCIAjCxkBdWLlyQfjNby4PH/qQE8HttrsovPzy7PhbxxPBbt1uLCCCBx98rYhgVxYRQUEQBEEQBEHYGHAi+Nvf5ojg//3fBeGZZ6gp3vFE8OyzC4ng+hW3T4dBg5wI/vKXIoJlLSKCgiAIgiAIgrAxUB+WLZsbfv7zSzYJInjKKcOzhe2dCO6xx1WRCLb1PtLhootIOlNtiW/eektEsGxFRFAQBEEQBEEQNgbqLZkKcYFOBHuEL33pvPDoo9MjEWyrJW5DkQrHHDOsgAj+7W+DwqpV/JZP5FpDOvTuTdKZSjsei6eIYJmKiKAgCIIgCIIgbAzUh1dfnW1xgQkR/Pznzw0PPTStU4jgEUcMLSCCO+54RREi1xrSoU8fJ4JkQxURLGMRERQEQRAEQRCEjYFUePbZmeFb37pgHRH83//tH5YundrBRBCiVh/22++aPCK4vjUN06FvXyeCf/mLiGBZi4igIAiCIAiCIGwMNCWC//3f/UJ9/ZROI4KUsdh66z7xXmrDL395SVi+vHGMX2tIh6qqm4wIEmO4apWIYNmKiKAgCIIgCIIgbAykwhNPzAhf+9qASAR7GBH8+Mc7jwjuuutVkQjWhC996fx4Pz0tdvG119pa0zAVzjjjBiOC++8/OKxeDYcQESxLEREUBEEQBEEQhI2BlMUDfuEL52WJYM9IoHqHuXPv6wQiWBd23nmQEcFvf/uC+G+v8P3vX2SkrW0ZTFPhzDOdCO63n4hgWYuIoCAIgiAIgiBsDKTCgw9OC9tskyOCH/pQrzBr1qSoe3c8Edxhh4FGBKn/9+EP9wnf+MYAc11tKxGURfADIiKCgiAIgiAIgrAxkA6p1NTwqU+dYyQwwfTp93YKEdx+e+oZVoeddroifOxj/cKXv3y+ua62zTqZlKGoCEcccV0kgn7u3O8igmUjIoKCIAiCIAiCsDGQDnV194dPfKJflgSSrbM2TJp0d9S900X231hwsuaF7b2Q/Cc+cU743OfODQ8/3NaahkkZiopICIeKCJaziAgKgiAIgtB+wMUMBTdfMRSErop0JERTwkc/2reACN5zT8cTQbJ7/vCH1DOsCYceeq1ZKT/9aUpZtLWmYSocdZQTQf4VESxjEREUBEEQBKF9UBfefHNuVAAnhzVrGscNCUJXRDrMnHlf2Hrr3gVEcNy4O6Lu3bGuoW+/PT/84AcXRiJYG0488XqrZ/iRj/QNqVRbM5imIpG8zojg8ccPExEsZxERFARBEAShfZAKp502PHzqU73CrbdOjMplR1o8BGFTRHEiOGbM7R1MBOvDsmXzwne/CxHsEbp3vyl89rP9LYPpwoWT20wE99prcNh88+6WPXTNmsbfuYhg2YiIoCAIgiAIGw4sAvXhJz+5OCqaZ4eampuibiEiKHR1ZMKUKfeGrbbyshEUk99ss5pw443jw9q1HUsEIWdf/zr1DHuG/v1Hhy984Vz7/+zZ97WRlIoIfmBERFAQBEEQhA1HXXj//SQrYffQvfuNbVQuBeGDiEy49967IxGstTjBr36VQu7V4eqrx3U4EXzxxdnZwvY9w4UXjg1f+hJEsEeYMaOtpSxSYe+9nQhSRkJEsIxFRFAQBEEQhA1HXVi5ckHYbjuSUVSEU08dHnWLttQmE4QPIjLhrrvuWkcEv/KVziKCKSsTsc0254YttuhtFsnkXiZPvqfNRPDvf7/SiGBV1Y2RCGYa/S4iWDYiIigIgiAIwoajLixfPi98//vEIFWEI4+8Liq6jZNICEJXQ9riASGCX/rSeWG77XCdrgkXXTS2w4ngo49Ot3IREMERIyZYMXmIIES1rUTwT3+6IhLBbqFv35Eigm2RNWvWZP8XwurVq8MzzzwTHn/88dhg/8luLZSnn346PP/889m/XJ599lk7Ll9eeeWV8PLLL2f/CmHVqlXhnXfeyf7VvIgICoIgCIKw4agPL700J/zf/10QlcvKcNBB10RFl+0igkJXRo4IfuUrA8JPf+p1/M4/f0yHE8EHHpgWPvMZzxR6++0Ts6UkqsPNN7c1cU0q7LCDE8E+fUQES5Y5c+aE0047LftXCOecc07Ya6+9wsknnxyuvfba7Nac3HTTTeGAAw4I++23X5g4caJtGz9+fNh3331t26hRo2zbCy+8EGgbGikhiNdcc01YtIiX0bKICAqCIAiCsOGojzrILIuB2myzyrDnnleJCAplAlyYN1Y/TYcbbhgfiWBN+Pa3Lwy/+tVlkUBVRwI1KhKojiWC9fX3h49/vJ8lrLnnnruyiZ2qw4gRbU1ckwo77uhEsHdvEcGSZNasWeFb3/pW+Mc//mF/r127Nhx66KHhqaeesr8bC1bCPfbYI7z99tvhscceC/vss09YunSp/fviiy+GV199Neyyyy7h9ddfN9I3aNCgcMcdd4QBAwaEl156KQwcOLCkxhcRFARBEARhw5GKusuM8MUvnheJYFX4y18GhdWrF8TtIoLCpgxcmucX2d5eSIcrrxwXttyyOvz855eEv/51kBHBbt1uigSqI2NoU6Gu7v7wsY/1C5/4RL9w//33hN/8xknpNde0JV6xLnKGReG3v+XYCks6IyJYgtxyyy2RNfcOxx9/vP392muvhX/+85+huro6XHHFFUb48uX2228PRx11lP3//fffD4cffni46KKLwtFHH23bkEMOOSQsXLjQSOCtt94aZsyYEaqqqsxSuGTJkuxeLcuyZSuMCCYvThAEQRAEoe1Ih4cemhY++9lzjQj+/veXZ4lgYm0RhE0NqTBx4l3h17++OOrRSYH3YvttCDJh8OCmRLCyEiK4Ma7XHDJWJmLrrftYIflFiyaHP/7xcruXK6+8JRJBMn8WO64x+J4Xhl/96tJ4bGXkMBzb0GSfl18WEWwiCxYssAdBnnvuuXDEEUeYq+fVV18dO0SlxfUlMnz48HDCCSdk/wpmPTzppJMMiRx88MHmMoq1EZfTvn37miXwhhtuiC/1SrMeTpo0Kbt3oXAtrInPPvtcPH5qJKbzwhtvzBcEQRAEQWgzli1bFGbMuC986lPnRCJYHX70o4vD88/PCW++uaDo/oLQ2Vi+vD7suy9lEM4MBxxwTdSFFxXdb0OwbFld6N17dCSCvjiy555Xx+tVhaOPHhavt7DoMRsD3Medd95jhe2JE5w6dVLYaaeBdi+9e4+KnKDUZ18QXn11XiS1l1os8Lnnjonb6pvs8/jjM8PChSKCBTJ9+nQjf8Vkt912C6kUKwMuI0eODCeeeGL2L2+Abt26FRDBww47zIgkglVwyJAhYezYsUYEjznmmDBlyhSzIBZLGvPWW2+FJ598Mjz44ENh5syp8f9zwlNPCYIgCIIgtB3PP78g3HrrXZYin4LZ3/jGBWHJkpnhmWfmFd1fEDobL7ywIOyyy1WRDHW3f596ir46t2CfDcVzzy2I+vuIsMUWVZZpc889IZ5V4V//GhJ/77hvg+9zxIiJYauteoXPfe68SATvi0QQ62RVOPPMm8LTT88velxjPP303PDYY7PDj39MfCEkcnR8xoWN9psbGhqmiwg2lnwiiDXu4Ycftv+vXLnSYgfzieB9991nrp8I8YRHHnmkkcNkG8L/8xPCQO6wBM6ePdsS0Lz77ru2T3420cayfPnbcg0VBEEQBGEDkQmzZk0K//VffYwIkjRmxYp5cXtHur8JQqnAxTEV/vlPLHTd7d/Vq5PtjffdEGTCuee6RXD33a+MhOY6I4WUV1m9ekO+DY4lNq/Yb8XQEO666+6w9dY9rH7g88/PCgccMDjeS2WoqRnRBjfVVHjnnXnhRz/yjKPXX39b5CmN76M+vPLKHLmGNhYsdPvvv7/9/8EHH7TsnySCmTp1qrl2QggpLwFxI4bwoIMOCjNnzrT4Qogg22iIO++801w+yRy6fPlyOx9xhEOHDg1z5861RDK4jY4ePdqsiPkup41FyWIEQRAEQdhwZMLdd98VFctekQjWhv/5n3NMGXTFutj+gtCZqIu6c134298ojF4R/x0U9WV0YYhMsf3XF6lQUXGjEa5//evacOqpw+3/++9/TZZ4FjumNdRbBlCKwr/7LoluSjlPJtx++11GBL/2tQHhhRdmxfu5xu7lzDMpCl/qd1of3nxz7rrSE8OGQQSJL8zfR8liigpZP3HhTITkLrh/VlRUrLPa8e9VV5FyeW1oaGiwhDHECkIYkYceesjcPgG/JwKJnDBhghFJhGQzNBrJZFoSEUFBEARBEDYcmXDHHXdGxbKnEUFiBZ99dlbcLiIobIog++XCsOOOxMlVhj/96fLwzjulkqq2IBW6dXMiePDBOSK4337rSwTroq6/yOINN9+8pg3F4DNh9GjqGVaHb397QFi+fF44+misk5WRZwyL91I6EVy2bG7YbjsngkOHigiWtYgICoIgCIKw4ciEsWPviIplj0gEe1i9socfnhbef78UJVUQOhr14e2351sJBWLdfvnLS83S1f4LF6lwyinXG+E6/vhh5oa55ZYVYZddrlxPIlgf3nprfvjCF86N910RLr/85iJErBgKieBbb80Lxx031O4LQlj6vdSHV1+dE7773QuNCN500wQRwXIWEUFBEARBEDYcGVMKt9iixoggsYJ1dVNEBIVNFO7iSEkHiCDJTyA4G4MIJoTr9NOHWyF5iCBlJNaXCL7xxtzwla+cF++7MpxzzuhsfF+xffORCcOHU9i+Kmy77YVh5cq6eD83xPuqCAce2BbrZH147rlZ4etfHxCvXxtuuSUpu5G/j4hg2YiIoCAIgiAIG46GcN1146NiWR2JYE+rVzZ79iQRQWEThSc0+eEPPfvld75zYXjxxVmxv7Y/ETzmGCeCZ555QzZxTIXV8Fu1av2IIPF922yDRbAqnHVWqfF9DeHqq2+NRLDC3DpXrqy3Y7kXSmiICHZREREUBEEQBGHDkbHi0hSohghusUXvMHnyPVGxLsVtTRA6GvWWOfNb37rACBWZNJ95ZmY7E0HIVX048MBrLSEN9foGDbrFyNcvfnFJJILJPo2Pawn14emnZ4bPfe7c+J1VGcksLb6vIVx1lRPBn/3s4njtdOjVa2S8l+7ZRDkigl1SRAQFQRAEQdhwZMKFF46xBBYQwc026xVuu22iiKCwiSIVnnxyhpU5+dCHasJnP9s/PPbY9Ha2YDsRJEMoRBA3zquuGmdEcPvt15cIpsJDD00L//M//Y0IujWP7a2dh+9zbLx2ZfjDH7BGpkO/fu6m+uc/D2wDEUxZO33hC7im9gwTJxZLViMiWDYiIigIgiAIwoYjbRaPHBHsGUaNul1EUNhEkQqPPDItfP7zWNZqw3//d7/w4IPtndzIieBee1GrsCKcd96YcMMNEyxOD/fM9ctSmgrp9NTw6U+fE++7Ouy0EyQOHb51IjhgwJg8ItgQLrnkZiOCbbNOpqydPvtZ2q1XuO++u0UEy1lEBAVBEARB2HCkQ2XliDwi2CNcd91tUb8QERQ2RaTC4sX3W5kTiODWW/eOf0/dKESQxDAQwSuuuDmMHn2HZe4kYQuZO9eHCM6bN9mIK0TQLYulEMF06NvXLYC77nqlEcHLL3c31Z//HFdR9imNCGKRTIjgpEkigmUtIoKCIAiCIGwYXOE97bTheUSw1lLbiwgKmybSltX2v/6rb+yrlDzpmc1y2579tZAIXn752DBu3MRIBGvCd797QdTB16dcRTpMmzYpfPSj3HdN+M53LijRspgOVVU3GfHbfferwurVDeHaa4kZrAo//OGFbbBOFhJBWQTLXEQEBUEQBEHYMLjCS2HqfCJ4/vmjRQSFTRTpMH/+5EiEese+6kRw+vR7i5CaDQHfRV347W8vD9T8u/rqceHee++O16wN3/jGgPDii7Mj8Ww7Ebz33nvChz/cJ95zjcU4QrpaP086dO/uWUL324+4woZsOYnq8L3vXWBF4ksjgumQSt1vFknabs6c+2KbNb62iGDZiIigIAiCIAgbBld4DztsSCSCtVFB7RVRHXr2HBH1i0yjfQVhU0AmzJgxKZIZj2cFxd0cNwT+XWy//aWRCHaPxOs2y6S79da1lnXzhRfWjwiOH3+nubKy2IJl7uGHW4tt9IWapLA93+nq1ZkwdiwF5mvDN785ILz00mzbp/jx+cCSen/42Mf6GRldsGCyiGA5i4igIAiCIAgbBrckkB2RDIxOBKvC2WffKCIobKJIh7vvxjqXEMEeYdy4YqUQNgSFRPD6628Ls2ffF0lcz7DNNueFxx6bsR5EMBNuvpk4QyeCn/xkv7Bw4eSSiOBJJw0zInj44U4Eb70VN9Xa8LWvDbBSGqXdSzrU1+eIIPGKIoJlLCKCgiAIgiBsGJwI7rbbVQVE8OSTrxcRFDZRpLNEyN1CIYI33jih3YngypULwg9/eFH8LqrCmDG3h7lzJ0ci2MvqAD7yyPqUq8hkXTr9nolxvP/+1lxanQgeeaQXtue7XLMmE4kw1sleljm19NIZ6Ug8p1iM4kc+0jcsWkRcpYhg2YqIoCAIgiAIG4Y60yOoR0aR6YQIHnnkdWHt2vZUrAWhvZAOI0bcHrbckv7qpIrkKe3bX+ssCcu22zoRxBUTt0rcOj/zmXPC0qXrk6U0E+/ztiyB7RHP2ytMmDAxfn8txeK6ZfJf/xpiRPCUU4YbEZw0yYng//5v/xLcSxOkw/Tpk+y4T37ynGzJDRHBshURQUEQBEEQNgx1UYFeGH73O5Ji5GIE//Wva+J2lES3GArCpoN0GDLktjwiWBsuvvjmdiaC9eHNN+eG7373QiOCuJ4uXTrNXCpJtuJZStt6vYZw2WXU/8sR2JtuGh/vu3UieMAB1xoR7NbtxkgEG7Juqn3CJz7RL6RSpd6LiOAHSkQEBUEQBEHYMNSFVasWhJ/+9BIjgp/7XP+ooNaEvfYaHBVUV0KLHycInYV0I0JVG845Z3S7E0GSsJAhFJfpe+65y2oVQgQ//vF+WbfKthPBiy4aG+87ccGuDgMHQmBbcsH274+yEZtvXhl69BhhRBA3Ve7lYx/ra+6e60MEH3hARLCsRURQEASh3CGLi9DZqAvvvrsgfO97WD5qsxaQWquftmbNAvu9+HGC0FlIh3PPHV1ABGtqIEjtSwQhRAkRnDjxzvDEEzPMArfFFr3DjBnrU66iIfTrx33nYnH79x9jrp7F9weFRLBPn5FGBBsapsV7OSeeq3eYOXNSifeSzrqU9gj/8z/97XlEBMtYRAQFQRDKGXXhrbcoBFzsN0HoKNSHt9+ebzXNUKh//3tcRHuGP/zh8kgQSy1ULQgdiVTo0WNkJGQQQQhVTTjtNGLn2pMIpsKTT84IX/jCefF76BGmTLk3/j0zfOpT50RCtv5EkPvecsvq7H1Xh4qKm1q5b3fd3mmngUYEsSiuXdsQliyZtu5epk0r9V4ykdDeFYlgbdhmm3PDCy8UyzYqIlg2IiIoCIJQrkhFxeKe8NvfXhzGjr1jPVyMBKG9UB/1iblR4T03KqY9wh57kD20Z/jFLy4Ny5fPs9+LHycInYVUOOusGwuI4DHHDG13Ikg2TrJyYnWcNm2S1Q4kOQvfx333rU/dwkw4++wb4n3niODxxw+L993SN1YXVq/2GN7NN68KF1/sRBBSSvZSSOpdd93VZiLIcxUvOyEiWDYiIigIglCuyISTTro+TuJnhj33vDo7icvyInQG6s0y8NnPEhvYKypt10WFs5dlS3zttbn2e/HjOhr6PoQEqXDiiRRYzxHBgw8e0u5EkGycfBdk9yS27vXX54YvfhELYa25iradCKbNcpkjgjXhgAMGG9Frvn8Tw7sw/PrXlxkRvPrqcUYEn312li3ecC933FHqvYgIfqBERFAQBKFc0RAOOWRInMS72Uov9apkeRE6B6nw1FMzzM1sq636hH//e7i5m/3f/11gyTI2jX6Jksx96BsRQMoKq2++eUIEq8M//3l1JFTt2T9SVnydDKF8F2QJfeWVOVlX0YR8tZTtszHow6lw7LEUhk9iBGvC3/8+yJI1tUQE88tYDBt2myWXef31OeEb3zg/bqu2IvWl3UtDuOUWCtpXha985bzII7D4N76uiGDZiIigIAhCuSId9t9/cJzEKyxJx8svbyoKt9D1kAoPPTTNFF4yEJKMgmQYX/rSeeG552bF3zu7X9ab5eLoo4eGESMoGq7vREiFAw64poAI/vWvA9udCKZSTgS33LJPJEaTbcHum98keUy1FZhvOxGsN4t7jgjWht/85rJsrHjLRDApbH/jjZSbyIRly+aG//s/7qUqjBo1IW4rjQiOHn27EUFIJLHBIoJlLCKCgiAI5QhXCHbb7UqbxLHEPPLI9LitPd2aBKFUpMzaQSr6T3/6nHDFFTcH6pPx/8cfJ6tgZ/fLhjB8+ISoPHcPP/rRxeHdd1tyoxO6BlJx/Lw6jwjWhB13vCISQX5rr76RthINH/lI3/DRj/YNmcz9Zrlz8lVthKrtRHBR2G8/J7Aka8Gy+IMfXGT1CptfcKmPRHFeloBWhvHjKUCfCWT0/f73yfBbEYYOpZh+S5lHEzRYYXyI4Ne+dn4zBFREsGxERFAQBKEcUReV60Vh550HmkJBIoJFiybH7W1RKgShvZCKusQkswKSfAKr23/9Vx8jg1gKNwUieOGFY40I4q5KnFb7KftC+YF3Xx922OGKSKhq1iVM+c1vLm3FxbKtoOYeRdt7h09+sp8VX1+7dlH4zncgX5XhhhtaKwTfGD7u48K6+eY9wk9/enH8t6e5mr788pz4e/NEkKRNWOjziSC6v1sJK8K11xI3WBoRHDXKieA3vykiWPYiIigIglCOqLe6bb/97WW2kk2mxjvuuCsqCSKCQmcgHSZPvicSrV7hK185P9x++53mDscCxZIlUzcBIpgOtbUjotJcaVaMTcNdVeg8OBH83e8uiySoJnzrWxfEf3uFn/3skrBiRbGYt/VFjgh+6lMQQb6F+mysHuSrVCtcArJ/Lgh/+9sgI4LEBhJ7+PGP97UMoE2TtiTwrL5f/CKE1wvbY4mEVP7ylySQqQiXXEIm0VLmj0y45ppbjQhut91F4Z13ihFnEcGyERHBcgQfOh9rew1UgiCUH+rDm2/OCz/5ySVZIlgbBg0aJyIodBLS4a677o5EsKcVz4YUYmVhgWLBgimdTASZK1Ph5JOvNyJIpkMyOarcSldGnblF/vznlxgx+tWvLrWi6hC0V19tybLWVqTD3XffHUlTz/g99A9PP+1kLbHCQajaSgSJMdxxR+oB9rAY8U9+8hyzvKfT97fQp+vDs8/OzGb1rQ2TJlG2wueK3/8eq2hFuOCCMSUTwauuGmdE8Cc/wc1aRLCsRUSw3FAfZsyYZDVkCHxvv8FKEITyQr25An3/+xfZxA4ZrK4eISIobCSgYLbUtzKWSXCLLXpY4qL58yebZZC+SaHqzu2XKKl14eCDr40Kb7XF05LJUUSwK8OTp/z4xxdHQlYb/vGPK8OHP9zX3IaLl0NYX2TCnXfeFUlTD1uAgIzR70juAhH0en5t+TY81u9Xv+L4HuHUU4eHr371/Nive5lu2HwSJCeC1C9kceb+++/JEsG68Pe/X2kLJL16jSyxdEYmDB7sRNDjbUUES5Z33303TJ5MDIfL66+/Hnr37h1qa2vDCy+8kN2ak+eeey7U1NSEc845JxK2N2zbq6++Gnr27Gn4z3/+Y9uQK664wpDIggULwkMPPZT9q3kRESwn8KHVm0vAZpudHQYMGBP/ltJXGhgcRZqFDxJSNrF/7WsD1hFBMsmJCArtjzojdlj5cCUrvk8mjBx5eySCNWZVISnGt79NHFSNKcKdTQTfe29R2GUXitzXWOwiSrO+la6MeqtvyaIFhd3/9a9rLZnLl750fnjiCZIbtR8RHD/+zkiaai2Oj1qbEMHf/57C7m2xwiXwWD+3ZNZGjjDSEsVACidMIO6veYvgww9PD5/4xDlx395h9mxII9etC7vtdpURwaqqm0omgldccYsRwV/84tJs2SIRwVZl5cqV4YQTTgg77bST/b127drw73//O1x88cXh6quvDkcddVRYtWqV/YZAGo855pgwdOjQqPAPCGeccYad47TTTguXXXZZGDRoUDj66KOtgSdNmmTnhlCOHz8+drL3Q//+/cNTTz2VPVvzIiJYTvAgYVwKNtuswoKF/eNr/AEKhaizxAAMSmor4YODVHjssenrVnhJfb7TTgPjWK4FD6E94QozMVSf+EQ/63PFLWmZcN114yMRrAo/+9mlpkwTP0QiIyyFnU0EUVbdClMT0cvc9d5/vy0uee0Nzd2dCy8n8vWvDzBr2imnXG/9G/fN9k1ulAljxlBzr8aulWT2/POfce2sCH37jmpjAft6q/33ve/xbdWGgQNvyRaJr80mnmnuXKmwePHU8PGP94vfaO+o9ydEsD4ceOC1cVulWRfXrGH+aK1fpsN5540OW25ZZcl2iifXERFsIoMHDw7bb799OOyww+zvpUuXhj333DN2tvft73333Te+GPySXWbMmBEOOOAA+/+aNWvs/2PGjIkv7EDbhuy1117hkUceMWI4cuRIOwYL4qxZs2yQK0VEBMsJvhJE2mGUvq9//fxsULMUv+aBArAw7LHHVbZK/eyzcqcVPihIhyVLpoWPfcwTcmARJNHBu++SwU19XGgvpGI/uz8qit7H7rsPq2AxUtcQldJxZlnAbY0i8r/85aVRWa0K118/PuoY7aVYrw/qba787nex/mA97xFuvRXrSeeS0xyK/S5sXKTCU0/NNAsgsYE9eowIn/50fyODWLM3BhEkdtaJIGUrsMJVmDt/W4kgMYy4sNKXqQfIAiAuz5dffnML1sWUxRBSxoLEMvX1SdxufTjkkCFGBImhFRHciIIb59SpU83Kh0yZMiUceuih9n/kyCOPDOPGjcv+FYz0YeVL5IgjjogdpjqceOKJ2S3BSOW0adPCTTfdFG644YZw5513msvo9ddfb6SS7YlLaXOybNkKI4IhiAhu+kiFF1+cFb785fNsQiZTFHWb5B7aEtLmPseK32abVdrkz8BcfF9BKCdk4sQ+1cYBJ4K1tuL83HMz42+dqXQLHyykLbGEE8Facz8rbklbbPFOKLd//OPlYeXK+eFPf7rCiCBWi84lXZ4xMUlew0LqTTdBTjtjLnDyd9FFY6MCfm147bX2TExSTqAd6BOgM8hwyix/eFTgEoqrI9ZAxtOFCye3IxFsMEsdbpTf/e4FWdKUCnvuSfmHija4YyZI2SILbqYQwfvuuzv885/u2unWxeb6dCrMnUv20j5GdhsaILu0fX04/vjrjQgSWrB6tffP4udIkLHQpJaJIDHsIoJNBEsdhA6ZOHFiOPjgg+3/CKRw+PDh2b9CGDZsWHw5x2f/CrbvcccdV0AEDzrooHDzzTdb3CBtA3GEQEIETznllHDsscdaDGKxl7B8+fLw8MMPh8WLl4SZM6eFRx6ZHR59VNiU8eST88Jdd91rtWh8MqsNffqMCc88s6Do/sLs8NRT88Lo0XfGtvJisWedNSJum190X0EoJ9C3x469KyoDjAUo6T3N7eeOO+6134odIwhtBX3pnHMgePSzHuGCC262uajxfs89tzCcccZNptz++teXR/1ilmUjpGZZ9+4jwhNPzG1yTEfhySfnhunTJ68rZwER7NVrTKfMBbRDKjUjS0orwlVX3Va0PT/oePzxOWHIkAnhkkvGWV957LE5RffbWKBf3377PdYnIILnn39L+OxneSe9TGdor3fy7LMLQ//+YyNpqjD36ocemmX9cffdIYJV4bDDhsb9Sn927mvWrCnh058+J95rbZwD7gx77DHYvrtjjrk+/l5cH+R5x4whaQ1lLM4Jd989KfbFedYfDz30ukgEq+w8jzwyp9V3wT2ccsoNdsyf/jQwPPhg8feXSk2LpJr4XBHBdTJ9+vR1RHDmzJlG3hLBUkisXyK33nqrETkE91H+f9FFF63bhmBFxLKIQAZJODNkyBCLEzz55JON7B1yyCHhtddes33yhRhF4hBfeumVMHv21PD22wss84+w6WLlyvrYhyaF//qvvnEAYFKuih/wkLB6NfXEFjbZv7OxZo2vCrFSVOz3jgBtNnTo+NhWPvnjArFqVarovoJQTqBv33HHnVEBqDXXJvo4SQ9I4f/uu+rjQvtg5cpUqKoaaf0MxROr3zvvNB3TV61Kh8pK6vR1C3/5y8CoU9SHXXclOUul1e8rdkxHYeXKujBv3uTwsY8xd/pc0KfPqPib1+LsSHAvjz8+I7ugWxXOO29MbJuOv4/ORV147rnZ4fOfx7uppyUi6ug2YPycOfM+yxQKqaLAuhdbr7UxtL36K98FFnGIIPkdli3zPkByGqx4xx8/LLz11qK4b2k6HMeS9MX1wFpz9zzxRCx63SInGBq/u+JjP887cSJEsFfYZpvzLKyA98D5zjrrhnh/lRZCs2IF+7d8Lxxz5pl+DJbN5cvZ3viYhRaKs3ChLIIFghsnD4I888wzcZDcNXaAt+xv4gUfe+wx+z+yePFi24ZA5Pbff3/LBEpcIEljaNjdd989svknbB9k3jysH6PN0gdJfOWVVywJzZtvvpndo6m8+eZycw19/325hm76SId77rk7DlRYt5jMaiwGg49u03MtqTOXF/zup069N/7dWa5qGZtoGTCZ/HFj8GxgneGKIgjtiXRUXu6IykSNKTC4+6BYjh59e+zjcn8W2guZqEcMtX7GOEpsUPF4v4wph5tv3j3qKVeFtWsbLAkFKfK7dbuxmWM6Cuk4D91jRb0TIlhdfVMLiTU2JkjacX+WlFZHJfzGTrqPzoQnusJNET2GrJod3z/SkQhOMgsZ7qFz5txneRdIbnTvvV5svfhxbUXG3IAhgr/97WWRGLItFY45Zqi5Yx55JO6YbdFJUuHRRyGCfeK99jBS2LPnSDv/AQdc04JrJ3U+74pt3jN88Yvn2WKEu7+mQm3tTUbqdtvtynh/cIHW7iUVKitvtGNIWlj8mDpzYZVraCOBCCbJYhCyhfJgZP8877zzbBslJUaNGhVf5upw4YUXmjvo4YcfbslmkCuvvNKsihC8Cy64wLYhZBy99NJLLRaRY88++2xLMHPNNddk9yguShZTTvCgY7cGOkgUQXY2Pszix3QWGqzg6GabdbM0yWvWNDc4bWxkbLUMBZkJ5zvfuSC88kpXjckQPlhIWxIOFBdqYW233cXWzy+4YGyc4DszHkv4YCGx7FXH/lUbundvjtSlwymnDDciSJFriCAxR7isnXTSsE5Q9PORDjffTI3DZBG12rJErl3bGfNAyhZHnQRVW1t5go5i+35QkTILLSSMPtU5yYSIfb0n3kPPsM0251qCmB/8gGRCleH229szkVDGSkRA1H73uxwRJDELRJDalqXF5SVIhVTqflvU2HLLPkbonGhWhn/8Y1A8f7F4PcDCIWUselrCweee8zIWbD/3XBK/VLYQ79cYKRsHWiOCShZTRFasWBGefvrp7F8uZPokiUwib7/9dqivr1/XcLh+zp5N2vuc4GIKqcwXMovm1xUkSQz7vPPOO9ktxQUiiGuovzhWkaUgb7poiMT+1jhwVtnqf+IjftttJEDZ1BS/hlBZeVO8v+7hf/6nf3jssc4gqwxM9WHPPa+yCRfiTA0dBvyOvxdBaG+kLUscyTh22GGgueigxJx++g3ZCb7YMYLQFtRHnWR+NvsnFsGacMIJxUidj7VuOawwK8fatUvivtcbMTziCP7uzDmK0ha3RcUbEujeNIRVrF3Lfbem9LY30uGWWyZGJRpSWh3+8IfOXCjtLKQtsz2khHfhtfQ6eszKhAkTvNA7BdmfeGJ6+OlPqc1XlU0k1F73kw79+o2K77si7LjjFZH0sS0VTjttuBHBgw5qyYpXDClzpYUI4h5K5tMhQ26Lz1Edfv/7y6zYfPFzZcKoUbfH/WrDt7+dXzQ/nSWSVXZ860SQ3+qz7qiV2fCkZHvhfiKCZSIQwXnzpsXOMz8MG3ZbeOSR6XGryOCmiUw4/3zcHCvi5HFF2HlnCstXhDPOuMF+K35MZ4ABIRWOO25YvD8scbWdlK2zPrzzzvzw619favfgCWNqzb1202ovQVgfpEP//qOM/O2992CzxvD//fa7Jk7wfIMtTeaCUApSFueDBcHLLhBnfW0Rpd2VQ5RCXEGPPXZo3GepLUoQM+gWws4lgmQ53GKLZB6osYWTtWv5raO/k0y48spx8V7w6qkJ3//+hV2wDFQ6kq0JkXw4EezevTPcdDPh5psnRmJUE775zQus0DuumxDBIUNubcf7SVuJiC22qDDXSydN6VBTM8IsarvvzrZS3DET4OaMRblX+Mxn+sf7nm3Wbgjej350kZWWKN6XckRw220vzNvP+yNZTX/yk4uDlx9q6V78Wz/uOCeCLPKICJa5QASXLp0VRoyYED9IOuVV8aWJCG6aSFusBVY2VlwZPPm/F5HmIyx1INnY8HvZd9/B8f6wxFWbG0HHW+EoGDs7DvLUXUQBcJcgXFZpy+LHCEK5wBUMFG8sMZdcgnWQjI2XxfGA3zeV8UAoX6RDQ4MXofZwhGrTEZqSOu9r++zjVmliBd97b2lUdkky0z3sssuVnUwEGyxNv8c5OhHccceBYc2atijg7YWMWYiclNZaGQCP1+paRHDQoHGRCHmfOuqo6+K76Gj9oCFLRiutrAM1mukTZPK8/PJbNmkiyGI2sX5knoVsefxrj/C1ryUun8WJ4LXXYjmsMcLH8yZEEGs5RBCCiAdAy/fCb/Vm7YcIHn64iGDZC0TwgQdmWZ0TPkgGfLcKSlHetOAf3zHHYGWrMGLFKhATGoG/mPk7nmg1h7o4iC4Mf/0rFktPMPC7311u25sOFhsT6bB06TRLDU0dwS9+kdTQ1eHUUynTwgDYkfciCO0NjzP50Ie6h3//+wYbD1BiWN3GEq7+LWw4MmZ9cOuVEygWHpu6VNZF5XNh2HXXK20xAtL13ntLwjnnjI59sqKZYzoSGcvOSNHtxDMEd9fS4qHaGw1ZS6mHK6Bz4erXteJ6M6FXr5FZMlxtdfA6nghCjG6NZKwi/PSnF4eVKxfYIgeZPOm37UME6Vv14bTTnDQdcADxgOgeeHN4XB7uom3rh2kLB8KlFeL3+utzw6JFuIr2tLIQhOEUDw3IhKuvxvJXHX72s0uyVmiumQmjR2NRrLJkObntjY9P4M+ELsozsQgpIljmAhGsq5sRnnxyRvjMZ4g5qzJSSOcofKlC54KPrM5cwCCCvXuPDE8/PdP8xJlMZs2i9MimMpHUm6sx/vZuiau1rFzcb8eS1XS4//57o2JSY4ViSddM/2Z1WplDhfJHKk6M1xkRRPEmFfrmm/e0cRwLgy92FDtOEEpFOtx444Sswu5EEPe51asbK651tg3Ch0UQJRcieOmlt5hi7QnDOsP6BrhmvSXloAQGiUGYk7773QvDO+90BhFM23frRNBjFikD07nJdDoamWyMnBPBHXa4PPYf3kNHvotMuOyym40I/upXl8brLzQXZvorFrz2Iabe90iWBGmifFVCBJMEL3xPkNDSnz0dxoxxF0/qEi5bRr3D6eHDH+4Vr9ErLFlCFYDiRPCyyyhjUZVNWpN8j5kwbhzEsip8+cvn2flavhd+8/IXPBPv0Z+p6X4igmUiEMH580k8syj8/e8ec0YMgCvspXZMYePDV1zJ6sQ7uvTSm20bWa5w6b3wwrHx701lIqkPr702N3zjG+fHe/PspqQ57vg4wXS4/vrb4vWrwm9+c5m1Ef8nc2hpKZIFYVNGKuy33+D4bXWz1XWyB5NFmJqCc+feF3+XV4ewofCMgl5D0IkgbmXLls2Nv+Urf14DDsIHEaTWIESQ5GZbbFEdtt/+0k4iXYC5c1HYZRcyn9aGX/yCOLAe5pLZutLb3nAleu+9KSaeuKlWW63b997rSovvmSwx9wRE229/SQkuie2NxCpXEf78Z0/icthhQ4wIknehfTK58jzE03mpCM6fEEFc+SGC6CZtJYJDh7qL53bbXWTtRhyvlw/qkbUuF7v3hvgtk72UhZlCIkh9wa23rjVXU2IlW3ZT9j580EFOBP/97+HNtJWIYNkIRHDuXLKGpuPgfXPsSBXha187P7z5ZuOBXuhc1NmHyyTMOyKxTwiLLVaQOMG99ro6/r3pEEEGEx+YembrJVWZ1YJ+VvyYjYF06N17VLx2Zdhnn8HhzjvvMgXgk588x1bQ1L+F8kYq/O1vg2KfPttqZeJeRD1BrB2kCVcJCWHDkbLsgBBBXOxRNFlIoz5Y4fhZH1asmB9+/nOyi1ZZHPZ77y0ON9443ojgttteFHWNztIpKJq9IPzxj5DUHpbunrIFJNpAge7Ye/J7YUHXs7A6EaS4fccnS+ksODlyN0wPHcE6++KLjfvUxkbK6u/lYvfqLCMuf+NG3H5EsC5LeiutZImfN5Mlc1VWZL5tJDht39eWW9aYiydhAJTE+spXqIFYG+6+mxqIxfpSg80TEEGI76pVfm/ci8cc9jDPrWefnVkSEZRF8AMkEEHqCPJRLFiAn3EvGyyVWXFTg7tbuqJXGSZMwLr2YLjiilvi3xVxcibzGINJRw6kzSFl7gnE5RH/8I9/XBnvscYmv45NYpGyIHSIMgM77nL40ENOqR/UsaRUENob9VkLTHdzwaOIPEoF48HVV98a/24ocowgtAWpsMceWNJIJHFR+PCHe4cvf/n88OSTjd38643o/eAHF8V9q22hEiJImQTc/0hX35Q8dhTqLY7qhz+kRlxPc9P75Cf72QLlgw9Oi99JRxIwv5cf/ejieC+1Ud/yguoQEK9p2FFzY2fCcwgQG+eW5lrLc/Doo83FtrUHnPDk+h9/p8LZZ99oZAaX0NWrU2YJhAgeeui17UoE8bLjOsR0J0QwSdCSWPV832LnaIzEmuieTiwAYtlm7OfbGzlyQjOLCg3ZBDXdzPtv1ark+chCOsl0f76Lhx5q7ZvwZ2JBBXJbUXGTLILlLjkiuCisXLnQBigUZ2rASVHelFAfXn55TpbI1FjsWwhLw7Rp98aPsadN0HV1U+K2TeGdeWweq8f/938XWAYu/s+9e1Kb9hhgS0HKYlY22+zs0KPHyDgY1dtqNkSaQZiBsfhxgrCpw13FcbmjP+OC9/77S7IxWt0shhhiWPxYQSgFdbZw94tfuJUPN2RqwjKOP/BAY2XRwwEY71FGR4++Pf7eEO65566oAPc0a8Uzz0AeO2rsz0cqvPjiLKsVhwWOEkzbbHNeVIh72+J3xxLBlHnLfOUr59lC6XbbQQhrzDq2Zg2/l0oGyhn15nH2859Tsw8i2DP893/3C4sWTYnvYmPoL3WWIXPs2DvC00/j9uhEhvtwC6DXwluzJhOqq28yIogHUfvELLpbMueDNJH13UlTQyRsxPlVWWmW1hO05COzrgD8n/6EZW+hWZkhhcSdDhrUXMbTBiNtEEH6W86Klw6zZt0XiWBvew/Nxxgm8Pv829+utGfq3bu5eEoRwbKRfCJIh8DMy4oyg3/nBXcLTZGy1UsKiG6+uU9gfNjUgiHWAWVw00nyk16X0fTHP77Y7vULX/AA/fHjO6r4fZ3FrDDR0p8HD741bluSjbEkucaI+LcWOoRyhRf6/uEP6d/VlgYdIkgyAiyE1PD0yVzjt7C+qLf5xcvv9LDF4c9/vn9UXvvYomOh0l5vrn0QLMZ9Yo7ef39xmDGDjKOkue8fHntseisK5sZCyuJnUXKZO/lWvvEN6iL2DFOm3NPoOTY2UuaZ8vGP941zeZ9w2GGewIbEap2TwbQz4H2Fkg0JEfzQh3qF6dMnbaT+kbGFMixojItOWmjnequBBxE85pihcXvDuphBst8Wz4TZVuTiUyFNPXpAmpwIkjMBIog11Es5lHqtTOjZE8tehYUGrFq1yK7B/8kazTMUJ2YZK+uyxRbdwgEHUMQ+RwQh4bh+Y6GeN2+yLZo3PT6B3+ff/+5EsFcvEcGyl4QIvvcepC8d7rrrLhvIWS3LZNxltOkLFjoeKUsAwYDJhLZ0qcd18rG51avCVpv8fXX2ZOI1gogLpJg7CqvfY3erfdgxlriUrUB7yYjacPvtd8Zti8Oxx3r5DQKdlTlUKF+4hwAWGPo3Wd8ggsThkr5/112pB8t+6t/C+iJl8wwx1SiIuHuy6AiBIkt1YyJIzdbPfpbxtibcd9/d8ffFtgi4xRa9LV68dUvDxoIvom65Za/wkY/0jeTvXiviDgnxWNqOvKd0SKfvj/fi5Pj880fH9nHXSFxGacfix32QkLIYfc/eSjI5MqfW2uLBe+9tDFLeYC6ZW2xxtlnNPOOtz/0HHXSNkRkMIGvWLM66XHbPZjHl2A0dPwuJYG1tcSLYtvjZTNaltbu5bbvlsj7ssw/PUmG/FSdm6XDSSbRDd3vufCJIn0SvRO+fPfs+EcGuJoVEsN5eHDEAWJj4KDpGaRdaR9qSnTBwEifoQe58fKl1Vlx8tv0j7Wzlz2sEcU+sUiUDF0TwL38ZFNauZZ+NfY8pW+Vi1ZXEAAsX4ja7OJs5tNKSGrQtU9cHEUy6naGYCRuOeivH4jHDPcK996J4LwlXXjkuKrjev1VLUNgw4OJ/T1Qce0aC1z/MnDkp9jd0g+owaRL9LV9pT1l/ZLxFqZ837774+2Ijfx/+cB8jkqnUxnL9aw1pu3eKl5MVsb7+fkuygQsr1sGOLduQNiLKvZD6n3gu2odYene3LZUMlDOceHz0o55MLomTvP56Mqe297tg/EtZjB4kiXqBb745J26jnesikfI4N6zda9YstdhqLG14xGFp2/Dxk7IqC8Mf/nB5vE5VGDBgTNZtkwQt90TdxBO0PPdcawla8pGU3uge9t0XF1aOS4ejjyYzafdw7LHU9SvWjmlL/MQ+WEBzRDBlfY/7wHWaRZyW34OTW2pD03YXXjgmtl2x71pEsGykkAjy8tLWuTbbrFvYc0+IhX8wTV+y0LHIhBEjJsT3Uh2+970L81aQMlH584QxrHI2re/UGcjYChx9iL4EAWPllcGeGJMciS12bHshk80SWh2veY7FZXAfrDoS70KtNSwq3obFjv+go87iJKkRpu+7HJEKDz883b4nJu/p0++Nk/MSSyJFnAir7cRsdd3+LWw4MlavbIstPI7puedmWdIXFhomTMCSlh+GkLJC1q7U15olkBhB6hNjacCKiEdLZxFBPEK22KLGYsSfeWaW1W7jOSiwvXGsUM0hHUaNuj2SjRpzB4WgEjaBpw9x9Z3TPh2NdJg9e3IkQT3NQgshZp7G8ND+mVPrIklZuM5tEg8KPIUSK/DOO7O9MvTtS9bWpWHYsPHx3VRa4pVceYVi5y0VhUSQzPwJEbz3XieCrhO1jQgedRSxjd0sG6kTuoZw+unu9unxjY3bkedIhcMPxxW2wmIjc/u4hdb7Yc9w112lEcFf/5qYxMpw2WVj4zOJCJa1NCWCmTB4MG591bYKSJC1lIlNAZlshtBKq7nD4OIfNwPK3UaymHCJhej895UJBx54Tbyns80nn6Q2Tz01M94f6cdrLL0xk0HxY9sLmXDttbfG6yUEmfbK2GrwVlv1igNYL/OF3/iEdFNEOn7zuBn3sNVosrXpGy83pNatqmPx9kRRS6KyPTn2bZJH9QmPPEJ9WL1XYX2RsXq1WFJ+9avLzMX/Jz/BklYZhg9vbL1JhUxmSlQyKWrtYSUQQRTBT30Ky0+tJTbrLCKIWytEEEsg2bd33pmkShXhggvGxOfoyLj6tBX1pqQGKfyfempG1k21xhZ6O9Y62VlI24IsdfC++tUB4Y9/JHtotVnlPHNqsWPWF/WWUdMTHrEo3N/cnemHuM5j1aI/X3ABZGaJJXDZcstqW/BoWwKX5uDlQpKES+hwCRGcNs0zdZJ8CSLWFiJ46KEQurOtfNjq1XxTDaFPn5Hx3ruHv/51YCSxje+bv+sthhwieMopuMImfc3DaCgbh06Ay2rL/ZD7TIXf/tYtgpdcIiJY9tKUCKbCQw9NN0WCwZsVq42vtAutoyH060dNvG5xAhkY/859xMQ/fOITZBNNyn505vvyAcdLRnQPtbUj498NRsRYFYOYeaKWjT35puzaiXuqZwojY9vs8PWv495UY4N+1+zbHivAxESfIbGPvvFyQ9oKBxPTQRp8Un7znTF2f+pTWAl7ZhXvrqBYChsHnl4fZW+//a6Oyt5CU9pRnAcOvKWRspgyd1CIIO6hrmxnzHMFd0zixe+7j8QsnZHMLG2EFssmycKI0SJrItl1Sd7R0UTQa9dVWu06rE4U96ZNCVvoGkXl05bYDsL1i19cEg48ELfNKiv1VLwMwYbAs7R+7WskB6qxZHsLF2KtTpul8Gc/g6BVmks9RPC224jbq406wgCrzbfhC2l15qJP6RXm22HDbs0SQayinqkTt+DS42ddj9l3X+IBu2XLUdBnMkbIsGb+7neXWaI83zf/uLqw//4eE1lZmR/XR/KeWWb1J24WL4DmLbPpeJ/15sbrCzwV4eKLcXcVESxraUoEvc4NKyJYBd11TEpi5yMTTj+dWMCzs8Xjk3dSZyucrCpiLSRJCwph0+M7CrhCLLDVIu6HCdjvNWM1eiCyu+xyZfy7lEFvfeGDHqtfDFT4zvuA7m4iuAVBUnEH6dy26gzU2wTH6h8LPRBiagup5ly5Ib2udMynP31OeOYZrLoZm3hxtUoWOrqGq5nQ/mAMrbekWijKp546POoIdZG8QKAqLH19YyI4dapnCKU/uoUjY9kQvaREVRF30o5C2sY4LJu7736lKble4Lu7zanFldiNBY/T4trEra1d2xD++U8SiXSzjI4dey+dhXQkD5CWKiPDHu9WZWEka9b43F38uPWBuz1CtjwxTQ/rp7gDszjt1tiKSGyoe7k03H333ZEI9rSkSO5C2j5E0Gv8FRJBvHIggmTrxLujdCJYH/sM5SjovzfENnP9CnKGlZVM7a+/DonNb0f//557etKaxkSQ/X/wA9rCa4AW74fpsHTpdMs4usUWtGV1+PCHe5lHWnELoohg2UhTIuiK/J/+5Io8qWjpAE1fstBx4CNOmRsABIZg4MJ3kjJyBcn6979vaPRbR8PrSRHHyEBBML7fDy7HuGpWWcC2J7JoPMjynPmD1/rCz0ONHYigE76kTdLr3FZpz66nKPuEweqoZ2urDnvvPTg7CbVH2wsdg4y5WG++eY3FA3rMcCqQgp7MeIzdWBhE8IX1g8cB/f73uM4lLpQ+dkIMKypujH/nj99p648oiPRHQgHYhjup18qr7ITELAly5ItyDZCv448fFv+uMCtUxxZy9zaE+EGAsELhncG9kMmx/YnQpoiUEXOsokccMcQSqCSWrPbJ1JmPtIWA4D7v812NecBgeUUHwTuI/k3dS4gghdXZFxfShx9urbB6Kag3F1O/TmUYO5broHOkQyo1dV2mzjlzyMJbCun0tsHjCkJXUzMySwTTloeBmENKozQlsf49YwnH+spCTj4RZMGGGuIQQUptNCWCqTBu3J3hS1/qb8+BHrfddhfGa94V983fLx8igmUjTYkgSNlKIMTCrSldwV1hU4ZPDlgCITYUBeXDz/2ezlrbKowQdkxWzuaAv/msdamhcQdiG/dIXABWKLLSNk0Y48+YQ/4524o6U4i//W3qX3U34pOz/KXNHYi22nFHL8balJB+UEG71oe//nVQfH6IYC97H0wAb75JPERXaYcPAjLh1lvvsEmdiX/lyiRDaDrr9na2uQ2JCArrB69TSd9iUYEEJ/Slo4++zhRQYr8bE0FiiyiFQOF2EsuwLRcfVWm5BzqHCHrMOuTrlFOuj/PjUiu1xHNg3Vi7tj3mnFLg4y+hCpAPXES5F5RyLGLEDHaNTNYp6z/EqvEeiI2ECG67bRLL39zzs53+05b2gSDh7gkJdCJIZtC1azNWIxNdBPKDS+h77y020khY1Cc/2S80NJRqpWsJTgTJ7sw3wL04EfQYb8qqeMmGSY2+p+bghC5JctOnz6h1RJBkQ8QcUsKFEIHCe683nYgyXswZAwbkE0HXl7bf3uMY8eKiffKPZaHxu9/FYlgV26e3GRxeeGFuvAbXbv59iQiWiRQngg2he3fS/XcLf/876f87Y/DeWKDTtmUg2RSQWGmxcHlgMx9+7vd0NjFKlRX/JTiaj7fwHB0FYhanZ9OI9wx1dffbNkAyAQY9BloGwVy/8uLvxx9/vdUZ3HAiW28r0mQGhejg7pFbzEhbym4sYbhHvvRSV8ocmqTt7hMng57mmkSWP/4mzrTzvvNy/CY7G5lw441YdivM7SiXLRgX7OG2HSXes+VuSuO33nV5gDF0hrl5MoZOnkx83xJbcMR69a9/YVkrJIJY/Dwz54Xh5Zdnx22pqGwuDDvsQGIWwgSIgeuMvojHDOSru5Gv995bEvr1g3xV2nbusWP6pCcO+eUvnRiTOIR7ueEG2s2zgXeNTL+pbKxahXmcuTtmjcXlNXVpTFBnhGrp0mmxzRr/1hLSlhmWch0JEYQ8QXQYGz//ea8zfNdd1DBcbPMjbqToL14CZUPfhZMoagXyznGPToggc25SsoHvq7Rvo950JS/dQBbSJD4vFVKp+023IhNrfT2lWvLP58cRI8txnukz+Z32XmieJJBLPEkKiWDidlpr1lKPIeSarbWNiGDZSHEimLFgcEgHKY6Lu/GVI1j56KhBvz3BqtJ8exeQvaFDb4vbCokggccMaFttRbbA6XFbZyl/6fjhT7F7gWS4ixD3gsvonDjwoVhU2+pVPjkj6yHuiqTRJg35ht1/2goek72O4HAyhebOR33ByfE6PeLk0MuSGnReW3U0MuaSA0n4/vcvskmPzMBMjriVFPapjoQrSOX3XXYmMmHQoFvsXZLGm0Qe3n6+0syKNuN3796jokKwqXh01GXvs9hvwqYF5hR3k0OxpE9RF7BHj5GmwBPbVWhJS1s5GoggCxOu0KfiMV5MGyX4nHNGlajstic8LtxdXCvDRRdBRpdEUkrmzipLYIbls2PGnnorWeSWFY/hhXzgjrjllrWWPdI9ZT7IRJB2rg877ohlqrtlUE0yeeOOie5S3AqXCtXVI8I22/SxUiCl96N0HANJzkM8PB4wNWYVJsHKo49OD5/+tCfWol7me+95si3uY/PNe1tJng3vr/VWI9AJX01ePB3lVijZAEGkZANEtJRruS5IFl8smZdfjvXOieDjj+dKtZDksfB89ZZLwks+VIdrryU5TuHvThK7R3KOlTGZM+rNSvuHP/BbRdh1VxIc0T9L+V5EBMtGihPBtK1coMxTW8SV+XIfnFJh8eKp4c9/vsxWiDpP6V0f+ARC5itIFANh4f2nwpNPzly3etv0944EsSKUs6i2QS6XeavelH2UBBRU0o/n7tHdNziGQZkkGDxT03OXikwYO/aOeK6a8JWvnBfIFJo7n6dKdkW5JkyZgutqOfWF9YVPIElSobPOujFOuPVxQrnU/ibDaufES6bMNWiHHS6NE0ZXLeexPkhbbA1E8C9/GRTHb7Ylink6HHfc0PhbZfjiF8/toLqdrcGTkOHejjuYZ/Ettp+waSAdbrnlDlOgGUOpc0Z5EqwFKIt4pzQmgpddRqmJKrN4eep973MkAaEvUh6gNPe39oRbZH70I5J1VJtlA/LFv1jhfvzjS+LvHeVBwzw9w6xDhE1Q55Z7aWiYaklDWATFqrPh7oibMty10d0QK+09QGDIfMyCw6JFjS1Zfgzvx0s9nG3xqcWTmRRD2uJBWaBIiOChhw4xokO7Q5xYMGbhGNdndN2EnBHW0h5EkG/HiWBtmDQpRwQp9eUuoz3CHXeUSm59HPV4vhrzBHNC5/3cawFW510ndxyeYpRP4ffcccnvKQuVwX26WzeK6+dCaYj93XrrnvG42jBuHPGVpdwnEBEsG2kuRpA6QLjxAczMdIjCl1xuaLDV8c02O8tcpjpu8G8PpCzm4pOfdKLXtKSHr/bwkaPUDxiA62hnWQHSlmkWyyWkjyBkb2efADypTYXVvOG5kmNY2WKQhgjefPOGlnVoMKWE+EDqXq1Zw7ZEYfFkNklW3K5TQoKYsok2mOMWSukBCuwTrE8a9T33vDq+n85oh5SVQ9lsszMtVb2yXJaKlMW6QgT32mtwHL/zlXJKAE3LLgxVWrmWzm/XjC0u4nrEOIaCUD7jb1vBc9HeyfsoRzSY6yLviyyEno5+sSX8gggyrha68KezJLHKFPacF1F9OOywIXYe4oo6ngimwvPPz4pzPrFgteb5gGWThUfIASnzWWTtmL6YtsVoSA/kIym6z8IkCzbM7XfcUaplqFxRH958c655pEBIxo2bGMeCORbXBhGePLmYFa4ublsUfv5zSExSA4/3Vcr3lbZkaCTV4vzoGMTIU3tv4cIp5jH0kY/0yZaUyFioiNfTY0E9iecrdt5SgaWOkj6MxT2zGUt5Pko2zM5m1K3JJqsp5b171m/P8FkThg8nw6efj8UX3LKJ48N9s/B8tPu8bB1QrjehCRHcbz8vLcHCTzrttRY5Djde4jmTGpylj2sigmUjxYlgfXj11bnhM59hFaM6W5uus4gFnY4O21znY0Bo6Xfg52BCgqAw4E6ciNVsU3GZag0pc5lgIKEQOjVnCskLz5e22jJkw+zcBD9pc79BAcXtxmOXkkG7PhxzzND4W/fsPSbvLWWps50I9oik8Ja4bUMG4HQ46ywvVbHrrlfFAa1wQMQViAQG9AVcoDfsWuUBrH8M6LQ9tcC84OziqLy5VYk6R8uXd5SLVAKf4H0Bo7slbnBLUUfeQ7miPirWHgtImRSPZclvt/S633F1euKJznQXBz4uoKSQLt0L4Hfm/Wws1JmihqsXFvjy7csZS0qGhQDF2ZXGhmwcYJUtpDnZS54vY/F3KJIUa3cXYPpkfTjhBDJ0VtrYX7xgOOfg/MV+21D43OkWmZ5hxgxqa+KOeW/YcssaixF7/vmOWpTwkgFbbtnTyODjj5PZMROWLZsbFXTP2Iil5oNOBCG+nqSlh8XGkagkIUS33FKMfNXZgvIPf+jZZ9HjSsuu6vML1msWP7/8ZaxvNWH77S+O10yFmTPvM9dnSJonhuFdzLO+zbvIZfgsdu5SkTJ9jbhDdDfcrV0fqTeSRKmfthFBNwpgzICs3nJLcpx7XHmRdwrX4zKafz4nkN/+tpeIYLG98HopI+FeG7DS4gWXL19oC4qf/GTfuK066kqJG2pyTGsQESwbaY4I5rvxkU62s5Rl7ssH6mK/p8wEfswxQ7Jxcc0N5p5sBR9oJxvVNilxfOuDSUeBe2mujb1YLySJAQVXCt8/f5+Mud6gUGPi9/fZGc+WDrgWYPWjZo1vS+4jY6UcuEeUi1z7UyB1cNzu74bnWH8iy/m8cCr3gBJS2FY+Ofztb1ihKkKvXlgmO6dvdxxS4emnZ4TPfIZBvtqK53rcWDoqrHfHicEVE7wAmvarjQmPG3XrbKWVrCnPGN6OBu1Tb4spJMA44QSygybfUrJP2mJtP/c5FOBKS/KBAuzvl3FyfduY4/he2qI4cwyZArnf6qio9Dai9MG0/qbNsr3VVh6/s+nEZ7YF3r8OPxxvAS+x4EpjJmtJ88ygnhAm6QcJcSRzNcSRc/h7P/NMMnQWSzAD6s1F7oQThmYLzrf3+EOafiw/fSx+PpPxWEdcEEkggjUId8D2v24xZGxRnULqfJcsttM+zEd//asn1MHK3zZlu9zgxAhvBcaBuXM9IQu6Jn1t2DBcdxs/f70ldvnmNyFNleGf/7za4tZaH8PcXZLyJZAwd33saTGazDNTptxrsYlYI71URDq8++78rLWtypJxtQcRxApcjAhyb15ovtryPpT23lPWX51IexiQf5tJeYir43UqTa/JZQUFHl6UEM/icZYZW6wjXhU9gTkD6ysLP1hJeQdtS54jIlg2UpwIFrrxuWLeEQNlY6TsA/nWt/pb+mpXQAp/J6sp7p5+j/xebHDw1RBWhLAGgq985XxTQvmt6f4djXqLVbvtNqyU3E/jZ0hKL9TYM3jMW+P7TlvcHR8wk7S7XnXGO0tHxcGtfkcccV382wcp/63BipWimOZSRfMc+P9T+wwiWJW1Fq5v2nsPbiY5ANc5//wxcVt+v3HlhILCWAyJH/jguyOmbeBnAsAVJreQUB8JYhIvWZVNGNORiqsX+/VSI9WW8VZlLEoBfbg+W9Otu2V4Lt6H0/YbyhOr3kOHjrfEDJ5VmHM0HmdaQ51Z01m99j5U6vF+v3/8I8quW/25l/IkSS3BF1Ddhe1sqwvX8a6Q7QFPsMJiHX2HZBuuNKbNgkPR+M99jtwB+QuSGSs6j9vovvtenSV8vHdPUMV2FgadIOZfq8HG6M03P9vIUHGL4YYgY6EUkD5S9XusY8bISBKXx/87hggyR7tFFQKQsxhnLIMz1leva/hBno9IQjTZ2p738eCD7oLo8X/dLSN6YcZKkDKi5rF7lNkYWGJyMUjTDCNNxB+yKIwFkPNAwjxbaQ/TBb3unusq7j6JAYSEKhs6RqUsDINsnoknREIEsXLidg0RpLRKqUQQowdeHli4Pdto8q2xeHNd7F+Vee6zuePQGz0msSbcd1+xIvAk88KVm3OQr6FX/Bd32mpb5PEyFfn7twYRwbKR5oggnQolGYWemoJ0pMKX3BHIWOwS8UP77Tc4/u0fqv9GOuH5troDWd1jD1wA+a3Y4JAKDzwwNXbqpKgoqYQ98JVrNN1/fcB1+VDa2k715pdOADkTLK4jfp78fTw1Nx/kdttd1IyynLKYA56PbJgEQnfOO0vZhA/JIiFJYfsmiWRqzSXHJ+W0DYiexMRXoljx8+fLf5eltq8PsBRwhdwUX0DIWBFf3GixRH7wFNLGSJsllkkUN0zPkufty3eP4so35Bkm2zrYbwjSNkkyQfLu+feDkZhqY8PHOTI3ojyRDr34e8MSPHMd0WZsIDnCl7/c32qZuRdFW8aIjCXaQklC4WiqSDQHd+2C6CffOIluPng1Dj0283//l/auNCIFofL3VWz/TRWeWMKtFVVhyJDEXTFxbexj/aiQQGWyRdq7GQF2tzSeOxPOOWe0EcG//AWi5303d63MumLvJMBof3faTLjzzrtNsWWOJdEG21iA8pj7nmHWLKxSbfkO1hfuHg0RdO+HXMmX2lovsO4lJDZ0MYxzljJXdgYy4d577zECxmIC8ZuMXXvvjSXLjQ6FLo0gZQTKY56rw/bbX2LxcK33k7RZgD/2sX7m8kh9PMgnfReCOGEC9QVrbVx68UXuw/tsQkq9xMKGE0G+GTKoc13Pvst1PK8DmeD5xq688pZ4rVLmXspOTLXnoO/OmJHUH6QtPMSGeL5//euasHp1fvukLGlYUlLLs6QW6x8ps1T/4hceS8i+LBRTtqPt34iIYMny6quvxgn5EcNbb72V3ZqTt99+23575513sltCHEBW2bbly5dnt4TY4P+JnfnF7F8hrFy5suCY5qQ4EQSZQI0XFPrf/vay+HdjxXxjg2uRZhh3zgrzWcZsnxsgk0nX4xgJPvZA1mIDaNqyMkEAyarkrmhVsVMNib/5x9/0mLbAXU+vumqcrdD4OYvtVwwpS8bj5LTKiG/Ttk6HSy4h+UmlvYvcBJJ/Hgjl7PA//+ODJS48Phnk77Ox4e/MrXHdsta4fGXPB3QGRYB7Dr8zKXs9H9qgJvzxj/mxhX5enplCsGSwKv6OE3hwttcxrLVJvmk7NNjEyz0Sz9I0vuqDhpRNtDwvGdOSCS95X3wHuOWQ0TH3W7HztDcy5iJIrAjvHlchT4TU1gmnq8HfD7EvKCwXX9ySC2I6XHDBmPDxjyeLYO5+zZiKpab0RRCumbI4TpILsXhQfBwqBpKP3W9WyWScc1fVD9oCDAlxJsZ+DNmtsYyU5WnhduuBvy/PQOgLDSmLpcLNDTdLim/nlMOMjS1YQklAlVOgPXEXRI85vJAI+v9x40cZJk7M6162Z3t58jLIF+6HTjTTFmeFpYg5AnfNjlkAS4WqKtxnK23hOpfEDKvRfVaom/vxOLn1HQO9FA+x73Pn5r+fTQUNltF7yy2rrG7gW2/xfeBFdJ21y7HHDo3tkt9HQDpMmzYpO6fXmP6GRa/1foI1mDjAnqZfsAiNSy4GAcpGESdH/UIWob3ciesBXqy9Ipx33ugSyVlLSNuchgXUYxGTxRMPUUGf47mb1u5rDtQCxppNLeDeeRZGfvPQmy23JPRmYByf89vRvW9whWYeoL5z832Dcl73xzbrn/2er2tEKkuFiGBJ8tJLL4V//OMf4eSTTw6nnnpqWLyYGI6cvPzyy+G4446z34455pjw2muvGTE87bTTwimnnBIOO+wwI3+vvPJKOOigg8Lhhx8enn76aTt28ODBUdHmZbQszRPBhnDDDbgaVlpmrZw7Uf4+GxP1FozuiSSqbFW70CUybbXo3MpXax2cjl58cEAZ8gQmEEsUIyY4BgfIU+sDSmvIxMnyHjsng1tpg1SCxO3TLZX4sBfW2AMeiI/yhruuv4fG78LdkpJyANRs4tyF+2xsOGHD3YF35rGl+c9RbyuAbqGotfTZISy11M24bLiSWGsDs8dP5N41vvVMAri9tpzxNWVuD5ALVnyLWz0ylhEPywYKbWHSg87Ahva/llBnCyRYkuk/553X2BLjcQEQClajOzZGL2OlI3CN8f7f07K4dqxVshzh7+fnP+db7x6uvfa22GbNKRG+L4oPWWPJKExiCsYI3NFyq8nFjs2HW4lI2MC37d9oqWMnrskQJNyMeM/VluCm9GuvDzg3/aij+jJIh169RsXndPdXFh07LhFJe8KJCW5hjMueSIO29EW2JPEKMVa5b5Ui4ZSJ6GYuePlEkHkAaxfzQmEGZyctvqBRZfMxi7vtS17SNtZDBFmgdJfCtIWK0IexenhSkPa8ZnNIRaKTJM7BBZR2cNAuEBAW5PbZZ3D8e337TMZIRdLeb77Z3OJ4e6It33GD1ZvccsuK8NOfXmxhHLwPXA+5Zzx0CvsIyJiOBKFDP8CSWFqm14yF20D2II8PPDDN9DPeOToHMYAQUu4jP8stC6IQwfaJ13QvKGIR0XvQURMiSPhVQgSLu8QWQ9rc+yGWZPQn/jD3vTSEQYMonl9pY3zhXJ5YJnuZNZF6iS1/Z5T0utMWiWm39fsmRQRLknvuuSf8+9//zv7VVM4///w4sfSy//fo0SMMHDgwKk4jwumnn27bLr744qjYnReGDh0arrrqqvixTLRjsA4OGkRtqdYbv3kimLa4NQZ8VjLa7ka0oSBAeHbWnchT/7KqnLuHTDbeLKdE3nlnc/Xz3G0FV0AyTjE5f/rTnjgDRZTfmx7TFmTCuediPa20czLQlX7OtE2UDHCJkvT3v0P28gfXxJXR3W68DRoPvPydslVZlEMC84u3xcaEWyXdLdMzgBXegxeUJhibexwyhHZ60Aac3PO7ywgubfnvmnpDtC/Ef86cxuUz8pExf3uU1R/84KJmSHk6Eg4nIEwQHZc+vBjqooK9vkSUY2iHlu7dU5b/93/jfum1qwrbLmMTFYHnrPTj7tVx3zkp58la6vEI9BmsyB98V90Nhbv0Jm7xI0YQb9eSm6WPDf7el9hKNwrnX/96ZVS6SiX+nuSBlWi+VWKVqYlWWl9xq1CO8NeY0utW/7b0e65F3+Df/PGxMeptpbym5iZzh+qYb5t7qQ//+AfuuhDBnkaiIDaltdGmhMSKVmO1a1m88zb0lPfEGfEO8bLxb9WfHW8WFpSw9uaSbDSsi4tjPPYyFMl781I+CSEjjgoC2r4LQSnz/kDZ3n13YhR9G67KHstZnef62vjY9oS3ESQPkkHsbqELJPMWhLnadJMHH2xN+eZ8tFPSloAEUXjXQNR9MeK229qjBEJLoC3nZwld/r00h7TpSrgvEuu3ejXbMrY4DxH885+viGS98bkabIGQLK88E0SGsaf1xCVpc2WH7GGNZgHZM49WmWcR+ScgTbhB5ucrQHfiHZHkqDDhyvrAE7I1JYL85h5vWMs9uUsp856HU1DXj3h/Ei3l2iETxoy5I16r1pLCuBt08lva+gIuud/4xgU2Lrbeftwn80pr+zUHEcGSZPjw4XFw2j30798/3HsvVqBCOfLII43cIZCcE088MQ6yZxgZRObMmRMJzvFGBidMmBBmzJgRqqqq4kczMk7aS2yf1mTZshVGBJMXl4MH6OayHeFilwz6HYG0TaLungJJ6BFuvjmJ6fPfq6vJTplTIok78Y7b+Fwpm6AhUhQzxgrlsYfdzNWJczU9plTwkaTiu7rO7oH78YyYyW+N92+MjAXjcyxWTSyCW2zRI+sCmQwMDUYAIbIQQtL+Fz9XQ+jXj6yc3cKvf407b7F92gp/vtxgUGyfBJ6p0H35e2bd/PLblnPUW3wSRNAzdj5gEyDt5rFivWylC5/03LHpbBvxrmsjKYRAFnvPoCGbPbWbXccH3cb7eNIDrIaf/Wz/rEK7IX1gfUHR5olh++0vyCZqads9QKpxa3LS3Fxfa7D6bUx+WEhzxcWT372wrQef11hdp/b/zuk3/u4Lt6eyyUySb7jK+reTmvz9uiJoq+Q9Nf7u3Fviq19lkYwkPxPb0Ga+gIY1HIuBr4QX+0YaI2OWk803dzde5gUsRaX12XQ47TRKWVTbt803TGyMu4WVcm3vPyxGcg8oQrnFm2JtlLI4Y9yaUDpzZGVjAoV4rqV1zy1qEcOTWM2KHbOposHiTiFPuOm7ZcG/35Ur54fvfIfMg1X2Lrxt/btmvIUI9uw5Iip+SZs3mCXaa/ZdkPUsSsaBtJHMJG6JfsW43L7vK51NYkNcKy6rbCNT58J1lkhix5wsNT62PeHtR0kl2girXa6NQMoWUT0bJEnOErfE/HMk8KLi6AiJq6ufP2VufIlFmvmSWLFczb32QjKep82Y8atfXRSOO25YniWvJXgCK4ggOo3fG4sFbp378Y9ZLEisc8kxDVZWg2yrPBd6wuLFiZU6/9yNgYV+pBHMf/7zKiOdlFdgEYw6e4MG3RLPSTklQlG4HkhZsjruj9hVv7/8e2kryLSLVbKHZd587rlcUhruj2+GuFoWK7yIe+PjGyNjuvjWW9dazCEuzrnzZSzzLlY/SCeZwvN/Q8/COkqMJWPVhj1XKSBTqYhgq3LdddfFj6K7kTysfOPHj8/+EqzhDjjggDgwUvg5hGnTpoV99903fuhHxIEVl7vYZVOk3d833H777UYQe/fubZbAG264wayHe+21l32oxYQ4Q1xNn3nm2TBr1tTw6qvz4uAyPw8LooI8yzIsoWxcf/2E2HkYgPL32XhYtqwuTJp0b/xIEneiWotpYfsbbyyIWBifHXLkq6/cI9awN97g99x53nxzYfwgZtmqI/vgGrViRSZccskt8e9qU4AffHC67Zd//VLBvRDcvf32uGm5AoCyc99998b2WlT0mHzwPCReYGWfmne/+AXZM321jHewbJk/K+QS8nTGGTfGbcXfw5tv1sePHStpjb23pUvX/7nAsmWLbGI+7rjrrLTAihUtPw/7T53qtXmIIZk5c7Lde/4+b765yNzCeEass9zzWWfdFP8mk9rF64j/xIl3W9vQBpzj0EMTol0Vv5Ub7Lj88wLe+xtvLDL3Eojgv/41pGhbcb7p00l6wH32jt/WfXbvjffbmHjzTfrNAlMMyHq7444D7W/6U7H9G2P58jojkR/+cK2tdL/22sKix9Le1dUUHq+0GJmXX+Y7z9+P+5hviSF4JzU1I+N5aPfC87QGXJBAsd/owyREevHFOfZ/386/C2311S0ofOfVlv7an6XpeboK+GaJozn99OFx7Jqd12YO+u8jj5AExrMgjx17ZzymtHfGNzV27ERrc9KmP/roDDtfsX3zwXfEd+fvqmf8t6d9o61dN+mTf/ubW8qwCqHMkbjj4Ydn2LM2PqYx+FaeeWaOucJiucYiQLgCK/kkOHr1Vd/H910YnniCOlvEgXe3+LO2fFelgr6e30d9vrrHshO6Eu7eDXiHlPpuNhVwvwcfTLwfGUAHx+dMxkYfK7wYeIW5XLIvbYv+QH1StjPeJMfQLqNH32GLm1gSmWuT/sbYRAZJXxxwS/GQIePbtb24Fn0AC8/xx18ft3Ft+sP8rCtmVaioyN3vxgJt9NJLc839nrH4iivGxW2Fz/n228yNEDl3m/zPf+bGtmh8Htp0kT3L1lv3MBJD/TdI49133xPnA9eXvvlNrtPDakE3NEyL52n9OysVb7+9MOoCdeHyy8dlPU08K/GSJbzblr4zn8vRdyDm/+//XRf7DTpOXRgxwuMGv/Sl803vzB+T6A+4XLOYwLMxZ99xxz0F+xQD7/TII53UoRvy7hmHuPY554yJ5AuSSLmtgeGVV7jvBdZOtC3kkW/glVc41/qPHYyb9GmsmZS/wCXT+6D3/512ggh2N+vja6+13u9598z7WP0Yvx94YEbcnjsfeieWQhbqZsy4z9rAj6uzuR0L6A47DIx6wNy4vX3HxGKgVubChSKCJcstt9xiD5nI+++/HweFQ+KLxRIXwv33328xgcQMjhs3zrbV1dWFvffeOw4Ca8PVV19txPLmm282IkhM4dSpU8PRRx8diiWNITHNk08+GQfmh6LCPjX+f0546qkcnn56roFMXkyo1dUjoyK3sGCffLz00vz4+7yiv60PXnhhYSSft9vkkCiJ//znYNvOfXG/EAcUITo9//7yl5eFxx6bHX/P3cezz86PSv8UyxzFxDx69MR4r4vCvHn3Z7OGVYfzz785PP/8goLrl4pnnpkX38O0SCiTZCdMaKzEXRevwznnNjkmh7mxzRZE0gfJ6xbOPntEfH+Jm2RtuOqq8fFjqouKzews0ayMg9coa4Ni53vuufnhzjvJyOWWxVtuuStuW7/noo1feGFe+N3vSNZzdvjTnwbFNppn24vtD2jDESMm2r2TaWrBgqmx/XPv4umnuccFcdC7yZ6FdPKcc7/9KOVQFfbY42pTMnjnl19+q52P6z377FxbyfN2qbHBk+2N74X3/uijs7JtVRW6dx8Rn6Hp83NPCxd6bR/ON3r0nfFazfftjQH65Z13Mmi7qx0K5PTpk217sf0bg2/xlFNQzLvbJDxz5v2xLxYeS/vQvig8tPeBBw6xNspvN38n87OLKsSgXhXP07RtWwLf/X/+M9+uxbvK/43zPPzwrEh4BwaSZ2QyM9bdA/DEQrVZi2QPiwl+6KGZtk/+eboKeO5HHpllsSyMu5dcMi6+n8K+SR9hkYVMeLjMjx1b+nfON4US5Z4HvSN5mdRqn+M98W5d0U/G45owePD4Vr8bxkfe59e/DjGrDUcdNcxcALn2tGml9XeebcyYO+2efQzAMoAbPugRRo6cGM/jz8++48bdlXVhrQm/+tXlNia0pT+3BsbF556bVzDfMSb360cZhGpbjcdtFwsoJKPx+9uUkbTT73/vpO7UU29Y17eSb9YJeffQo8co60/+jmfFb5ftVbY9OYbfR46ECPay2MKZM6ese+fswxzvKeqdCPbsOaqkPlEKuFfG+h139Ni700+/0fqJb58fdt0Vq3FF1JGGrbvfjYVET/Ci5rVRXxvf5JroAmPGsLjXM/ajHtY2jduCMX7OnPuz4yXfQZXNIYcfPizqari6etz7ffdNyl6rMvbBkfYe8s+zvqDf867333+I3aPfQw/TOUaNutPur9hxgHZnbknIGPPX00/Pt2+HMYwSH1i5eL5k/OcY5icnZ77Qzph33XW3t3ot3r0TrYpw8snD49/JokBlOPHE4eGkk6iR59l9n3rK5yTam9/YzsL844/7uRqf/+WXue/W5yieDV0GIsiYjt7h85/Pu7vtdpXd3//7f0Pjtvm2vdh5EvAer712ghFBFgKT8/Eb985C/Kc+RZKXXjZmJm3EfXANSDGLrU880bIu1z6YGxoaposItiYPPvhgwCqH4O6ZTwQRSB/EDuHf2tpawzXX4M4YjCSyTyKQuyuvvDLMnj3bEtC8++67RiZJOtOcrFjxdjOuoW4mp2wDCglpad0FIX+f3L5k+8rFYxXbJx+cpzX3j0y2ZEJO8cCf2s+fDm++OdcyQDEI4XePYsEqsxe5zXc3yljRUhQIVpK89hHX9+B2XzWmNEVrbgbNgeDdKTYQQiy99mIPG4SJpyi8l8bgWTxgGCWcFVbcIH7zG5TjivDrX18S29VdoDzBQ5W5dTXfdilztyJJAUoS7g+cr/i+rSEdB4qZ2cQAtXGwIgYTd9WWztdgbmpcm6QuOb/7/H0y2SREFZbAhIBpt3Z6Md1//IP/464z1vblePZhJdWVwFpTsjxDbOO2JfXxnHUxirguFW+rlJVQ8FiXKot1Wf92Wl9kwsUXk6TFVzl5LuIgm3+3+fBvk0Bu7p9349lqGx9LTcUFse3cOkImueIuhFjIuZdKs5x77FZL/TYfDfFbnBff3Y3hmGOGxvGksbtf2kq3eGbQmqgI4i7s75W+74mFiIsdFCfL3uZaRyKH0q/PeThfqftv6kjHiXNyVO6wklRakqimrnLpOHdMtcUtxh3i4UrrNyAdcIVOiPfUqbjitTb2peI7mW1xJ/4NutKOtat1Nz6v5cW9ovBTMNq/u55h3jyKKze+duPxAuRiDHGvohwBrmj/+78s5FWZW1WuXzfEuXRC/Cb4rmrNHbF0F9RS4P35kEMGRyKL22fy/GlTNvmG9t57cDa7anez6ha6AG7qSNnc6la/aptvcu/Ixx3mOJ6tf/9R2WdLmYuxx9xVWfbs3DNnLO6PkhMsWCWFu5PfcAmkbFLSp3r1wq20vd4V91sf51MIareokN8Sz530k8UWzkH9QjJVeqKOxse3J/juPNEO1nQSwjX9duoDMbssZEJQKbKfK8ORoCHOE8S2+eJhkiWctuN7ph1x73/vvSU2P0Ayfv/7y5qZi9uKVLwfyBRxjlyvymLsE9feG26YkPfei8GvTxwgZMwzZdIXMlZWAULLAk6h26f3uZNOGhb7STL29DTdpmV33uTdX2Ztydy3du3ScNZZlFcgWc/Q+L0mlr9rY7tzLo5JW3gNlrPEnTS57xwoxTAzO640/q0xkuQ41TbXFR6TzhLT7uHf/6buX0vPk8Bd9HHxxEWbb5X78d/Qf2ZbXUT0iokTKRqf+w55zi226GbP7fGI+efdGPD63XINbUXOPffcONH3jBPlU5YMZuzYsfEFrQlkE6XhxowZYxY9fqcBcAGdNWtWfKEHmzXvpJNOCmQHRdgfi+C8efNiZ3jV9iFWENfT1atX2z7FpPlkMSBl7kAo7aSfz73gwn2eeWaWdUpMzu++y3ka75OPlA2CJEhpOVlA2jIc+gAHEfQAWM/ymTFlCcXxE584x5QLt+70yJYk4IPKnccTjZCemoLVCVlFucA91Gv35Lbn30MpSAhrtREUFF1Xsirt/Pxe/DhQb8TFy1kkiWuWWkyXPzfJTAYEEmg4uelhvxU+Xz68LamDwzvDbcoHiWL7tgYSqiQWWV/5Y4JasaKl95s2X36ujWuL96nG+7ofO+cjPo++41bAyni9CbG/4wLaPZx9NrGcPKfXQiOBTKKEQujJZNX02aixMy3+Tn9J+kKx56+zpAVu7a60e26+TTcGSPZRZ3Gc3r5MbtXmhpXz6S92XAIv+JxY0zjW67I17mvpkErdb7GntMe9995t2wr38f1IEc/kgXLx8MOlJIbi91Qck+6K75r356vTTRMEpW3iYhXclQUSm/C7Z6H84hf9vaLMY0XOvdtS3gcEZW4cS8Y10x/KEQ3ZBQJX7nCfalreJB3H+Vw9NxSn0p/dx5zE8k4iD38fxfZN4AkK+K5w1U/qeVFeqJRj6XcsVrBQRzmXH/3Ir40yV3i8Z9IrfFb+n15XmuCAA8h0ijK/1Cw8KPh8B7lkFcxZHo/Id0U8ETGw7dM3/F6Iw+JesIC99ZYvmqxZQ8ZmlE7c/m4xhRMFD0LYMRkp2wtesJp+xZgxfTqEJbl/nr/elFeUa+Lt/dn4DnNZOCGPuWf28ki8B8aWpunuqTHI2OCLvUcdBflZn3m4GDyL9bbbujum31cyRjZkYwe72fNseHbI1sACzxRz26MdaJNcO+TDsziTXAfXv1yiHn7z9t91VyxqFTZfYBHyLJe0Ybe8jKNkMr87jhFkIu+VXbQodr22IG2Eyl00a+J9DAqPPjrbFnKThCctt6PPW9ttR8KWStPLnMx5n+N56QdTp96b13945rpw4IEQJp//mS/IjtnytagnnLjiVkUdjWuRKGtMbJMqW8wgNAUiSLmTXFKYtJXjgQhSWqqpjpo2veL//u+8+G0PzhLF/N8bI2O6LtdkMb8w+37axnesdPT7XCxn43PkI236LkSQfk2ypfz+wThEMr6kvycLHJSq8PdUYYuLpSWm2VAoWUxJQq2/Sy65xAgdpA93UEpBYNVbsWKFNR6xfvx+xRVX2O/IsGHDbBsZQiGOCNY/EsbgJorccccd1mi4j7YkLRNBT72MYk8nZjWoaUdN24oH+/CReumD5j7QlHUMVixQJJpXTH1fEgywH9YlLH5MJl4ofWlUOO+IvxGAPiAqu1MiScSVqtpWpQrPSVIZasaRJY9MqskzUH7Cs6KyEsWKFNcsvIdS0GAfFoMwBIzzuqWmuyn6K1eyT3MTm9d28bi4HpallYGD+4MIEVcBUeE3BnPqxkyf3lKdNZ6r3hQVnhcfd792a4NLMSQWp2pbxaT9aW8mAr/HYsekbbWea++0E/X52Na0v0BOcA/DSoAFMannhOUW5YK2JI6QfQHbmTxpB58IfNXTfy88N8lTUEZo01xilPx9gGdd/Mtf3BLJCmDhuWgzv7YfD5p7h+uDRCnoHdugrxVa5tlwKXvuucSKXOy4BPVmfcfq7ESwxlZpmxKGBiuoz0TIJFuYiTUf3g+TlV2SOxS2R2OkooIyx9LE+2q+91HuA6tuoXKfMQWBd8K5+/VLyINP/sR7sQrMfbqlqDYqLS1lhU2QDsTc/O1vtB01wi6M91RK223KgAjVRWUOlzUngnxHLBoUvte0KUuMCSymkNK/9Od2ZewPf3DXv9KytLrywT3h3uRJQarCKacMj8e2dt2MjRkoJiwksWLtLqZVNrfk+kq9fa97732VKWu5jHb1ZmUmuQz9zMkn95uxfop7GqQFC2kyLkEMfeEBF7v2UoJBvVm/ExJNnx81CiK92L6tJNSAUjeXX07tPI/1Lj5vbqrweRHrCwtIhSSaZ6g3awoWHayy3jdTgYLcWF/5zvmWc+/VF+dY5GH+Im1/7rekmDxt6USQJG5Ni863BPbz8aTpb2SxnmNWZPoDWRPzr+3ZRInNv7KN18xHqcd5grItt+xpY/HjjzeX9ZKEa9PiWAwRr8paMZN7Tlvm3k9+krmwyhbVIDdkQoUYHXLINTamel/nu1mQtdJWBrKmNy3U3hbUmxcNXjyMG4xLy5dDkpZkE9RUxOtjWWupPersW/b3UWXfb0IEvf94aQd0u0IiuMg8hXILBrWWBKo1Iognwhe+gHtsT0usQ1tBjiBlP//5xZZQavPNq8Kpp2IhS66XDlddBXGrNGuiJ65Jnod/c+UlPv3p/vbdt5x908c/zse7cE+m5Hzp+F7cXZNERp6wpljbsS13jCe5qQ6/+MWljYil78f4x/2xoOht5MXr2Z8xfODAm1tpu/aCiGDZSMtEMBNuvx3rVJVZZJoWx6XjpcJBBxHjxWBebaQLBbTwPAkyWSsfSg7xEzfFbc0NTvW2msrkj5KbpKy+5x7cEx80BQbCQN08Vv3cpbDCVmL5WHLnoZi2Jw9h4sr95qmwnYRVRxKdZEtMjisFPH+9mdwhfgyEDIwQXCdvtbYq1/x5faWdfbGEMGF6e3i7km2KLFq0P4MfSg2lAJpvMwAZI3Noha1Q+7ZkoEjA8S0PoqTX9gx4FWZt8rIUlXHb+Vl31cb34PeMcsgxXuai2MDmCh/vk+chARAEBGKIdTB5r5A0v4YrfLQR+7EoQHuQ1a5pu/ogye8/+QmZsRr31wTcU122f1WYW0bueerNukRmM1Ja4w5LSm5SZBc/1/rAs6AyoRJvwyr5xz/O5F5TAgkDXtiZNnNiXGtW5Xfeabx66coOblxMAs0rO24hZaKiH0Pcmi9HgGvc9PCzn7k1lbZmBTKp94kreaHSjfsL358TG2I9XBlLW/Yz3AWxoGNJT87BYk5OYSsGsg3OsUQJ7J+MPXtYkWaeL/898X/6SbHn3tTgrjQ+1kGsa83TgkyNhfdP7VFi5ryMQ6HVoBQwJnpWTdyEmn/XCVBYhll/xQpBeQD+jyWlKUltjIashe5sU/JR8EhuRJ+sqsovaN9gafyxLEBuX3opeSYvf+J9vYeRlETRRclw1/UqczGEkNEWOe8B2rCHKX8t96dSwaLUpKiEoYy6FR83fpQq6pxBSrGWcl94NxAviPWjbXVlOxuk3Oc9uIdL03tP2fuHCJLoycsxpOPYPXPdgp6XlUjaG4Ucjw7eE7UH812R01GppvZgzbqYTi86z3GlfK+eORkXQzwRvC5l/u/UPZyx7trujpncV8YSx2ERIuSk9PIH+fA6iMU9XxojE8h6jgJPSY7C1P6NkcpawCqMHOUWuDI2P3LPtHWuRqW3pY9z+efM2MIJ1kXGFB8n8sfmtiAThg71pCfU88Orx0kcnlt+jd/97jIji823RX3sJzPs++a79HNwP3V2HOM/BBELWo6o+MKVW9sTIlhtY0fLdffccvfRj/YzK+zChZQlWRLnV68rSHuQJIZ+zlyfTwQh2LwnvJoKiVvGdLvE44gxCYt5jrQWQ4PVCKRuIi66hbX90rYQAhFEh/Si7Y3bzutD5xaT0mYxhswSUuShGMkxfjzjLH0HXdyfC6I923QE2hAPnZbvub0gIlg20ppFkCKUuPXwMXlK//wO5O5duZTZNbYawYeb65y5fZlUvPaV74vp3Qeuxvvyd31W0SMd9ciwww4kLak0RR//fqwREAYUT8hXUmePMhG5e2SiWBRIl8t5GERzJNX98UkwAxlwYpEMPqUCBdpjI5LVagYLPnZXat2l1pWlYoN+Jtx1F8Xkq8zXv7CIOsdkLLvTGWfgwtIjkqDzYnu3plQ0mMsV90OsYOE5QZ25/uGi5dfIPzaBu5VwTVIRo4hRysNdDCtt4PR2zD/en9EJI8HZlLko9m59YPOYxx4WOI4SgIsgk8E112Bd9tUzn5wX26oo74/+ANnmPTvRbPy+0kbquP6ee14V251txZ7R79X7EAR+SJwk6DNsZxKGuEBy6Kc944DfO77Pi6yQ6/pPpAnq7LmSPllZ6RY0Uplz36y2t2698JpABIQnyi4WUyyt+X2ff71MSinn9XgF2pZJqfi+GRsDtt0WV2a3AuJeQ6IYLCAo97jb5iY7nnVBngssWUGvsuflel7WosbGDxRJVuY5L99iTmFrDGJXZ5vS4SSwZ9bFl3aoDj16JDF13H/GXMnvuIM06/kTZmeB76GlbzdlC12Mt/48XjzZLbn5x1EvCkuv18Fsu1s7lhiIXTcjdk0V6Hzk3JjZnzHOLXzdLRSgZSLoFk4v5eD15d5/f2mczN21EktCvrWDOHSsFzw/mbT9PabXxfxRcNxjwLlfvy4JpiClhx3GuRYb0WBRDe+RZJHP+1NLSmOpcMUaAk5sJu+Ie2URg3qYKF8sTOLa6O+R7KjnGhFq2/vpTKRDt243xXuvtMRRTQlSyuZjft99dyxpfgxW6XwFP/f9OmFPvBdy79VJnFume2Rd+Dz+u7DWYEvI2BhC7T28KV54Iekbye85t1SU9gULcMdM7iup21dlOkChwl8KfNGG+QvS5i7CLb3jhuz1KixWrGnR9HykzfPnIx/BC8ctVhAjJ0RYdSrDUUdRkL61eSJl8zZeF3wH1M3LfW9tgc9ZybX57nOkxUsgQZw+//nzsqE7zbWDL2DiBcP7YBHc34e7hDO/c34Iej4RRF/wmNXa7IJBlRGolt0bCXdgLOhlY6jX21tsiwFsw4uAvsYY6i6tSVumjbBvtRULIUm5E39W3ED/8hfccpnLfAHWrbIt3cdiOz9E0I0W+d9TUkqjMuy1V7FvjYznc8zIccQRQ+N34cckMYzoz4XfCv+6xZ5zHnfc0HhO3kXaPH78++xpceEtj/ntBRHBspHWYgRZUXPfbWrbNXbl9Hgvz/rlCiluljnLVv65MllrDR8R+9aYiyjxKk0HDl8F8pT2lTaA0blRaHEX5dyelKUia1V8YF28H8fkLEH1tgrmkxDJQ5I6hH4Nfsc3m/NgNfR7zv8QW0OhVRHrqbcPfuFe1JzrYpUpfu4kpq7SXC78o27cFv4cc+ZMzloDW7u/nKWFwbYwTo76YwvixHdp+PjHexoJzbVH4Tmw1EFUKDngg5e78XCvuKY4kcwng/xbZ8XwaU8Gv8K+ko+UuZfRZqS3pj9wHciHW/+cHLjS1xAVk5y76CWX3Bz/n+9mkd9eaSOAZDkl/qP4syXIGGngGRlQ3b2jPn4Hi2wlkHtzd1gGfPpsYjn0iav4OUsB72dSPLdnhnM3yKXmMomyTBwshW8Ln6sxSO4C8aoxi4j3P2JzkmQz7OPuILjh0F64DjVPrkDalFwmYqyUTds2E5WqqRaz6v26NutWSN9akiV1nv2TkgTe5zy+013BffGHVUy+bSZIXMq5Hn2fdic+lDaAIBS/V5JSzbEJlWfifNQSJTuv1wmtjBNkL+tDZHRk5ZTJnP1aJpcdgTobl1jsaL7/ZEJV1U2xDaot5pnvl/F07lxKCOXfe8bia2g7/z7bqsRmzLWK41mAwKOi+ePz54BqmwMgoZAert2yNYSFwiTzdJUVd37//QdszIZUMobnL5I5qfMFA1K7+/uiDtz1cXuFjS3ed5LrZYyA8du3v31h/K0uXHnlOCMp9BE/Xzcb49dPAS4Efd1LDnjpG3dBrTLvBbL/sZ0aZMQwsijD+LH11r1DJpMkvyh+3k0LaZsL+Q5ZXG1qOUjb2EMb4+LrMVRe89fjCntm3T9zcw793t3+qs3tz4lgEqt6YTxXr7DfftfYnOWWq5bIRAL6QJ2RVc7LdfHeKGxnCNW9NibgTZJzm/TfiIEn3o2SJp6gqrVr5iMTyT6unly7MvTtS+Kclt4x3lBeSH2HHVgsZ1tz3w1IWfIhXBfpQ3iNEL7icbo9LASidauOf1v77usWIkJjWnbdbA6JNbNHbOse5qmUu3ba7o17pL+n083FPvq+EFyegfexdOnUgveBRwceAYTF5Kx9bkBIPIiwpvK+3Q21pedPitBXm8uyEzpyS+B9c46dK8kajsdTjghmbIyDCFLKImcRz1jfpR4grqYJIfV4u+beeybMmzfFFvAZG9BNnEAnv+eIoCemaTyWeh1ESCQLT3gq4b2BbgYR3GWXQdnvL/8Yr83L73g8+TmZu/Eg6h239zY9svl31J4QESwbaZkIuk93Qsg8qUa+cp2JChbKtLuOsmLLJE7WMDpxbj8mgyQ5R7Upu6Q+Z0Ag1qVwX98/fxWRVRwUF8gAEy6d2xOsVIUhQ8iiuSSbgMSTA+BH7+dMkip4kfIFCxorVCRmgFh0t8DbwtWaUpCK58e1k9qBvbLxi3xg/ryJhYNncEsm1y78aPnQIRmsLBaPqUu2cWwpHy/uF9QY83eRK8LPbymbTNy9otKUZCyOhef1lVq34lSEU07BsufXRqn3LGWV8fznhBtvhHj48yb3nbgXovQ5UUzOm490ltgnK2seCwU5YOJmGy5WuGSyLyuunLN795sszoL2hPygoObuvd4UWr8+/vFk223J5a3BrFj0KYgflgvOAfl0CzfkYXQc/O+xPscz56yUxd5RqXBln+fBKuoryQ1G3rG+Ehfq7sRJP03at/AciUWHeAXPuuqZx3KWD199TSwXHlua/+02RtoWMlDEmSCffDI/njBliu03v+mkEhJLEWZXurg3d6f1ibU23HtvEutKxl6SOvGOfQUVV0dfNV6SJSPdrJYibjs1NRCEs+15ik9UDRZXBoFBIXHXQq7fEJ56alaW9FbZOJQkYOJvgNLu33fjtuwIoMzMs3gxxoS33y5GvFj8oq7UQHs+LLle+zSJbcp/dw3rrHJYlpu3fDeHtLlSolAxtr/2WktKMAqvewewkk9BZBRuVsVpb1asm782GUNnRoLAmEHsJ655S7MZQJ2seQyOZ52EzCWLhG5t9PflVqNuVoqhsB18fIcsM/4SS8w3QLvgmcDKOdehP5XubtgcUnE8mpF1Ra02yxbxzbQL4ylWSJ5x8GDIrruouiWmJvvcyffcWeD98k0l40mxtvA+6LFEFD0fE99B4zEDF8Hb4hhQZV4v/v4yNvcx1uClUJgQxueTpH5eLrMkCwzTzW2TBQ/mQWIscZF34lzs+8+Hx45/7GM+vvFOCIkovN+MeQNA9rDMvvxyfj9nvOM3L/TdfDx5c/D8CZ7Jskd8131NFyj+nmnrdDjrrBtjf6mwGODWCZnnU3B3vkrLqsyCBgQcPcpDFUrpz5ksIaqx/ohHR9tIgFvCcJ/lPnDdfeut/DmQZIEzjai17nboFtwtt6y1EA8yb+bi69LZLK7dbTElR6486zALxuh2LCQy9rgFjd+bawPmCpK+VIRf/jKZt9PmDUXSKs9ijR5Ua2NpvkXQrYa+qEm2ZLYxT7tXRKXF9EOyIOnNu3SmwyOPzDAdCxII8XU30vxxNm0LlLh5cs7CEADPTEo7MSfzXd16K7GTi63mIOSRftRUH0nZAi1EkOysySL+lCn3Rv2ixvQ3LOctxzW2F0QEy0ZaI4IMnO6W2c0SQfCB5X5blHVpqzS3Hnfb626Zq+iQufP4CjaDNR2aeDwmG/YloJXfc/uCVFQsp9rAxf5YGD0zpyetyVc6PR39YhuMfEWy2hQXP2fGlCgUQYhRYYYlvy+UGgZyjm175sG0TYpc85vfHNDILYKBfI4NQrQPpJcVpcJnTYVjj8U9kToy18W/ObbxgNJW+MTrafm7m1Uk987SkbzRjgyCKObVZuVje+542n6aKVcoMTkrpx+P1eljH/PU9pyH+B8PGk+bCwftwG9YDZq+1wQ+APL+fDCuMSsQ98m7xs2R9+7WTE//zTkh07QxigPHFCYmyk1InLd4Mpl8ZKwtWNFnYWLFCldoWC2jL3D9+fO5/sNGoph8irtHtwVukfUFkYq8GCl3f/HtTnhRJrmOF/ym3yb9wt1ofJEBy+soWyFksimMdWmwbwZlH2Lk7mkt3bcnb/H3XmsLK95+nMtTfvMOIKtuXfT79mP9/iF53BNWGf89nU1WkxB+j6Fyj4HF2VizbmaBgCBceaWTPBKDFHcPS2LV3AXcFZrke3N3ZlY96ddOAHtmrZFezHrDYmQ2BGkbZ+hr3Bsr6oWEBqTMfckzcvawsQKCTHt6UpX8RY0GW8WmHRh/2+7mk47v18kd9U8pJ9F8uyTW5wqLBeVaM2bwPbCq3z/2mZa+h7SNz7hPosT5ws7irEXRFwXc6p+xfu7JVhibethCD0rYc8/NypIv6n2ShCS/3Ty21YvUV1pMTOJeRtyYx+nVmMW5aaxbW+Fp24kpIkkE5ZJQRPMTx9AmZLPmHnHXTRYrcW3tOCLIdegr+chYO9G/GNtRzny+999y31m9tbfHYSdZXRv3U9qBuoA+brrnQMbIHxY9FlyXLMknG35u5iPIJQu3TtZIGkbZpd423tLfnUz0MoW55fbinGmbO91Nz4kgynlhHHTGFh2wwrHgUbjQm4r9GGthT+tf9L+2ESRKGpDoxokg12ex6Z13uEbjfsY1PYkbRI5FvNIyo/ochSWOsYxkO1wHi0/pyT7ca+kLX2BedM+QtlnHPXzFF/NqYl9OyjYkv9db34KgMb5h9Wz+3igXwvNU2yJXYZiLu4bzrogpzxHlxJ20n7k24spOmzMfFZ8jEqRtwZXz4cLsZC1l+oO7hCa6R23Uaciumbz7tHk7oa+R4Ih5k7mYhTMILARy8uS7TBeBbKGbsIhVeB8pW2D30hVVNieNHg2Ja9wuHl8JEWTuLkxMkzbPiaSIPm3vlsslloeB5yI8pikZdl17q62qbNzze8vY9YmNhJj64t2GjIWlQkSwbKRlIgg8dTdE0JV1Phj/qJhYEvKFcpCUacCSl19Db+VKD/ZFqWF1lnPiWsPfrKh4p8zvzP4xMrFyfhQ4lHEGXBQ7T8fb28ggyiv7owDjqsRg5+SHjw7XobF2Haw5TS1urPJOzyog1F1pzlWyOWSCuy12z2b3Y1vhc3B/7k5XGRUnioZDXpJBJxUVeqxN3UJlJS6ubRmgW0LKgvC5LxTn5D0w8TOJ8L4SxZwBvtBF1K0uvEcmj8JMjJzD3TvI0sgzsR8uCq+/Pt9cgNwPvTZLxpt7nnTsKxDohJDWZl1JXYHyc1RHogcZqctahqvs/fAOPc60Ks/K6ufE7QPLAMpF6/F8aXMBYWCHKHkclscYMUnQJ7AAcE8MZkmSGrd2t6WP5CNjijHXxKpGjET+/XuMVIVZeR55ZGacCG4M22zTz+JgXcFhP4/LTazrKJnullltK5i5767ekjnQB8hm2/oKtLtwMXnwnAS4uzLmVp3EjQZLqyuH+efi//UW/8e3hkuTK1WesZd74x3yXnCrYeWcfsbCEc/r2ScXZy2StbZi6+8j//35AodnWK0w8ltMScVSyUIFMYQsBuCmxjhCmy9a1NgjoL3BOFasz6WzpJdJHbemJCa1cB8vswHRIF54TjahS7fswkD+fePWTLt2szZve+B/yrwmUCx5H54xuVi7+HtljOY97bsvyWHSZv0hCQPlK3JxPo2PBWSU9sQjjM1OxjJmIYMc8pyPPurk0JXNxBXbxyYy/c2cyTzg1ownnmDfxgpMKpxwAq6jXtPMswu79ZF7g+xCKp2EtrWdEtAOKUt0BJnBPdTHeg93cDLgNQuTOrZ4J3h21EpT9tr+jtoK7rHO+tCJJ15n8c+AhT68L1CcGcNoc4gzCynHHnudETO+Kz/ea1iy0IZ1z99t4/vGQowlrdq8gPydNph1DusYx7o3QfKe/L7cotQ9UK/UFWLCSu42RZd5hj4IseQbKczuWQxuTfQFgtosgexhpDxH+P26ThwqbaG1kHzhHcN80dv6DN9D6USQc9dbm/K9fvObFwSv+4lVsti7Zn/itXF9rLSxq/X4PsCYRxwsxznhxSWRcazl9smH3+u//uWF1Ik3a90tNQHWQA/34Nhc8pTG32A6ayFrbM0D7Js8q9cDTeLlCq1ZaSM6LDA4KUpIni8mMXfQf1l4xopLeEvT5IUJOK7O4iixnFEn0kszsBA7P86vWLxpTyeCLFbmu7qiR+DqigeE171MmYcC1lwWYFevTpulGfdRvgH0g9x9EAKwwMZlLIa8M3IcODlu3OZps7pDBFn0e/vtJB4xZYtz5HjIEdYq079Xr87E75ls3ZSc4G+um39eEjz6vfFdJGOut3u1zYv+Dhvfy8aAiGDZSClE0GOpkvILbKMTUdjUrXwo0qze4qrnvtM1tgLOsezHah/b+Og8O+dSU9g4Jy4jWBOadmavpUdnJq4G0okyilXGi9z3tFUlz77FR+y1ZjgnLga+LWNEiG385h9r/nVcuXQC2d2yRHJM7vfW4Nn3IHJ+zWLH4ic+2VxguA9W8JN4NNwRPalMd/tQaaumx68PUraaxPWIxXMC7NdzZb3SBjSPtaqwdsR6iULGO2Py5JlI8pC0beH5M+HZZ2fHwZ/9eK9+Ptw2UbqYXN2a1txk5env84kgllXOy+RAn+CcrDxjxeWds4+79mbsvmgzBvjcNbzPoBCiIDRNktMY6Xg+H/CxVqTTuPUuMasDyhtp8j2ei3OksrGH3WwBo3SFIR8k3fDU07Q5k5GvHidt6y54THKsrEOG+LYAioovePi9+LfgbUIyJ747VjBpSy8sv9gUK1dOqkw5aUqaGoP7qF/Xn0m+4ce4BYCJE4LuCRmKvVf6HHXdiIGhj3M+sgJyvsr4/V2btRbnYmkTUkd8DUQQ91MmfODW4PzreOp+r6fpqdObKkNcs84WL3wldLGR5qRcjWeWbK5Plgq/RrHtWKTdXTm/37m7HSvmyRiId8LTTze2TqZNcUdZ9nGWGCEnHhBmHzOS6ybEsrtlbG57f/QscsmCy733No6tSuCWXre4VZgrL5ZJntPDAIhVau5Y4Atl3Cfu1T534J41LY4RzBM97T1jDfbaiVW2wMFCCP2IxTEWpVBCGScL4wNz17j5Zix1yVjiVmfcqlhA9PmoR9ZSt77v3uvRMU9wX+eeS3+lzVM2PkEAiUv2Z+T+/F3R59kfd9X2I4LN9T/PQO3fPKWcGsMX7Rz8P9nu3hPeNu5BgzLOGOqLSvl92a8DyWacYqx3K3uDLQRDBJOF29xx3h6kx0eRJoGFE7KMuYlCKMmsysKHWw0rslbDlt5VJpuwpsrGaRbniE9j3mGRwt8N48Xc7AJepcUjF74DV7bduyTph6X2D49bc7fNKnMH9uLtVbFN+tnYW3guf19uIaK+8M1t6A9kzb3frFPMeWSebL1Wc2N4W0MEeGe4LJbmGuhW249+lD5VY6FBxd9LJmu9qrAxPWd59RAfd0fleg1W25ii5uznJCY5B95Vnq2T7z9H8jwjL5lKIfroaFhI+X8ucVT+vQCuTfZMJ970Fe9zvp0FGl+8cSKITppPBHFNRtdk7MDjAXdSL9nhbvqUoaC/4D1Dv3OX4OR4rLhe5w8SRzK45usDUqpiXHweylnwzInO4uM7JJb5zuNna83bYdWqRbaoQVtjWfY4yfxzs9A2Kd57T+uL6Ar5cYUep9iSJbU9ISJYNlIKEWQQZQJBIXDlmM6XyiZaSTJ1po1UsVLDwOuxZQ0WD8MAyKTjdfW4ToO59fFhMRATNOznTK7ZsK42IaSADoUSwMobk7orMDW2UuUKJ8hYSn7u59e/vjT+vTh+0FOzEwEWhGIWN45LylR4AgD/EEv5SLy+lbtgVpnlkXsovm+DffDst80255lbEfcCiaUcA8oYBKT549sKLG6QdMo9DMhmTEyb0sKqK/eBUpwjYzXmcjt8+O026LESxT64+DVtswQUUa7LWhhdwYW04zqIEtFyUXLPZpYUOufYyZOxlGbi+/R4BN4HSiDkj4kaC52ToaXZGDtiyxLCAUhigPW31Fg+r52H0ohVJEnagjWZa0OScxZkVu7YXhW+8x1cWhqvRPrgXXj+xshYWnZf4au2VcLC903yhLnZODfa010bsWbRPrgI0Y+4jlsVa20iIrYFZd3jyci4RgKXpbYyy3NwPidvzb2LfCSWpu72zSbfqicw6WYTaPMlKDJZV9RK6wfJqqN/HxWWiIY4F+7Rk4Ysin2ORZAq+9aZrHDbIZbCyUnjsisp61OQRNoDC0TxNufeeB/+HedbEbG4rj8ZAE6Mim0nZofxjYmbeMVce1Nug7pgHifnZAWlimdOng8Xx4XZ+FbPkkzMJJYk2rMwoYs/H4sgvCfc49pOBN2qjAJO+zdfXiFlYzNuWdzzXXfh0tpg44mT+ipzv2x+kSFJPNLNknz5fp5tsZCELjU3O/bD+uhJi6qsDyYxkzynK2uN+54vjLAy7+1bE0mjWxtQJkn4wHUgi+v/7j0WEcUQS36h6yLZJ8fFMbNfo3bMkfXmM7OyjWfydmn6ez547rT1g+IxoWmzrGN95T4h6o7+tqhEO55++g3WtowN9ClfTKqyeFRXlL2YNsoz321xhRHC6XH3LFAxjrOIg/UW6x6LHL6omP88bu3hvFhW3ALpCYvYtvPObEviYz27d/NEsH7dPAZppI1xdfOFiZo4hyWEL53NINsrEpk+lj208P2TeGp2lmDVmAdS6f3DyQJWasZnCDilj77wBV/sRfdxi1/Sdu52/7//yxhQFcaMKeYm2BJ8/vniF/vZ91Y6iUzgcXaeNwDiCqFr7pvNh+t+EBXKVTSfUCdtpV8gccyP/v5Tsf+QAOqqeN2+lsCL+DbGAUgM3ipOkHLnYB/cLyH3uTi2jLmjEuMIQcQDBi8mvmsWpIqPfSnTsZI+gh6R7/rp9QOTsdjrN+fa1HUTdBjeLe8Zd1pIFGOeu1WmLVaa+2Qe5p5yY1Mqm7UTUjwojuucs1ibAUq1NCaCuMknfcUzaN95J8lrPIM08dy03RZbdLfvuWmimrR5Q7G4zTjg8boZ09W5J7795usVtjdEBMtGSiGCfChMpv/9333XxffgRsZHT2fFvO2TGa5gKOndbSJZubLeAqQZfJikc4lLGITJ5skk7YqgK7nJNT1NN+fBuuAfEq4YKHQoyXzA1Vm3x2RAy5iJn/NhAYDEkK0puba7PxYbfFPZRDQVtuqcc5NpvF9jeDa9T3zCFbycBbTYvnycHg/BBEpiENoQBdETClDjKInJKnZ8W+HuV9zXhz/c1xQl2pf4N67P4EfmSu7B6/4lq8QeOM/9QDJaj4fz90Ksm78XJ4QMkIXuEo3BQD07XsuTstAuDLj+LuuydSkrTCGmz/CuWRDwQXiJWYO4Z6+llCjdbkHhOFbQ/B229B49a527nVJHEivVEpuo/BzErSXnwHo4OQ6k9LvEtTFpF0/O48lYGl8jgZOBz32Od00s38CoTBfrZ6Rux4KCG85FsT9PNOsQ34G7T9I/nOTjksT35yunGQschxwzCWFt+tSnUPI8bqp5Rb0x/Bty69+5RjJ5vp12cmJONrfmlSUnqLQRExB9hxVbV/hrLS7OywZ4fSNcf3zBgcQbfDsNRrK+9z0WKsgUjPUu/76TZDa1Nkm3HvMI/N151sluWet4a8c0B4jotPjuLsvLlpr7zcvsoFxUZX/PjUtJrCYEmTgino/3mlsp9sx7rLzjMunp95dYjBaEiO+psctb4q5J4oC2P5MvrKGA09eaz6iaCePG3WHPRZsnyZs4nsyy9EsSMkAOmx7rpXWwfPO8WEESIkg87o9/7IsAiWWXZFk8D94nkC4sfO6i6C53vnhQrB/THvWmdNHG7IuihKILaUoye/oCyfqOrw2miENact9c/thGUjUWPgqPcfKDaza18ZJv3d83fYbkJVgWsHhQ+LzwnPlg/3ojW3/96xXm3VKYLMTJtY+nbkldtmyh3ROknUUZn9c4P32F95+yxUmIo7vB824z2bg3Mg7ijs65k2skcLdiLCZYQ9zSutiUeIggc29TwpBYGv0bSMYsJ66VsS8T25eyBVn6ALWAmyc7GVtE4VpYP1F6IQzoBhzrJIz2ypgnBFZIYo79/eQ/C6n5IZSehbL5JCdsa7y9weYLyAnjG27stAGZbrHiQEp98S1pg4wlLuI39ifkoG3fLPed9LHG76MUcAzhIp49tLRkNcC9FDgGQte8SyljP3F1PW1xgPwOjAn0E+YCvvPPfvYcGyM5H4SEd9+YCLK4xzmwKuP6623kC6gQMdwnsTwzJqA3Qa6btmPKXDPxUKJvY7lGt8q923TWZTRHBAuz3LqlmH5KvOrkyXfbvEEboF+4BY7EdAuzlsVKM0B4ltM680SB1DHmMGa0HMvpORuwHn7/+xfYAgd9y2sLej9iXHg0EkMvJdLLrM28P8YVQgaaEkEWHabFY7l/r9vJWIi3AsewqNt8ltP2hohg2UjrRNBXXN16Q/a9y6ICPc9cMPiQ6Gz4VNOp+WhZycdfn8mFScVdL9xHv9BEXh8nNYhdNxu8/Xi2+6Dl9eC6Z106+fg8ODtHBElf73X7kvvE1Y+BCGXK96mKH1TPSPQIss2/dj4SN9RqI3Uo9YWTWHNIW7A598HAxMfq91lsX3cl+UI2YJsVJKxPDGoMNqy4e2mI5o5vK3wF0mMfPdV04vZI+5HkwQlUJg5cC2zA8sQGiSWq2qwbhcH1zYG2SrKfuiJMQHJTd9/CY7Asu/XYiTuuXP78vPsb4vbuNiCiTKHcMOi6hc5doIhh4T17GQtXMIl/4DislLn+1Bxw1VxoCTA4v5deWJx1O3XrUe59ePxckpQCRd+v6ZYcLJMf/ajXz2p6XepV5spqfPrTuA4lWW3z9wN1prShGLoytdT6OAoOixTepomFriISNMgE72jxugyJtCluWLxDVhC9P5far1zJ82+21tr5rbfmZa1ZjRMHNYYnmkhcWiF3uHqi0KM0smiSuAkS64DbWZKYhu+W9uT9utWwIls+IP++Pd6XZyTRVPFYlWJosDgujqNf5ghVsX1bQlJy4WxLhb9sWf7100Z03NpbYzGZHsTv3warsbwvCAor+hDtj3+8j7l8eXtmbEWde0QB8XtsyMY3UiOyj63o+/n8m8LFh3N63cS2jhucoz4bo9ndFg+akiTfh8QNXId+lVME67Np+xPrZbE+4bGlbqnrEftDUmTcrbQQYZ4Xl1D6deI2zNjIu02Kk3MssTooic0TuYy5FzsRrA0XXZQjncwf3Cdxq82Ti5bA83qRZs6D10jT83ib+L/JtoxZCHEXxFrP+EGbQI5xo9thh8tscQuPBO65eM0+QLKMqfauPGEH43OVZTrMWZUazMMDxRcrH8k1kufPwZ/D9+fftI25/n4qjdCjMOLdw/vGzbu4FdP1AbfAoWhiHV1iCi1Ej8yvTb8xL+5N0gyIAeMCRCEpU3HmmbybBlO0UawZv4p7HhDjRUZryH13Iyc+rzdkSWV38yZxklMff/cak1jPmyrkXhvPrZCe5KTwvTI/LDISgpW0cIE4Y9sgNLgy+3vzjJT/+78s9pE5PXk/zB0sfOD2miSKWd9+WOx9lAqsdlj3KNl0Tpa8tnQ+T0pGMhTaGk+R5kmNJ2pLFsXRN3Cf9IQqePyAalvQYr7lO/Xz5beDex+gS6ET8X8f1xriuyF2sLv1TUg0/Qhrnffz/HN4+Isn5eE7qTGXyFWr8vtSkoTFiSCLGR4LmzybWxMZjwgbYXwj0yY6LR4RuT6SsVhv+hxjQlK4ncVCxivaAX2g5TEnbYt9EEGslyxcsSDoxoFKKzu2Zs1i85RJ4mdHjZpgeSU237xb1Ln4PdF/E9Tb/ixYsT9hHfRD9DnILB5PTlrzj9lYEBEsG2mdCIL6rKLvRIHB87jjiL2rCT/84cW26uiDVJ25HPHBJ5M4AwBBxpBHPpTcOf2DpMOz0pNzQ/EBL7EKJXUD+fDc9S9JdNLTVhk5T3KPOQsP166OxOucvOyRyUDQGGlTfjGlQ2oLU/e3BDfr0x5kv/OJvrmB1Z/LrQGuvKHkc/8cj/LHvTd/j22Fx0eQKY32HTgQF8+lWTfOSruPQlezdLz+XFNmt9sOYlSdjVksdcDguVO2AkufyJH3YvsCrlkfdtsNctTdVmxz7ef1lthObR0n/92yVj5Xbl5/HZcvJ9U33QSBa7DJmBIgtK8ndGkt3tKf3TMzJtlV01lyWmGlJQqfP22LGUksUDJJYXlmwOU9uhWx8XOnLa7BldSaEtrV34e3hcfjQDBQoB56iMWGxXYd7sMVeM6VtsmX/usJN7D6VmfLSZTSlxM4QYfo0LYod75Y4bE/njyn+feK8uZxp93ic96STWLjcQ4obF7zrZuRgLo6SCJuW4mXgT9z4vLoMYr531Mm+9vZlpU4IRX51y8OPBpITtLLiGfziVFaghdG57oojRBbLPy583hCLX/HWNN7R+Li8ayQHHfbrbB3jyXYYxYrbYEKSwJxZYkC7s/m3wFWZHfLTBY8aHu35iUuk5Djtr3jBA1m4aU9USyaKixYKT1xCH3bLWr0Ndo8Zco674kVfu/zjd+FJ0ZKLHuPrlso8+8OKxDPy+IAlme3HPTIEr4GS3aVELvc+Nrc+07nWWRx82OFnzbJmEcKfY6FmOLEpjV4nJMTpuZiU4shbV4oPD+Wb0+gstiIL4SN/kAf8PnMPSlwayy0enom3M99DgU72Zdvu8biEt2C4G1KTUbeB4QyZ31sDalsv2VRaaAtCjKf87e7DxZ7zpQtInqsLpZ+4gsXWwI3iCCEp+lc6KUQCFNIlFOeE0sp74a+BXFA6YYIMi8Ut0ZmzLqDlYe+cvvtudhGSHfONXW26SG+8MriAkW/G/dvzl1vYzoKMv24MTFhIYPxiWvl4sD8OM9YSgr/JJEXSIX99ydpCmEwl1pYDN8ZrqC4PLIojTfQ+n2vGwpPsOPln6rNq6Rl99R6299zG9RYnofm9/d6oU52PaEaxJ6slvR1SIwveOQW8T2BSmF7Q06ThSO34vk4iIWbuEIsxridEufIOebM4TtP+pm/F88UynWqs26Qvj13HXd/Tggq+Qfcqpw8G67Hc0x3ggiy+Euf/d73LjILcq5Ppi3eEUvln/5EtlgWBhtsIQs3ThaymnddTUAxfs/myRiHJZKFDEgsIU18Z9wXuk2SsIcFahZLIaDEKhcjguh26DG8C75LviWeh/GUJH0tWynbEyKCZSOlEUH/mEhVzweY+6CrLYMRH2tuv5StXiaTG0G2OYth/jnT5i7GfliusCZwLOdgJSqJE4MU+LEZy9Tk1yfbZW9bNfJjcvfIhIYi+otfXByvm3M3LLx2Ptzak5CI4uUsiiG9zo2QSditVc1dx++NQHn2JyEHSgEfKSSETI25/Rofuz7gPClTLiEMEAIsgv53N7uPpu/DB10sUSjLbmlqy/2wb11YvHhaVkFp7diGbIzpmXnJRUBDtiQHSWwuylqIKk1h9Hv2/bykiWePDOEhm4gSN8TSsr9yniR5S/dsJreF65ILFNZfBLgkYbWpNqsXbqrUhsvF9NXaZJcrps4xnoXvE59wqzgKtysN+RNTS6CuYeLy5ZM39+HlNJgIUM4hvPU2afhkywRXGz7zmX5Z4tjSRNQY/u15Yhx3MeMaKIZYuQhU93ZrfFwCzwbM/kzCnjHUy1qgLELaIS9YN6ltxSqrT3hJDGM6a9nxlX2f5P19szqPKyPP7Vk0S/lGgadPxwqOIl+8dEM+/HqF2zymLlF+AcpdQoxwc0Xxyx8X/R6X2Grzhz9MfcieRqr5DhOySyZlFBUW2dyaWGV9zM/ryjOua5zXSyd4/4dcetx1pY0h66dYNtjiB+/nl7/EdbHx9w7Zc1deFga4l1y/TcXv0TPceibRYm1GXJhbs1EQXVFKjk/i57rZqjruSxAm+q+XskjiI2nPGrP8tEzinByj1OMym0vDnjFLFwoUi00teyk0B3dr5P5YqSd+qLRvKmWr+yw+QIRxfcfDwhPLuHXk8MOHxja6OZt6v9KsaT528qwQrjmmIPKecQ1jUYx4Kbc44HrmBIpz+7Zq+8ZK/zaYgykF4bVDIWg+/nmoQ/Hz5BYZGQtxe+bbRrFHgaVPs5hU2M6+kMKiG/2ehTH6DAskKKtOSrAgkfTF46W8vzR+V6l1JRjwCsjV40xZG6C4c+94GLCggLJPu7DQVFwhz9i4j1KN+19jV8VJkygY74vZWKWcCPkY6c9S2ciyBfknnssXqgkXYHz2mLQKc19tfQzdWPB34C6T3Y1UFT5vY7i+hfsr+hnWzuZJjbeJP6fP1fSBb3wDK1a1jWmMX94uPj+RUKWQnPtCPtnIk37lv6fDySfjTornwrB1cy5jA67SuXOksvGMnL/Kxgyvd9j4Gb2GakIESahSmDHWx3rmKB+TfTyHgBUWsE/HZ4LE1drCnpO2JeHUU4mB7G56S+seVb6AS5F6iCN6s1sqe9iiUI6wZcxaznn/9reBcby43NoZw0hT6x7Xcz2Y98wYgX7LPTLf4tXTdFFkY0FEsGykNCII+KDS5oKWfMz8626O+Z2R4F5q1XWP8EGg8PcEnqwjMaPnYuzcZSPJVJcov+zPKryv0PnKX9OsUfVGYiBz7qNfqoKUtoEDkoQC2/pxPvkweXAMH3/rx7j7GM+EewTHey09n4T8OdpzgvB4D86PBYnBIEko4tau5ixm/p7X7144hmMbD77FgFvEHVEBwXU3IftsZwJigcBdCt3VsMbcTHL7pMwViGehlMTpp99kCiDZNklrj+sR+xRerxhSWcs2GbiutxVgTx6QJI/Jf6f1Nhniekx/xUJDAWMUGRS9JJaJsgveX72PcF+c/4tfpFYVxCz/nKXAYzvoZ7hQ42bkhKTGyJSfz78ZsoqxnfuAbKwfQfA4XxR4Ekp4MX13rWtdwfSkBrTJT35ycSRzELeq7LGLzbrBZMQKMd4ATObs5/FO9BlfBODahe7FKVugcPflatun9GdzEul1S8lQSubL5o7lWqBx/00SZPCOXTGAvPl50mYpJbgflyXPeEtM60Vxkq7PFn6vsHv32KjF5j7PhE//pn/4eX2h4I03EgXYyQ2u+Nw3xMjb3622P/oR4+OG1KhL27GkpefevHBy8tzuJeGlgapCz57EEOa/+1TWuuveBU2Tivg7o++g+FN2oVCJbMhayX3sS/oM8YS4IvP9JGU/uH6/fi29swR+TUdyL+l1JA4PgqYlSVpDkr7f3UL5HtzlN/9Zm0O9WTqJteWbZLxI6hpC6hKSQH/A6v+Rj/izshDihCNlxJY2JgEXsbv+DjLZxRZPXvHGGwtC//6eiAVyWVg0vTV4nJzXVasxKwJkF/dSz3xZrK18IcJT8HviJ0gcRIl7oI2KE+50OPJICqK7FfnFF2dlvTpwuYN0Lgm33OIZS1n4QhkvfA63aLmbulvCcxYqX8yFNNOPcIHkeyHOCqU5RxiTcyVoyMYbVhmx9Ri83DfgxNSJIItj7obqbeaeR5XZ5C25+yBUwK0xPqd4PWQn6Vgtm7eqdQS83AnEn35JLHnz5C4d+xVtSFjCxSWQmozFK2O5w50cyyeJeiDnhL0w/nucJPNTpZUOKSQk3q+8DqiXL3Ii5C7sCcFkgcCtdNX2Tfg5fIxPYvNYJGMRpfiYkctCSt9Dj2RezrVDbqEtIYIs4k2d2tjNE3dnFh9Y5HNXVharWKDmXlkEbT0WL21zAfeCi2riyYO3RWFCl4wttEDK+TbQifheqbtb3LqXNks17qMkSSQsAzKPjoIVdf08I9YHIoJlI6UTQUDHxNXNXTSZNJxw5X8gntULtwBcPXxgLTaA1K/74FB0SDhCh2c7k4C7CFTHj5a4JN/OJOdua1W2irpyZf7AnYB7cStJ4faWkLaVQQYoVvrcbZLjOZdfu3B/T3jg9ewqTNlrnlglyFjdOpQCVr6xUiTJTbz0RHPttL6AeHo9QJQ1lA1IN/737ZuYZv1BnyPbWqH10WtIukuar6wC7wfJPZOpD2tq4i7FooP/Hzcsd+Eo5f2nsu/dy4uQDZABmX7dNFGOK+b42nMdlNwkuyrWDS9T4ivVnm0zYyvRJFhinxxBzL9+KchkleZKs8qR6RUyyuSDtSl3j078sbKsvwskaLBU40yCvAMnA7W2Qtv6+XxFnGO5B49Rpd4jiT68PATxbighWNFpR1Yuc9b0xMW11moiunXIv0PcJD01vrtXFb6blsB5Kebslkpct3KWxvz93CXooIMGZ5O95PefhnDppZCVxOJXY+TcrdheV43fsEgT6+eLWz2M+B59NMp8UuaB9qu3GDiv18j5UDaqzKL44oso8fnPRdZNSMjZWTLt4xqkmOzDHOeueevznj0JGGQLVyt3z02unc72pUpzr/N44vz2SFt/wAIEYW9qAXIrrGfs9AzFhUSSdPYe08b35HGIZNfEush1aCNcar2Ncq6eyfGlwhcPcTuFbJPwqW3n8eRJEEneU1sXIJhHfPGCDMy3ZJVcPEgSC2fSZjnrK/Me7m8JgeVYXPoTaxRtT0r/j32M8bEmnH32cBtzeFcsFLWdaGQs+6DXqaNv15oLZ+HCQD64B1Lw+7M4Icu5dbplrRhpcL2BPoObG27DLIQwxuAxBBFkbIMo0B9dr8i/PuOgH5+42uYr74AxnHsg0Q0Lu9wfiaKad4VzRZwEarR7ISGgruuN8Xx8n+7q515LDRbvyDjGGEySlMI+4feJmyzHeD05T6LTfLmDjoIvvnsMGvFmzSXI8fZk7KE9CUEozO9QDF5/GFdJXH5ZqKUNfvELwj4YH7yNmG8Zi3OW7+R4v6YTmIpsRkyPG99jD3eLZEEIN0ePESUOc1z8m/v3sdsJUlXWjbW5uZZFvSlGUnmvWBeJv87vS4zr7qLJu/fFyqYJotxFmvGRsZ+xHv3UXW8bl6RoDri0TzYymcwrLGaQdbqQoPtY7e7z7At6BGq0NkcEWXyDxGOkIDEghJzvKqmL2PSYjQERwbKRthFBwAdbb6sqXhy92ODANjooaGnwyGQtMt1MsXZFxAcrLDs5pc/PwwfqMUhnG9H0/Vs6f6lwX20UU0iax+sttpUs3JsefLCxJachT8lPkrEU+yDzQTD0NJv8IGMMHDwDJITBsfXj2wqPUUkGO8gEAw3PV+jm1Zng3TV+hx5wTZZC2pY+4IHh+W7A3kewilCkn1ViR99sTGmpz5a2yQuFAbdZz+5I1tPmUmV70Xcnnz5wo/y/8spcc0XC2sU9M2gTk8kKJuSQVcemCyalImXWKOL/GMjdddKzOBbWSkwbwacAPW2w/oM915u8LjYGEEfRcjmQBE7YPC29vzv+xcWK74l+98UvnmsTmlsDqkz5zylSFHn21NcUO899+0nxfzIcNq5TVgrSWTfI7lYLzpM7NB43EsLdLX7XuCgmSaPYL3F5rY4KBJNxrSn4XvQ4SVTiKfexPmAV4dmw8CVJUApdOH3hifPx23e+MyBQ28uftfCeUO65JxJr+Dt14omlApdTL5K/fv2KMYxFBfoWyoLfX2J54furzGaKbaxUeVIwiBykvunCC7/7PRLjWOjCD5L4uV6WdCRxxy50+XXvDt47q/3rN8574gQWFWhnT1hT6mIMyiUhA1gfPFmVL/CU2u/8fimXgKJIv4M4kOCKsb+QPHhWYU8ZX21E0a10LCxdlmcxz+1/9NHUnKyJ52RxhFAJslGvD2FO23GeTdrHNBacisfoJUhlk/10s4yJ7733oMVioqwT1138WIpw3xnvl3irC20hgPZgHGMxkDkVV1qIIUorpZ9yY5gvniTxiyycFsaXAU8qAlGE6LibPC7ckJ3m2sQTlDAn0465+D3u3WvHOkF2xZs+C2EdNcrdaXMlDPLfDW76M40gcH1v02rzgGh6zx0NLNyekAuy5SUcit0T7T3P3Jhpb7f6ttav0vH7clLNO3WCxOIE2UGTY2lX/p+0ceNzZLJZRT0ecM0azyTtiw7VNldjof/LXyCGVRa24G1KQqX7bdGSBR//DppraxKiJbHXnnnb3TqTd8h91QeyGPu7r7HESU2te54h1N00q83SSkk0XEWZp1nELOwXxZDUMvb+xThMluambY13wUzTcXLzas/YDyc006fw6vG6gbhSs6jkcYvnGWEu3vYbAyKCZSNtJ4IJmFAbd9i2gtTAnnCFGoFeHqDBBmTIEh82EyQfr++fDqef7tlE25bMpDW4K5SvEvWylcmhQ8dHJcXjikhp7xYWf+ZnnpltvvYMJChSXp6huYEngdcddNexKrMw7LyzZ0j05CYb2paNkdRd89XwpPQGK/D+rjtqMGgrPFaAVWmfSHuYsujKf34b15klAiU0HznrUrJfS8hY7AITFgsMnuymwlbYi8c9ZWzBwFfqQY2tUkJyyGZHXAF9EyL25pvzw1e+gjLgta5yCkb++UqBx+S4JZxCuvSfWkvA1NRdp85WLjfs/Xrhdo999NVwSgU46WltYvN7JZNe8u4gFP4Np+NkutBiQPiN75vvhxXLfOWficPdrmosni/55i69lKycVdbGboFq7V7ykckmrmGhJ9/SmPzu7kA5K12NWZz9vtxDAULA82DNwMUGsurP1ZC1Pnj2OCyfxG5wLX9GiHRjCy11yLyUC1lkk8QyuftJAIF1azAKh7+DxbYYwfV4L6VnT20Mz2ScWBZR0v1502aB4pqsbntZgcZjm6d6R5GnHUhXXngPxHoS9+j32DT+0GNnXRnLKTYkMigkMly3WLuUClymea9eyxKrXOlEKWPuvyh5vCfmhLaRLJ63zpTtnCW52ohhcfdSFge4Hvu6JQKrk5OTxm3Aggsuh26t57woy4xBTc/bGvDMcU8Hv88ac0l1N8hi+wN3PYMkYC156qnZpnhCLg48sLmyEz7H4j6NonzGGWT59KQ3JKnhd/qaJyfpGSZPpoRK0t5k9vaFBQpl46bX9F1kLLzEXfR9fKZ9mJubJwX+bbMQkbMkcV6fW9zVMHl3NeYyv3btUpsnsLb88pfEnTYdg3k/xLP5uyTrLwlJ2lKwfmPC3bJxm6Xti5ctSdn3Sf1F+r67Mbem3zip9tCKZH7suS5rZfFjGqPBvjli4XbeGTdsXwAgvpf3w+IB52JRjEUHvMicCHk8J/obiz5e27K5+/UkQCxEMkazmNx00TcddtsNa6h/+4XlJRLwnuvt+8bdmTmffgH5wj3U+3Rr4zIJuXAvpa3IKJuUp2j87ZAt10vx+GIz/bFXtr8We06fL8kQi0WaOOmttqq2ude96Bqff2NBRLBsZP2JYHsgZW4W/7+984Czq6gauCgoIuInioqKCGJBLKAUEUQBCcWA9F6kSQm9hJRNpxMIEHovCTUECAnpvZftNb0QCAlJSCEkJJvMN/9z3uTevfve233ZDbDuOb/f2X0zd+7cmTNnzpwzc2YGxka5RvizksKdRAheBHRNF5F8mdHg8nFVgBqLodWdVV099QALFWR6BDEDLa4dkyYN90w9Qvb46bN2njE5Tpxy1KcsHOCixh8zNfo9PcCiYQpPOlSDSg8n4MQyBshw92I6YfNlQfX31z1QqhSh/Ecn08bTEk5iLvUqliOeGezZX8MJerQNM8HpBxI9lEVXGNqKUc8JpvpdrhdAaW8ne+Aw/ig7boIoQAjn2vnVB6lPOIApWomsec9hPH2uNEii5qmHLkH/dsIz9VNieJdj29lXSFnzxICK9vvkp66MIV+MpA6yDyXKW9teja42qcNw1DihDBgWWu9c66jXYjCxxEDKIQM1+1uxuB6zWqP9vr2s5ul3ijdPEm27bVfZV6erfHky00qasJ+5Rw+uLSgXRYTDejQv3XuVTklHya+50p3EIpkhhj8xzFFYmBHnQA6+p6fCbqncUNdFNdrbpg6pKZWZZ714mpMU2duXrt115Zfj4jF2a87AK/+EewHV0E/moXdvhhMCVf538fIVoycTLbYEtSwcYkFZWJWp210L1BU6nYFXWa3v5cJzYKG4F7KCr/22Y4pn0rVZoSjlYQUZvP32sF8wmRbkEA29QJ60rJbUX+FOYrhzj36Z57p2ZZUvG510f6nun2sn/I0rHZMHF13E1Q/p+qeuziIb2XOlq3t5sm1BJwqo/3hZaSee1Y6I5gWi/NOGmQ+t4vqasalrLbTfYXQzwZO53TSePMkbA0m/qXfJ4WrICqWujLXz+bEfVvduRkZvOjrp1VK60tNWrh6p3719nweyt22YTDLg+oj3Su3+qXc1ctE546K6rNOm8TRJzJd9mkornQTEW4A2qXtlLGCxeE5gwGCEc+gTE4t62qxuE+I0UvbQhb2majjp9SmUF1d1XVDI9E3Vi5gcok2Z9OUbNdMXudNPVwOPcmTWNUtkcoBJgaOOekgm9uELvCjqd1ef0oxFBQ5CU0+0dOXm2wVeP+H+Q/qong7OxEf6floke1dZBWSC++abXxDa6GFFWzJZtKVohmCTgS/WENSZjqD40SHoXHpqZDsxBvT0sHjn4DcDaWMys7qdhn1LAVGGceHCNY4wboA6Y4kR2EHuBOLy0vSdNx1GroUoduSLexT7JXiW/p0tRb2vS09apD4oIurCoPRL986XAVXoablVMaFdttw9LBvqnYQIVYwEZrdpWz38J52ABfVuNdLpYS2BlvH9Fx03G97sW6n/QJgJS2QFHAVJDah2cqKnDuCNTRPyK5Q9Ggy+8Hm0OpYufRI5sp93KWt7cUNS5V7bFbcufaaKMQc71FRE9IAdlEqUQt1LUuwHMdwtW4syn7vxwyEO4RqHW2TjfZQHfV9Pj6W+rN5RNtzF9ATYUschDzxDyWGwjq4ceV0OIGFlC7eewYNRqsi3QGRZoIEa0unKTL0z8RnI3ajDvIzoJAopRlq4R4t2UVe1LZUbetIfK5wowXofYFnKPbat7w/dYvccJt8tlP1SYdVYjZuQTld1v/993T/LRd21664nrYZJKvgAdzLe4/2aaRuCynOtWj3v68QkQvyEU32W/p1CcVmGLpQLV9ns7ZQJi8UlORhYrLpldy8tlrEP4452WbMmW9pC4QVOPcQNr2G009Uc5CB8rQfTZOMrpR37A3XyJPRneP0ZT2PKQZr4OwV+PJqWcilFriDH8kSW6gqi9tFwCE10TyIuzHq9E/lndlPU7+kJrLpKiktf5v2BIO9wlQmGRVvPJ8/69JRdV7wx5Jis4D43JoL4zT5nxiaMCA57S28Iqj7BhCKHQrFateX9tLFRvR/0qoc2cgVC7ToU+TFQT6mkvereHwiqPIE26jGT57gGJPMl9OmwSE615ERPnfgaL/Jf3dTzRE9CRukJmq1l37UaXCVy4Bzlpf2zH+ikbq94WNCGTESsWZOcZNbTqzGeWFlL38Yg15boCaRsh9CD5DrKtUvZ+S6O8XJmoxNbEF7y31Jdju0VuOdnMgThOVYamVjCzZb9mmee+WQdtGlsNEOwycAXawiCetEpghsBTmd/5BHcRVvLvgztoJ8H4+p9New/5MoLhPzq1eqKRcfmpDfKiHKzww5dZPZflYO4AKkLi+SIY1V+1G2MvQy6YpRJ2GwpQjNOauPuOxUeGJ266vplGZQyYfwKknZyAibtkz5tQ1BXNnSFT4Ur3+Req8w0ypeVGVayaxqn/C9I3fEHvTuKktQ49MZVR/fPkC/5M3PKAJg+fUOxWDaioyigHKpbY335s0hc/NSFJc9dd13cLbYwdVVCUBw5BCicFhzeL5SVMjV2ogMCmOmFF9RwzJUX9NsnnKB3ralhRn00nhW8cMALEz+R+zYrfBVykjDv6R1/JeIFQBhXHk46RKHAYOAUPpUHxSkawAfh3rQt4QF1Y1IXyg6yZ1mvMGkn7rOsoOQmf+Ko/KqGOZduowRP8woi7s1t5PCSzKtzekqjulzGr7zgWbG4maIMYqSkv26Bb3NZNcoYsrCDHBq2ddyWuPwbgyW4fBNX6Os6NeYWF/9msXv99XBADNcGhNNaw/NckHvFOBRHPUvqvtpBV8SRLbUP00iH+bLPE4NQvQPSpakPKi+wesmEC6ed1ufb9Nv77+eAEPoy7dhOVqkzr0xyFyguk/QLNQQ1fWgDPfaevsX4qwd+FHtDDJdZXZ3KzPO8r6dJa/6dxLOo7n5XmHJrbeuOPz7cX1gsJ1pzmiirUVxNoQcf5Qkv6f7N9im3x0x9RMcJZGdu2xW2Nmq7MdmJeyj7mWsaa+opwOoncgadKLMhFEdtP1bpdOKjvRy6VX+DCNSJL7azIPOYWOXQKR33OsseUjwu9K5AzpV4RFZotd31cJS6r8VQg5UzAZAJRx31sM8juUqmWyzoh3pwYKa2K3RjxgxNLRQgLzqIlwTXNuU2+Uv+mb4RUA+uCofcQB88MdKfABpONO0kEyhMQNEnaPPstGlsNEOwycAXbwhyASYzeXrZOoIJ1wt+4w5SU0ncmqjuSgz8kyaxZ4fv0mnooMUyqPzgB7e6Pfe8S2Zioufp8sqEbMwfmhIaOniy96thCl02LEnte2Ng7CAuX6wqbJ1vNSYWinsFAy9lZ9Zy6xg96uoZ7UdUIYvAzc530I/nSeFdJEpkmJH+29+Sg+yWom5MV1diDojoLKdzwpfp0zcUC92MGaMdV16gGKY/XCUTFoqLHytk0ID9r5EypiseaiB18v91cOedmnkUyUl1GCjs5eDAB1bjSc+G/Nrp64NFMrNPnqzoRfvWikURZBWCWeiVK6ek3FBbi7KwatXU1AFVbaQvYRjqHkC9M03Ttk3tvSU/UI+Y33vve6R/53akfxzD8f56bQZGJwdMUTZmdxvuRlmUMsx1tYxDr3Dbow8MGZLpHjlQ6wl/8y6nJOqJpjwrFkWNMiLT089A6/vqsql9nP2V9XexzwVLZFUSQwKXf9qdUzlZ8dtnn7tTxkKoZ6HjACadCGgj+xvZ67tlbQdqP2KvOZOa9ds3RP1zGVtUEU7/LFfkm2B920DL+uijfVMK6k2yCpf5xMawQsr4R3qu2wnumDzHJU/5W1fnOCxkauoof53AyW5YFMukLStD7FWrn0FbIpOzGBG4eKvrXFFqH6Du90KG64X9eeIqiGHCXkS9iDwb7fl2tvJ+UUif4JJ7PaFVDZdQD07D5GASJkfby2p/ZmM3icUyiQrdoI+u4OXCmwXiYYF3DjoS+yqZSGJlFsOHfbGsCGJgbrstumIkX049VfcN6mmjdX2zUOQo1yuoMUlckudDP8zWF1R/0PuLdeKTqzayuyNvKXIv6QhpL76DxwqHyKU3OItShxmSVvdNMuayylk3bRoTzRBsMvDFG4KgnkKnSogergCz4wLw+QpSOhUKTbKz0KnVHUpnkbe0M+kMf3wfw/779/CdMxdFOxfk0tN+/jvQlb1KPVLxW+NbjYl6Hx0DEXTCeIBH0qdtCOpmdNxkIkOwo1xfsWV8x0oJBhuKu7pYNQ7/Kv+xV4lVMvYu6Um2W1Oo5/tBbryXD6xM5MIvut9WeTwvZegFGhSLO2PYQ8IqXPq73Ti5Uu/mIw+MKYxfBkE9YbAu5S4dFsm+Iww4yqYrLkW+fuxrYSKgjawmMOOsB8vkCZ0xvtQdXE8HRhFhlZcVT/bZ6CRCe5FVqvQEWuWLAague1va3/R+yCOPxODKcxdf/EyqrO3cY4/l4q6bCUvc44+/4fPmrrAem/dhccG83r2Wjc56oAJXW3BipBqCesWKrurED0lKvgs9CtyVV2Ls66o/SkrD65MOi0QhRTHlOhP2Ph18MO6HrNLRl26Vq3X028Xu5psxYtuJYZPdGK4v5otBkns/+qIw1zKSXr16WrTo6ZW+bPs81fWPvqxjkl6AH60gFskKoe6/e8IbfcWyGqfXxnRIHWiUTZ7q/q/zzntSXAV1YiFdujhyCi+nXepJzHpFRLHTOw/byn40ysF+5bA/i7LQ7zXtlsiiLxoLZdKbE5zpe4yv8TbAxT24O+IxU39jrkj23HMwCQdv6b2MufCTTnzttpvuCeR0XSYVuWePQ6304J8ymVzEbRPdiRU7ZA6TcvTb7K6cAUvcZZc949vzJnHfrXlnXy6oV6DpoUI6+cu1O/Vzpc0V9XAvVsWhDWMh+8vTt02hjKt6CFI06YKsz22FtqFohmCTgS+HIUinKRDXK1X+VdjqiYyfJ+PWhXS6hgh+Xdlhcz0KLnXVy+S3Vh2ZRdJ7tPiW3ldYX6H+RWKxbHamzOy103sPt0a5dS8H9x5pe3SU2cjadwjmggVCc/YP1r5ouyFYLMrWNtvcJEqIri409mCTxC3l93w5aU3vuNOwxnNc9rCUq084ACWTC5zuidDVQwazDnIEf26rk3HkpMrhXoHgCP9wHcl0WW3kGyibzPDzXZQR3f/W0XEPFv85+EBPlysWV7yaR3nnpbkrD6ReDZMXtAFu0pSRPUqstGJAs9LU8D6hng64MGMoYdjS51jxrNsAKhJlipUalGVdNSgSBUTvj8zzins217xwsigGWUf3yitcjL81DMECmVRAkYR2uneXvt7Z15n66koh+0G5n2/HHYlrK9caaZ0ao49taT9qSqjtn72e4WooXOlQnNlXG79Ko0jGfFZvOXwDhR7XU/Y34ZpZP88Z2ov86ts3dIykT+EGzwm+8CFjApMZ7J2truaOwyEpd3U1YFkp3DorP58HUuYCWeXE6EYviIwXvQ6HVb3oDsD61lEnrpg8g6a5741n7/Bk8cBALiBT9SRYva5n0SIM7xKZYMVw59A+XNRB7mxERtZvBZNDuPp7nrpN9qLWz/U1HSpduLcy7ANmjN46xhbf4uoM9mC2lxVbPR01HY31XkXdB6r9jP6W/mqKrYlmCDYZ+HIYgiAX5Y4QgRwUP/YpqVBPl76pYpH4sTOYIDhY5dl6dVSBoO4EtzSBg2ICFosLIEoapwmiPNR/YM8VizZfBQLP7bUXp6ShcDTke7wLnes7gNYH9SJxLijn0vK6FaIvGuHpJK/pSp/esaUntmW+/kBXFtVNTwdZLjjWvVBbQtdCaVddwcuT1b9XXhkos8qsBnLKJSdyat7hlNIwKZUne0nC/jImc7gAXsuFEdXVy9DgTp78bkOxRNyk1WDSstTe17OlqKtl3/hGJHNZLV2wIHm9RjoMdyG2kSPK1dUWw5LrVTrI1RNc1Jy5H5XI3kJWXZgYUDenrUE/DiSbstmtmn7Ofu9HH+0jK0x656VeH6MuiLr/khWTzGU33DLUq2nCyaC4t3FNQdwQ5GAqvYick3anOO4XZrKByZD0p5E2FPVwI+QCZeIEb/oWh2zAC7iabtxY6mWvnngaVn50pbAp8wdX03DxfTtpDzwjtM9zUBKGzS1e6X7K0yLXOtI+yP0toY3u39P7G9vKqi53++LCisulnu5ZIvvKt9tOT3fnkn5W3MNBLRMm1P/kYcYXnajcUtSxggPMMJzRXTl8rv4rqLkg3ypI7e1Ur5bad1gG5OClyTJO6KX4esooE+r1d/NtDDRDsMnAl8cQ1E4Fo6MkMmgzUBOXPn1TxWKZZVSlJE+Uqa1XR13xwm3tj3/snro/7fMUBFuKavSwxwgXoa170lVRyuVS24NTx/S+tq31vYYgZWKQbap9Qu/t0rsE9ZTg7KfBciobq6C0TbhwfEvrzkEcBTKTH+SL/meg7CAu1NGKlN5JpvscwXZyYEVcYQ2rdLyL0si+M1Wk4t9sDCyWqwGUBloWDtJonNUz7hodJSuNagi2k72Z9aNxkRyYxf5IDn3R051LxbUPxR330Owu78Xi+oXCt+uu4VL6rdHnyLMwdTrqzV55vDN2hQPH5GOMQldtS1Av/28M+hrWRD3JmpOEg8HNxFCkzBZJ23DSJieJjx49WHiDtnnuOVxIt0abIBfyxfBkbyLuc+z74vRnPAei+yMLxWNJV346pFxPm6ocBovEaOJAEfZe612BxXJNE6cr0z7qZvl51pG+WiCHw7FnE9dyTnjGDVRXYHWyacwYdfVmVQwPBD1gprPsC+WE2foZYvot/Z/ueX2xWK5S2W67Wxz3TefuDpsLFstBitxVyKnMH3wQvwg/jnw/X65xUn7l4K7bXH4+RurWGKMyoRmCTQa+PIYgWCj3BnJABG5KDBJNw3DJBcO+PRSvPLnkmLj0aRsPt9yl7otCVRrC79rPGwv1Au1gGER3CDYlWjUVhKYFcm8XpwJzTUR2WnOC3dTU1RHt0pwwmisWy72FwYBTZK/J/Yk9cXoqJjPl8AX7LHCriRuKHCoVVgc4Yn3r8UyRe/tt3Dd1/yoKEG5qW24Qx1H3nbDSQT318uj6Xpyuey5xU2K1DQMfJePQQ/UAGb3eJNsBT/midHbp8pK4525dBaVA6sWR+EVFKIqhfrQX7ogvpxSmNmIwbt2Jp+aMSm/2UbHi9KtfdZcVwqjf6bUN3E+IDsAdbaxooPCztz5K19hYKAcXUaaOHXuLNwp75FjVxhtF+3aRe+ihN3zZVLHOfJl3U0GdlGMvH6v6uINWV1ek7vFTl3f2yjeOnMkFi30b6KXy55zzhBwUh1GI18H69co/uPVzUieeBLQP7u24j/7qV/d4w+Pz3reZL5NY8A37X+u3L3VLEa85Lu3vIvucdcxK9z2lE/cis7rOOIfrLNfg1M9Ibiw0Q7DJwJfLEAQLpHOzSTz986aOhV6QjRBBixLKDCidNn3axkIEw9YUUFsLP49yq4uMGgXtZW+QrQZsTeQgBq4suNErH/U5ml9dtzjJNzrpM126+mC+Hzwny0w4R29zgi//9XTBZL56lxZGDXveOKggUjCK3KBBYcUwzxs9vbeiwsTVIcPcDjvo/j2UZwyoxukXmocelnSLGOh6fH598i6S1RJV1G8Tty32rKirZX3vOOQ7GIufh7KJApTpILB8Oen0wAPv84Yie5s+b+W3OWGJ7KP62tduTu0DjCvtukLNJDB7OeF1Jm3wHIjctuN5NRbqKdWsTl966dOy6oKrH6eI6ioU3y1K3bWIkdRZ9uh+vkr11sAiWX1jnyD3qI4dOyx1MFZbOVn5k0++CM+YktSql17SzhU9GIVnn821EPRLDkLh/ky2u3SSu0511bCt3An4xXjz8L3PS45NE/2RldDsV8aUyPYHnbjo4Pbe+17ZJvR5G8lmCNYThg4d6jp25BLKF1MxNeHNN9+U5/wPMHjwYInr3Ru3QoUHH3xQMMDkyZP9wFyVCmWGL58hCCJg/1cHYw6MmSLHzf/wh7f9j656NiUskn0gurqjLj//u7z3ZcACOYmOI8Drd7w7SBrapDEGePIgr4AYoun6X5Hs9/jOdzq7E09klbimwsoKhR7C1EZmgree8VAgextV8WkrJ4c2rgJa6G64gZMa89wLL3BgS33rwYTWSP+eHr6DmxKnh+Iqyv6VrXclztZAeIKyhv/p0hg2Dure3+7dX0/tp6rZr/Q0S/YQ66oUkx/R5fLxfBoTuQID46+dO+ywB12rVvSHtmKAbtgAT0RyhwvEOcREXdqbOhbJajwHrzCZo/si27tddsGNkKsxtibNM2Hx5qst9tvvPteihR5ow/2EGzYgqzkZdmLqyob2MknWrl1v33atZW/j53s9wheFtEtd9dQtSNAROh10ECesft46vhmC9YIpU6a4M844w40aNcpdcMEF7uWXuS8tgiFDhrhzzjnHjR49WtKNGTPGD74l7vTTT5e48847T2ZeiW/VqpVveC5RZX/DJnf77fhPz0/llBm+nIbg/zrqZbN6FH40yBh+EVgke5XUEOzoleG3JC59WsPGQZQ/ZlC/7Ep3vkzU1D76X/fe5uX1kvuocLHaenXRk/j0UJtbxE20cRW0fDmwh+tIsu/XTGKhrJKyWspBBKzysOcLL4fWrRuyl/OLRJPFnw9C53Srs3r9A/sDgzzeaaduqUvZt6aCX+QGDuQKiTy5QoLrU9gjh0dAzRVLEGPkf8VjpFDODdBrenSrCm7wjIFf3P5H9TT4+te7yN5lPVionRh7ul+xQPbh4QZKfP/+A9yFF+qeQi6V11XDdPk2N9T9hByqgyF47LEPe0Pw85ZvZgjWC/Ly8ty9994rvwcNGiSGHUZcAIy7Xr16yW/+t27d2nXt2nXzyt+AAQPcdddd57p37+5effVVMQjJc+zYsZJffcAMwS8KGWCaw+zVlx31SoOwIjh8OP3GBhPDgPTRTEYez8CtPcAWCI9yYMbWcX0iv1zroSuVe+55j1fCOm/eT/nd7+LlsLXvuDT830T2BE+Ri8L1cCQO73rQx+mz9O80BhbJ5eXqft0pdb1Nezllu2nvA6wL2YefL4f36B7Z9inj9/OQaZmw0JWVjZRL0DnECYMQPrjzzlc3lwsZyL5ueOTBB1+XK7i4cuTuu19LpUmXb3NDXe1lTzntygmwuscyXdqthWYI1guuuOIK99JLL8nvgoICd9JJJ7l169ZJGIPw/PPPl1VBYNiwYUIE3unThwNGPKmnTXMXXnihe+CBB8RQ7N+/v6wKPvfcc278+PHyf/ny5ZI2E6xcuVoMQefihmCcYfjd0HC2Z7mGw+9cww15NxnmdzIcftcVTvduQ8PhdzKcLm0yHH43NNzQd3MNh9/JcLq02cKF4saGqwmnjuldRfHBJJ62rnAy71zerSvc0HcbGs72LNdw+N3QcEPfTYbD7/qGk5h8lks4/E6Gw28mJ1hFSZc2XfotCeeSVo8o14ucUSLVje/GG8Ml8qRN5p0Mh9/JcLq0DQ2H33WFG/JuXeGGvtvQcLZnuYbD74aGk7/z5ZqYYAjedtvLCWOsdvrs4fA7W5hD6sbJ1UE6IQgvdxBPkWhlO13eyXD4nQynS1tXOPzONZzruyViTLEP7/DDH0zdGxjoTdpk3nWFsz2rT1ivvNp993hbdHRPPsml92oIsmjBqcQYrzff/IL7wx+4Ly9PDJ+Qpnbe4XdDw42d15aGsz0Di+TQIzWk27vWrV9MrJamez/8zjWc6Vm+XO9hhmAdQKWCOygun0cddZT75JNPJAzhcAHFAARwH8VQxIUU90+gsLDQtWzZ0s2dO1fiMRJfe+01MQCvuuoqd/nll7vOnTunbYRVq1a56dOnu9LSMjd27Cg3Y8b4zVhZOW7z76oqxXh4+vT6hflfVRXlpeEobV1hfsfD8XLVFU5+O5d36wpTJvKPwuOyhuPv1lXHdOGaeUdhzSuZd+ZvJcMNoUEy3JB3s9UxfTgzvfmfrc78Tob5/8IL/V2vXgPczJkTauQdL6fmVVc4/bsNDSfrnNu7NcvF73hedYfrT99kmN/xcC7l1rwyh3PJKxmmTOQXhTPzFJgtLy1X9CxZ59rfisL6bjKvzHnXFc6FBslw/LvJZ8nwrFkTJHzYYZwSitLe0X37291c//6D/Xg0SfKibCF9bRpkpneyTnWF+Z0Mx/OOl1vfrSuc/t2GhtPVOfwGs79bs1zJOtYdTtI3ylvDUdq6wrnUOf23onA87cyZ4928eZPcKafo1Sy4HPfq1V/4KV36XOocwuE3GPKaPXuCKyoa4w2KHinjo6PcS/fWWwPdnDn67fp8K/wmvu5w9G4ynI2edYUz1TFzeLybNm20u/vuN9zIkSN83MTNz+quczLc8D6MXCEfTiKODMFOrkePvr4tJspz+OTII1kF7OD+9a9H3Xe/y37BTu6VV96V9krmnQv96grH6xjC4TeYW1510TNzmP/xb2s4Sgsd3nxzUOqOWAzmlzztarZtPH0u5U5+O1vawsJRbupUjHczBDPC1Vdf7RXQF+Q3+wVxDa2urpYwwGofvusArp64gV5//fWe4TnQwrmJEyeKAQiw8vfhhx+6J5980r399ttiCK5evdqde+65btmyZZImDnxn7dq1bvHij9z48SPlABNOyAJhEE6MWrdumluwYKJbuHCi/AbnzZvg3n8/Cs+dO8F/d9LmMEJ1yRINL1062TPf+NSzqRLP85CW93g/hMl3/vwozHffe0+/RXkQWqGMq1ZNkXKG8IoVk4VB9d2pnh6ThRFDmLS8E9ITXr06CpM3x/Hye+1awuPkP2Hio29rHRcvjupMHalreM53+X4IUy7Kx2/qCA3Du9QRGocw9a0vvZN1zIXeWsfxsTpqWMs8Vegdp292emsdP/441Fnpu3Jlfeg9Tdo8WcdFi2ryVJzeDAQffZSO3lrHOXNq8lR96K2zoBwCEpWlLp6C3pQlhGvSuy6eyoXeWudly2ryVP3oXT+eykZveErpPS0tT9WX3rnxVN30juqo79em93gv1/RZTXpPkzKnr6M+r4vehJXeWudsfTgbf+fGU7Xp/cEHkzbTm7rWn6dq92HKEdVR65ytDy9YgNL+uCjtzDqfffZT7rPPCuVZkqfqojffVnpnryMILefPrx+9V6yYkhNPQW+UzRDOxlNK73HyG8y1D9dFb74V78Oglis9T0GnEM5Mb+3D0TiRG71DHYMco3zxMPTWMO9G9A7hQO8Qps5xnlq6dKq79toXvJJ/s5x0WFAw2sdrWuiNAqrfql1H+slHHxHW50l6E47Tm3KFPky5//rXaFLjRz+6y5WV8e18eZ6kN/QJ/E2e8TryzXgdA701HNE7hAO9CYc6Bh6D3tAoTu94mPJH305fR+qmYaU3fBnCgT9ZQWLfM2FkJe9SpjhPwWPZ6E0dQx8mXbyO0Ir3Q1h5KgrTf+HvtWuh91TXogUrfuHAoM7uuefe8c8KJC11P/54rvvo4Pbdl9XAzm6HHbr5/kJ7cQex9mHNuzaPRXUMPBX16XT8HdFb6wgPa15Kb3g8hOtDby2L9mnoEGgAPaB3CEMveIXfYETvaak6Ru2epDd8MWbMMLkPE9l87719UuXW5xG9p9XBU1PT8nf07fhYmKzjVP+NcbYiWBfcf//9rk2bNvKbVTyMvDh06NBh8x7Ce+65x/Xo0cM98cQTsg8QeOqpp9xNN90kv4EJEybIXkFW+jAilyxZ4i6++GLPmCtSKWrDihWrxDV006bINRSGCke1w4gIMl3uzfeMOtEzQhSGkVEoQhjmUvcCDiGY4pUFjqzVpWLieR7S8h7vhzD5LloUhflu+DbloSOEMnKAAuUM4XXrpkjH0XcRqFNEkIUwafUuvaiOeuGxhsk7vk9y9mxOvdPfxEff1jquXBnVmTpS1/Cc7/L9EKZclI/f1BEahnepHzSOh+tL72Qdc6O31lnLSB1rhqF3nL7Z6a111P1L+py08VOqMtM7X9o8WUeETwgn6Y3ARNBoXnF6ax0RciFtQ+hdF09Bb8oSwjXpXRdP5UJvrTMKaQjXn975MkgwcGi50vNUNnrDU0rv/LQ8VV9658ZTddM7qqO+X5veE7xc09816Z0vZU5fR31eF70JK73z/QBbk6eS9M7G37nxVG16o4QEelPX+vNU7T5MOaI6ap2z9eGVK6fKBfRcsbH99l1c377hyojaPFUXvfm20jt7HUHojWIZwtnojTKSC09Bb4z6EM7GU0rvqE/n2ofrojffivdhUMuldYQOIQy9oVMIZ6a39uFonMiN3qGOgQaULx6G3hrm3YjeIRzoHcLUGTrxG1y0aLIbO3aIV/C7u549+0g4POMbc+aMT31L6xyvI/1EL/TW50l6E47Tm3JRXn5z/9sZZzwlxgUrKPvs06MGPZP0hj6Bv8kzXke+Ga9joLeGI3qHcKA34Zp1VJ6CRiEMveNh+CX6ttYRmvOMcFRHTZ+kN23FN+LhcGgUZYrToC56U8fQh0kXryO04v0QVp6KwowT8LeeIlsgVwxpW6gh2LfvQF+u4PZZ4M48k7bKEwMQN9699uru86AvFkqZ6MOat9Y5LreiOgaeiuiZjr8jeqcfJ3Kld7xPQ4dAA+iRpDe8EsLQG17iN3V8772o3ZP0xtCdPn3s5pNg+/Ub6N/VtgEjeufXwVMY3rX5O+Ln+FiYro7mGlonLFq0SAw19vXhBoqrJyt7XAuxZs0aPxDMllNDce8866yzfGPM84yzVIw84k477TRXXMwJVs43xGdiWC5evNg3wgbHwTI8Z4UwG6Q7LCbqOHUrNQiLOLPGhQUdBmbVZygONQ0/3osPOOT74YdRmO8GJT0wayhjYNYQDsyq70bCOIR5FmfWZAclHARiOuEQfbv2IEsdsymRfFsHoNrGLnWMD/DUt770TtYxF3pTN+oU1VHDWuZIAIYwtIuHa9I7qdRoXtkEImGlN5MNtesYVyLjPAVmpnd6ntpSetfFU9npHa9jOp7Khd7xQVbD9ad37TrmSu+FC2sqkXGlMRd658ZTtemNEhmnd1THqM5xehMOA35NetfNU3XRm3BQIhnMs/FUNnqjRGSrY130RnEI9KaucXrm2ocpRy5KzfLlU+XqFRS2yy9/1tOAOum79ecpTc+3qTu/qWPUj2rWEYTeycmcTPRmljvOU7nROztP8Z8+zW+wrj7Md7SOUZ3rR2+tI6jl0jomDZNsSnvtPhzqnBu9Qx2DHKN88XCgd1ASA71DOElv0ib7sOal3543b6L0XZ4F/g7Pk3UkrIqyPqcPx+lNOE5vyhX6MAdptG37sudlPT2zRYtHfVpNBybpDX2SfThZxxAO9NZwRO8QDvQmHOoYeAx6Kz01DK3iYcoffTt9HWkTDdfWgwjzDX6TJ+Fwlyh1jvMUPJaN3tRR6a2GSbyO0CrUkbDyVBSm/8LfGi507dv3cl/7mhqC22zTxQ0fPtTTJBiChe6SS7hfkNXbztJe3HvIHbEYiaEPa161eSyqo/IU4Ti9k/zN88BztGu2caIuepO3lkX7NHQINEhHb3glhCN6hwnZqN2T9Oa9JUsmy9VGjz32hs9LVxPD8zi9s/NU+j4c8bPWMZPcssNi6gkfffSR3CWI0Qd8+umnYhCuX79ewgsXLpTn/A/ASh9xc+bMScWoqydGYABWAbliAvfPbJDOEKQRA1MwCIZOA9JRkuH4uxrW3/xXhojCQehoeGqNMPkmw/FBOJ5XXeHkt/kd6pQpHH7XFY7XMTyrKxy+la2OGq4/vZN1TBeOfytJ73jaZLgu+ibD/E7Ss65w+J2ujnGaaJ1rPk/SN4Rz4SkNZ6Z3so5107dmOFudk+Hkt5LhdHnVN1wfnqovvWvXOTd6x+uUrGMyzLeS4Xje8TpmCoffyXC8TuFZMlxX3iGcrGMu9CaPeLlq0zcZTtK78fo0vzPVMV14wwYtG/cJcsl9zWf15ymQvEO4rjrW5rHM9E7WMRmui97paBB+1xVOfot8k3VO5p0pTH0y1TGEoVvNcPK5/q5d59zona2OdYXrT19VMuPvJsPkk6mOIGmT4eS3QpjrKfr0GeCNC1ag8lxeXm+fH4aHPifv2vTXstRVx9rh7PSO55UMJ7+VDPM7Ux3rGw6/43UM4Wz0joeTda6LpwhH9C1yDzzweuoOvI5yEjH3tkZ3Tha7O+541bcVLukYgu3dGWdwh6AaOclvx+uUazgdfeN1Jryl9IUmmXgqhDP1af7H88pMbzw0iqUMNZ9H9E7Wsa5wOvqmr6MZgk0G7PoIQ0NDQ8MtQ5QvlI1MV2wYGjYFLHTFxSO88aGGxcsvhxMo06U13LpYnLroHkOwg9tjj7vdRx/h9hlkTIl74om+qee0F3c+Pu+Nk/ipmIZfPJoh2GTADEFDQ0NDQ0PD5osFXhea6Hbf/S7H/XWlpZybYIbgF4PFbvjwwW677dTtc999e7gVK3BVjlYEMdS33VZPFCXNXXdxz+D/ykX//ytohmCTgc/HENQle8V0zzNhru/kkn5L8s4Un+5ZtvTJcLY8MqWPx8WfpYtPh9nySWK6tCGuIXlkw1zTNkbe6fLJlHeIjz9LF5d8Vldc/Fm6+HSYS1owUzmyxcefJcPJ+OSzutLGnyfDuabN9qyu9MlwpvSZ4tLFh2fp4tNhrmnj6UM4GZ/ETM+zxaeLa6z4dHHp4jNhLulD2lzT1xWXDbOlTxefjAvvB0w+i4fj8emeZYqrb9oQn3yWLY908Zkwl/RbkjaZPh6f7yZNGuqGDRuUcnVLpo2nT8anw3RpQ1y6PHKJzyVtiE8Xly59urhM8SEuU3y6uOSzZFyhKywckboWor37xz96Ot2fHZ4XuwEDBqYuS9eTRXv3ftvrsHpQVZRvHNPFZ0oLJp8RzhSX6Vk8HOIyxaeLSxcfnqWLyxSfjAvxyWfZ8qhv+nhaMwSbDNQ0BMs8MgtWH6OQ2Zlyj0lGSCLpyBMkf2ZtkvkTDs9DmHRcoEznLvWYTB/iQ178Ji68E09PGcibsoZvkX/II1mHOB34T5rwP542vM//kH+oRzyOfEIZQjzpyCO8TzieN/GUMfwnD/4HpJ4hLe+RLl5W4sM7xPE7pA804j/PQzxI2YgL6cO3Qnri4m0KD/Asnj8YLzfpeDeUL17PUEa+G9LG6xJPCyb5jndDWn7H04b8yDu8G8+bcEgb3udZiKfMcQx5ki7UByQeGoS8Q1zA8H4870DP8B5xobyhHJQ7Xv/AN6QjzLN4/ePP+J3sn3w7njdhnhMOcTwnj3g8eYcyhjLzn7TxvJP5kEcoF/9Jk8ybfEhPHuQb8gZD3iEtz0KdQrrwP6QF+TZx4X+IowzhP3GB3nkx3FYAAEpUSURBVPEyhrKFOJA40ifrw3/i+R0vT7wNwjP+h3zi74S0Ie+QT8gbhG7UO9CPuFC/gMTxDkgegU68E+jLuyH/UKbwjZBfReo/aXmXNKEe4fvxb4fvEB/Shf+hvnwrlIl3SRvqG3+HePIkDXGh3KHsPCM+xIW6hbxDuUN68gnfA8O3iCN9PG+exb8Xykee0IRvkC7Qjf+kD3UMeZA2Tu9Q5mTZQcpP+lD3UIaQN89JRzxImUnPNzPRLx6Olzsez//QlpQrlC2UO+TNu9Aq5ME7IT15hzxIE+LBZB7xvOMY6koeIT15xcsd0hIPhrjwzXTtzrvheyFMev7Hyx2nCUgZSAOShrQh73h9QtpQNp6Tf/yboXykJS/ieSd8i7TkR1qehbThPeJ5L06TUO5QRpDnIe9Qvjj9eCfkzTeTefCM9LxPPOmI4xnpQz3Jm/g4vckrXh/KGfImPRj6WbzucVqFOhIf8i5wCxaMc3vswV2C7dwppzztNmzgnZC+0uuso9y3vnWXGIIYhOPGDffGO3nyfkgLUp5Av3gdwzf5H+oI8ptyhHKH+pBHqFdIx/vEkTfx8bxD2vDNUC7KGOrOs5CWZ7wb/x5hykGY+Dit+B/aMpSDuFBuMJ53PI9QXtLyP/7NkE88D9KTlv+h7fkfkPeS9aFMBWYINhXAEJw4cZT/NcP17t3NTZ36ov8dZ4R0WOhWrRrjunS5zC1ZMtSHafhkGmWKvn27u8suO9m1anWGO/XUI1337tf5eBiH56SDqUrdp5+Odz173uzWreNEsVK3cOG77r//Pdk3fEs3aFBPHwcThvQVXlBwGlI7/xuGK3PvvNPDXXjh8e7mm893S5cO93GhTDBqkXvoodbuo48oq36rY8dL3UUXneBeeKGLFyDx+s50r7xyuxc0z/jfFTITdddd17hLL/23e/nl2z1Dkx9lL3LLl490V111hrvggn+5Rx9tm0o/wd1003m+LC2lruq3XujfK3T33XeDxN9447luzRrqWejatPmPu+SSEz2NTnGjRz/h41RQUOczz2zhzj33OFde/pqPm+HKyl5155/f0n+vpcvP7+Xj6Jwc6V3oHn74Fp/HSf4b16dODaOMVa6q6g331FMd/O9Q7jI3bNgjUuZrrz3LffDBIB8XaFXunnmmk9BS8y5x8+f3d1deeaov9wkpmpQL3WnTq68+w51wwmFCLy13aNMKT6vb3Guv3el/V7nVq8dInaFhr17dUmkDvctcSckrQmPKsWbNRN82l0hdoHd1NWUL+RZK23Xterl7/33u15zuJk16TtLSlrNmveXjglACS3y6QZKe93AdefLJPCkH/PDZZ+Sr/AP9oOtll53q+8GtPm66Gz/+GXfaaf/07XC0F2bc90m5y93YsU9J25CWvCkfbXP66UdJXLt2F7mVK0f7eMpe4fr0ududc86x8gwehwcXLRrkLr/8FM/fx7vBgx+SfEm/fv0Ud8cdrXwZTxSe0vojvGe455/vkmp3+JWyl7pXX73T53uK8NyqVWN9HOmL3IoVo3zZLvM8H/oCm+iLfJ5tfPqT3W23tfK8WuzLdo+E6Z+nnHKEu//+G31/qHKTJz/vy3eyu+KKM4QHr7nmLB9f7MaMeVL65H//e5KbPfttKQPYv//9ks+VV54hNLvzzquF3vfff5OPP0noy71D0HDGjL4+71M9nibtRv6ffcY9SP2EJmeffYx8H9rRbp07/1fq2KrVae7YY/8q/LJ8+QjPf2f6/vCvVNuEPlwifHDxxf925533L2kr52ZJPyB81llHS1k3bVJ6r1070eXlXezrc6LvJ3k+vtLLnoGSL9+kjyBryHfTphIvL7pK2rZtL/S8Os7HV7o33rhHeOqGG86RcmlfK/TPlVcvueTf7q237hX6aRlnSh8bOvRhH6dtiVx56aXbJJ977rnW15vT4XQwZZLujjuuEropf5eKnKaMV111uh9sh/j0E4Xv4LErrjjVHXfcIan+UOgefPBm6YO8R9orr4Tux7u3374vRQdkwqNC+5YtD3Wlpa/6uArPi/nSL2m/u+++1odViRg37mnpKx06XOKfXy15kjf1veWW/wh9nn66U6puZV5+vS60OfHEf6TqXO6xROTS5Zef5Nq3vyglDyvcvHnvuNatL5C6PfxwG58uyAqe9XdPPNHex1GOQjmwoGvXK6Q+tG3//j1S6RkjZgiNoCnfonzw68UXnyjy9owzjnLvvYfso01KPX3GpmRCcEErca+/fpen5WkybqmcrEjx3ekiPx97rK1vmyBvyv1YOkroRT6ffEJfLJNvMi7B03373hOrD/e2TXXXXXe2Kyx8yf8ulz6Ql3eRb5uW0j/XrSvyeY72Y8QF7vrrz5UyH330wb5d+/q+VeYeeeQWT7+TZVzR0xqL/TuTpd9Db2T2pEnP+7wZlya5W2+9Qtry+ec7+29RxzJXUfG6z/tsoTfl3riR8pWK7KUdO3b8r5cl8E6x8OiLL3YTniNv5alKKT91RCaQn/K50o9+3qXL5dJuXNGgcktlF+3LmAdNeAfZzJgPvRn/tW207RmzNA/iyt2zz3aWdj/55MNlzNPVINKqzL/ttitTbVAqshi9gHpeeulJnn5vCr0//HCo54cTpJ8zjtNf9PoT2rTIy7wz/Rh2h9CE8Rt9h75M+oEDH/Jpg8yp8nLxKZEJethHpch8lSGnpuha6kaOfNzzEzLlHBlT6CsbNtBuFa6goJf0P/pVWdlrkjfj+hNP5AkNkZOffAK9y0XvgCfgQWQPeUM/xgfKfNJJh6faoVTKzThC3rff3sr3M75X5sefIZ4m5wkNr7nmDK/HDfPxpcKDpGP8efzxdin9pcyNGvW4T3u6z/sfIlM3bZrhBgx4QOrD2HH66f8Unq2uLnWLFw/1/Kc8hXzYsKHCy6435VvIfHiH/rpy5RiRGfSx6647R8ZPpfdM/41n3S67HOINvf3dD36wv/Azp29yB969997g0x7vDUCed/Dpunt5+qLP52Sf73H+3ad9HkEOzPRyoJfQCjmFLPj00wm+n13q2+ZEz3MdfPngqcCXJdKfkPtr17IvsdSPocMkTBu8/fa9Pu8ZrqjoFV/v06Vc//rXoT6vk32+k3wbTRSZjxxH5itflnpZM0DG6LPOOkb6X3V1uX9WLLoG5UBX/OQTTqUtFZ0afQnZwNiHvKU+n302zcvy1tIv0dO0Dxf798aJ3IGujLuhzQYO7Cn82r79xSKbqNv69dO8HLhS2rFFi794PfMhn3el1BHeoY7IKeQLZenf/wE/lhzq/vGPP7vjjz9M9A/0A8YieISxmz68cWO58D5jEPH0EXSFFSummiHYFIB7BKdOHesZ8jb37W/v4AfqR3xspUcEXCacIcrKd76zo+9cg304COwkcpfgWM/YI72S96474IDfysCM4IvSFLply8Z54f9P99vf7uGZDMOmSIRfr163usrKN8XYQAkIAnrevCHu0EP3FaVQlby+nkn/5mbOHOA7SEffac/08ZQJRW+qdKrvf////HdQ0ipcp07/lXouWTLKHXPMX32nftnHo5wUieG60047poyh+V4Buk6E6PvvjxKlnc6l5S+VMt5ww7le6L7jjjzyQK+gvuq6dbtClI0ZMwb78h0iHc25BWIA/fOfB0o8SmrPnq1FMKEcLVs23A+qHDuM4Cnz9XjLHXTQ77wAeEYGRzrbsmUTRMEeMeIx3/GedP/+999952ZgmC4CB0WDe3QY8MgbAThjxrvuz3/eWwQsgxX0W7DgXaFnWVkfMdQYGDduVAUPo482RXHkfU5NQ2lCcKHQnHzyEZ72A7wAn+i/NcYPXr3dPvv8wivtz/n0QcFBkA3zwvu7QgtoiDKBIrlw4QjJA+VE06sygvJ5yCF/9L9nSrpbbrnAC6Zxvt7HpvgRZZW8Z/hB9Ra3ww7byyA+f/4AMVA4NvrZZztJ+2i7I9BJP114Yffdd/V15FS4e4SGtCUC/KmnOkoajHeMoPz8F2WgRCDTNoce+kcxyPv0uUvorQZ2lSiq0BhDisGM8t1++1W+vlem4kb775FWBfVFF/1bBpBPP+Vo63GervnCAxgV06e/KYJ29ux+kjcDJzy4YsUkEbw6qE2XtDvuuIO0v/JfhQjpzp0v8/mWSn0YBDBkoBOD+c477yRtoTQpF8X7kUfa+DKWeMP0ON8Xb/d1LZB+MHv2AM8rv/XKG8Z7hUzILFky3LfDWOHRbt0ud0uXjhL6lZW97o3/O2TgYXCinhhFS5aM8G0yRNqSAf3tt3tI3eFLBhmUN5TS9es5unqYV2gminLAYLVy5VgZ+KD78OGP+m8e7uvFcdgFonwvXTpeZMcBB+wjEz3Q7+mnO3qj5TWvIB+dmhgo8+9Mlr7At6dN6yVlnzdvoPynL02Y8KzvhwfJd2h7BkUGr0WLxngeOFL6HMoVyu6nnxZK+27YwABdIbyoRsFoGVzhVfoReS9YMFTCyBo1PMplson+OH/+MOnDTCxs2jTdK7WP+f6xsy9/Bx+mX5a7d9/t6fvl3yUt72FAq9EwQ4z97bbb1hUXI6em++8PFrnFxAx9n0GXei9bNtLTZqIoj4cdtp/Q6aKLTnR77vkT304YOKVCY+g2c2Z/z9P/cHPn9helEBrSV7bZZhuh38aNs4TnoAN3QSEnKMeKFeNTdHpK2pZyqdIOz9EHrpD+ddppRwmtV6wY52lynijx3/rWN0Vub9xY4dv4MVHaoHu7dhd6Reh6T+dSUYTz8i5xv/rV7tJvUXqh/Zw5g6U/onSpklclStEZZ7QQnt1226+JQQ99kXNFRa+73/xmD1Hg6D+Mac8910V4Fll94IH7pAzbEuFxlOff//4XosyQdsKE5yTu0ktPFprAI9AEfm3d+nxv3PZzRx11kJs4EUOr0rfJSElPWmQiCjX5w8dM/kye/KLIf2SsjmOlrkePG9xXv/pVbyBgDM31vNhKZB5jBG0DH6KQLV06xvPHI27XXXcReb52baHr1+9+UbQXLx4n8uiRRzBK53jjqq3Qk4m4r33tq6LMb9w435fhFjGEFi8eK+2G7KiuLhF6dO9+rYy9e+75U5/3JG/YvSxtPH/+UK90X+8N/kul7q+9dpfIFWjw1a9uI2PaunWFYqCOGPG4GAiUH5kAr1P3iROf8W35MxnPMGxUNld4Xn5F5BlyZNOm+X68vV+UzQsuOF7yRplGQUV2wdu/+90vRL5XV1f5+GnymzbZeefvSL+GpzTv6SJrqAuTSHwLgwt9hUkuaDJw4INC7zfeuFv6ziefcPXP2FQ/L/K/Jwrf0zbIB+j63nvvitH53nsDfXquaCBvvlfkZdlo98c//srzzy99HspTyKd+/Xp4ucg1WowRXDMx3qcd5ce/V9xuu/1QlPENG2bImEy//Pjjcb6P3eFl8zE+vtwbWg+KwcT4TVmQ39STejPmMhYfc8whIg/Gj39WJhsx9qkjEyTV1XP8O52EB9asKRQZRF/B8Gnd+j+i1NM3ST9zJsZxlR9DrpGxavnycTL+TJ36gtSZ8a9bt8vcN7/5Dem35IERh243b94gL/P3lTF448YqkRWk+e1v9/T9cluvn70pRksk80/37dfS948KMY7Rl8aMec795Cc/ENlXXT3dp5/sDj74Tt+fbvbG3i89H1KfmcLf8Mixxx4sfPKVr5zrZeldXoc4yrfr/d7oeF7kKDINY3/y5Jfdr3/9c+mX8+b183Eq85nEWrhwpOidGPUY08gU+j0y7Wc/+2GqjUtlwpFJn5kz3xE9s7j4Nd9PCnxfGik8hey58cZzfH1miG7J5D7yiv6JDEReoSfSxj/96Q/cj3/8A0+HMTKeoA/NnTtE6o3eVV1dKWn53osvdpWyYOBXV8/zcXm+vx7v++Vw6YPoM/SRO++8StqYPrbttl/1+fXzevMbXlb+zcupN2USFtm4YcN098ADraVN0JORV7/+9e5e/iGDL5I8GBcoEzrorFlviwz9+c93FTlB+8Cb6GZM+vTrd5/wB2PiRx+hQ7wtcp+JgNWruXCeC/EnmCHYFID7Cl999WWZ3WCQZeYN4RkZaklkxme4CMUjjzwgpYBlMgRBBONMr8TdmlLUGQSDos7/MlEwmClhUMc3n9kTNXSYxZgtggOjUA3UYm8MtBHhSGfgfZSF+fPf8b/fE8GC8aKz6eWiOPPdli3/JgYXhmtYcRgx4mkZkFatosOz+jVQDAvooAbfTJ/2WGF4596XwZSZOATG+vWTZYaHTsd3oR+CsFu3q7xBiML2gcwQMpBiDNHJ33jjLv97kRjd1157tldUXxSBiWJIx1O6M/v2hAyE1J2ZaARbVdXrXvH4ixgZGNcoVNCJ9kARU4X/A69c3CirByhmzGwh6K6//hwfxphCsR2VKvN8GQgYHILyw6zUH/6wlyiADKgYM7oKoTOfdPKqqj7+N+WcIUofAgZ6RO1dIatOv//9XqKQMlAiWCoree89GagwWDSPChnQ/vKX38ssEuWbM+cdz5OsDsyTWdo337wnlbbYt98o4ZHDDvuTtCX5M2M2dmxvmZFlNSHirTIRZChrCDzqiIHJ7Cx0YpBGuGGYwMOs8L31VnffJi/55zM8bXpL+0EXjBwGHuV1BoYzhLbDhz/jaaS0gy+YhR427FkxopTPWRUa5/nvX14J7eyVZwxgZl2nyoqNTkBMd0cccYC0xerV42QwR8kmb2baMQgZgJh1ZWIBhUv7gRp/KLfDhj3nFS7uccO4Kfc8M1SME+q+aBETNaWeX6d6BfAEWQ2jjAjwpUtRspk9nCltTr9RIwYagpWeHi+IQoBSywoSM/YoDMxCoqyiQGhd6eczZDaROjBDjQKBcULfQYF84AGMG9qSvMs93w4UgwZ5gnKGAjdt2suiGJOvHlFNWp1VRSl68817xRsB41m9EWaIIoHSzCDPCgr11r6RL0o/q1Bt217keQDjvFwU1EmTnvW/Z8qAhoK1adNSyR8FGgONvj106LM+P8qP4VHpB+YufnA/zqddIsonfR55iXG8adP7UjYUaOrOhBYDJLOiTARR/7vvvsb3v0neOLxAaMrqihrulaJAwD+bNr0nCjUyisMq1q6dLIo7g7yu1M2S+iD/UHQYbGkH7ZfkhWLeQmbwhw59TPo3/Q9DkFlf0qoRPFcUDhRxJqtQGtq2vVhkDEbY8uWjUv2vu//O+16BvNvL21M9P0/y8mOwGMDk9ZOf7OJ5jD1V+b5M//Q829vn/Z7IPeQJq93/+c8JYnz/8Y+/FG+CTZvmiLGHgUR9WdXH02H27DdlQgbDgxl2DAVkIe3K6hH1guaqtJWJ4Q0/339/a5EJKLU60TDNy6ZWQn8UYqVxhUwiocygoKKoq0FZJjRg/GG1eN06DObp3vB60O29989Fvuy336+lXaurC6Sfq5xZIOMP/XrTptm+LW8VIw2jmzogAzDE1fuD8WW6yM+RIx/z6WfKqs8vfrGbKIbM+NOnmNSBLzdtWiRGIZMvKNbIiw4dLnbbb/91kZ2smNB3dLX/fZk0gLcwEuAVVvO6dLnStWhxsCif1BODH/lCuW+66Xw/BnXz8aVe3r7tx6Y2MkZizCxdOszjKMmfvFE26QvkAX1J97vf7SUyi4k4VrRoN1aIMEhY6cKYpK8zMdanz32iPGMEIzOQ4/QPJgf32+83MuG6adM8GRNRuGl7yoGRhKEK3ZAp++77a+kjGPXoBUxm7r77jyVeV/hpYyZR35aVDnieVV7ikPOsmDBeYZTCyxh38CL0GTLkGam3jpFlMt7/6U+/cd/+9rdS9J4nYzVGLvxcUfGG/16YnKTd/iu82rLlYZ4eTD6Pl28ygYrM10NndHUfPsTI/OY3t/f97T++jnNldYeJpXHjXhJ5gWcEk0DQIqwc/vKXP5M8KypeEzlNeUaNekr4CHovXjxKxkDKgkHN5ADulBhlrJSrzH/R1xPF/HnRczAQMLD/8Y/9PX+8I7KTfoj8GT78aT8+veTl1bTNcq1Dh8vl/1577Sbjr8p9ZH53Mc6o+6efjhND6JZbLpRx8pvf/LrvSw94GkKvchlD0cXgx02bZonhi3fCUUcdIHpAMIbI+5JLenlj71z3t78dIuMovIDBdMghv/cy9GL3/e/v5A3B47yxcpevw0Ge/97135kq9UceshpHH/3Nb37udt31+77f8s0qMf6heXX1hyLzn3yyvXyT9Ez8YKjtv//eKUOwUPoz7bJx42wZg4cOxXCc4fMbKM+Y4EKf3LSpVGTU2LGknS8TY8hB5C76MuM1/XOnnb4lq2hMTsBf1dXzRc7pJMokr7egzw339L7E/fCHO8uYVF09SxYeWEGsrl7geaur9Mv33x8sE6mnn97Cy6s9hEdWry4TXZQ23rBhluhByEImNSkfugFGOBM7//d/O3qd4lHRc/F8YYKEtsP4HD/+OT+WHyfGIzojfRhddNCgB33644TP4X/G31GjHhOdAgN/8OBHZPxGFpsh2EQg7BFE0UIRGzDgfv8bZS0o9kksE1cMlCc6lA6K2QxBVeQQzAh0OnMyDR0Q4QczEsb1iw6mnX+WzKpj4KiiQ/oy6ZgopaokglVe4D3k/vrXP8gqTqgDq13MyKFYMTBjcO2//29lgMbYwpBhBpAOj6sO9UNBQgHCEENhQFFwbqkMRHQ0aKX1QrhPl5kQVkEKCjAi+G6VV46Gur///U/SwXWAYRAo850YwXKkGLYoGwxa3brdKEqXurEFdxNoygrZNV7I/sv/rhRjGsHFrBADrQpi0vK/TAywv//9z1Ie8mEwoT3Jm+dRmatE0GNMvv46xuk86cS4vjBbxuw9aTTvSi8ghoihhODR8uGOMFaUATV6w6BYLm6sCDCUtIcfbi0DAwojSgPK5wMP3OzzOdf/nuHzmCQzUaxQMDgGt9/PPpvihdH5QqdVq9SFlrwZJCgbCikGMt9g5QPDF15Ug13ribLBwP/ssx1lRRejFpcp6OncMhGkCHUMH9w6MRhuvfVqrxicJYJXaaptgNKPIGdWE8UHhZd0uLTdccfVnr8mez45weGSB08xWC1bhhJSLoYYK9cdO17i+fg8WZGDpswGwu+4dkEvlLL333/XHXzwH2QARZGF71l5De4lKMHK27RNwWYlv1u3q0VxZlKD8jL4YMxAE2ayKQfthVsZily3btcKT7BKr3xSKMYRqww1+2eVKH8odBgDjz/eXvoNShBGFe2qLpyBt0pEcWGwCisz0BCjGUNAlcvAs9OlPdWwXCCG6IEH/k7ajLIxUEdGaZkYzUcccaAYNCiCKBMffEB+s2TiBhcfVc7KRM4wwYLCpKuk8I+2JYocA5p6B1R64+oN379aioIPvbjgF5nAzCd00ske3ALLvFGubt9MKCBPJk5Ul1Taj0GeOAxDlFJWMmlfvrdp02JROINSzndxl9MVQWRapfAyyiBGJqsjhx++v7R7r15dhWfUSMZtf5astpx00hH+eYUYxX/5y+9EudNnT4txjYsxPAXN1cCZIJM6TIqocTtb+JSJEVZq6YcYKCgqrFZMn47rz0kykYbhNmTIwyID9Ej9mf47L4ox/stf7uZ5dIjwF31EJ47mSp9p0+ZCWTVCwWPWGh5Qw2yWb+MzpQ/yG9dR+BjlDZ7CYGD1k1UQ5JO6DjJB9mSqL9OW8AUytdzXbZrIdNpBV1jhrwrJX1cJ1UhgRYzJEBRwVpaDayj54bpGf8KwVvmGbLpQ6M6sOW2i/KUyH+UK2aNunSVCa1anjzrqQMmHCTdNq/RivDriiP1TEzMzRY7hVYABy+qorv5Sn0rPm6OFR3G9029W+PZ9wSuc28vqHcah9qNSkfmHH36AKPLcC4axOXnyC/69WZ5Xzxe66mmK9NlpYihAY50EIr7St3V/mQigz+DaF+JfffVuGSMYG/CWQYGkboyDrH4xMaHlrvJ0eF3kKX0aw4kVDfrExo0fyur8H/7wS68QM3EzUyYy8HygbbR9o8kh5AoTBsgcViE/+GCI9Asmf1VOTpcxnHGTiRPkNoYHhgYyn/HrmWc6iyzW1eRKTzud8MQ4wlBXY3uO1IO+0bXrtVLW6dMxwOAHXHJHyoo0E5cbN74nYzXys2vXG8RgpQ7wFZOTGGyko99hDOGtAj3pX8gL+m91dcSvTMzSvrQFCj66zd/+tp+UnbGNlUr69iWXnCR8h3EA/WhL+IgxAuMQuuCOqW7BOjnCJMAvfvHTFE9Nk7EHmd+169XCywsXjhKd5IADfifvM9nJ5C+TOYyptDfpoD9ybsWKKaL4n3vuv3zd5vp+fI3beedvi2Gg8hnvkmP9d2/1ZaafMYbD83PEWwEaIhM0rcp8xjHcReEbxgZkUteuN/lv75cyjHhW4N+b4mXHMd5gIk55Hl5FTl9xxeluhx1284bgNZ5ve8lEIHoR+prmAa25Aw850EU8wtTArvQ6Sx9PkxM8P5wn8uT999lfOEMMZlbp0f/23fdXojfCP+hl9A10FGiyalXQFytlcYB+yWQWfRX9DFm5ceMikffQGGOdVXMmqOB3DEfK+/jjbYUHN2xYJH3kyCMPEjkKnVhtxL12l13+L+UuO1v4hnGuunqJ8Ay6KLLzr3/9o/B2q1anCd+x+osXE4bj+vXzvCx9VdqVCUDSKH8t8fz5XzEemURmIoyVPOQGbY8es2EDfZt2my3ttssu3xU9g20EGP7qZVIldEFfRl4xFnfpcr3wEBNc5hraRABDcNIk9jMVi/Bk9iYYUbWxVJgGgbVhw2TpeDqwMXCkSw+WymoQiqau8KHU1k7DHh6USAYEBleEg87IMKCdJ4qSKsCk1z0DKCr6bTp9sTdKh8iSN4JPB3SNx7WMGXQMQQZ8XHd0hWqRCAJV/MNgpK4AarTO88LhAVE6e/e+XVYa9JtBQWVfyHgZIO+9l72PqoiuWTPVC85jZeAirGWm3hW+kzD4tPCdeZoXKGO9wgDtPxCFC0VS3TQRpDNk8KEDI/yWLx+9eTm+f/+eUm7cHzRfVTjKyvrL4KOrdJSx0nfQe0TwajkoM1jsB4Th4mqH+wIrSAxmDLrMEkJDvq/lLvYCcbzMDiHMxo1jJWW2rOAgHFF4lc4FnubMXF8iApe9l8y4MmvE6kfcEMRdi4GC2XQEI4Yr9dG2ZCCe4o3qPiLwMQjgAVbMmDHnGQo+ijwCC2ORVQVms5glXiH7WaqEdii5q1aNFj6l3gUFr8jA+OKLtwmtUWSZQWRfDbN2rJKyyoSrKoY89Rw79hmZXJgyhZUOlI2pKZ6HX2YJ/TC2Fy/mu9B8gQhgZtyhP/1EV2BmetTZRVbZGMgZoEaOfEaMoaqqfj7dYBnwcSdx7iMxBFGo1DgrlnS6n5B+UCiz5hhOmzYtk0EXAwolEGN33bpJovTqqpkaggwYzLw7t1xWEVRJniWGMP0z2teo/MoMIsqHuiTOFoVGDcEKoRv9YsKEp/0z+L5E2hElE8Mg4st8P/D2E0OLVbFNsq+GQTRfaEc70c+YDEApVqV/queZv3tlO6w2VsjqErytSmOZ1JtBHwNyn332lBlQjE/2RsLvuEANHvyYDFysMlP+GTPekm8w6DKIo/TddtvVojhMmvSaDNz9+vX0bcnlxdBgkQyIKK0ojv36PSCD3sSJr0h5cE2kXyA3J03q5elzi5RR955WygQSBhuyA0UPOaaKc6UoCJEhWOrboK8Mos8800X4G6WzuPgl4XlWRqkTE2S8yyohSgCyBKOfGW/d2z1L0qvxC51Y8eknso9BG0MLWQWNoAd9HsWHSb1gRGEU//jHu4jyglGIhwV1Z+IC3tV9Xuw1HCV9l9UB3JpRmvDiiAzBDsIrtAtKO6tYGL8/+tH3hc+QAc8/z4roLFdR0UeUaPbuMBnFniWMNdyimLUOxtCQIY9Ie0aGIAZYiVemLhVX2wcfZMU5jBGVUgblcWiBKxd8iQfAIFHGWCEM/MQEFjJBx40KzzuPyjiAGz6GCXXRvUQVMsnD+NSjx/WpsvG9cj9uMVmxv+QTGYKVflwaIJNmWhf62+uiAKLg0ydRNJUvSn2/LRA5D6+oAUc9K2RFCzctLTM8Q94FvtzvSF6quE2R1WlcovkO+66Ywdd8WImb6oqK+spEE4aVrtKUeH5gBe9Gt8ceP/b5sdpFHy3y/W+QKIBMekGXFi0OSq2AloiCr2635ME+qlGysnzmmUd5WTzI13mwyGPc7+EjxtyPPx7h6TJeDDfGMww53BCj+lSJgrvLLjtLn8UYop/hNYJhQ9/C2PjsM9zWkdfvCU/98Iff83UYLToBhjGr2fQhysw2E1afoRsTN7gEB0OLFVX1EvhA9Av4SCdqSmV8+dnPfpQyBKfLWK39ZqFMumBwr1uXL2McfSRM6mII0g6RzM+XCRL6LrzGmE0foz0xKjAEkde004YNs6VMyGL+wwfky4Q4HjbQE48QJj1YfaWfIUMHDgwrbuyP7i8TLugp1P+ww/4sxuHGjUuFtkwkYEzuv/8+Mq5Tvr/85Q8y5jD+sEqrq1sfikH0/POd/PeneGMPg+xaWd1l24fup6yU/yeffGSqvmHsqPC61hjxYsAAV4OCcxLUpRfdQVf1C0Qn01X4xa5du4ul3NrPcAke69MfLZPNwei8776bhHZ473zve7t4Q/BUr4c86st6lhg/gwbpXmdkku73rBIdAkNQjVe2cVwjeUyY8Ip4Zg0c+LDwI0YxW3SYANp331/KJDZuzvArE1u4ryLrJ09+UfLBfZX6sOWJPszEBbTWif7bROYjVxk/1RDMl0lS3Gtx+5w9W729nn66s6/3iSIj1Pgsk7ZDnjA5ig5QXT3bt/2Tfsw9zI95t4qsZfxjMuZPf9rb97f+wmPbb7+90HfZsvEi95lsol6kQcdBf8Bwf+mlO31//4noDExqITfihiDlxj0ZPRDDljFB9ea3hVdoV7Z4QF8mL9AZmTRgYhJPAvrrJZe09Hw6zssj9rmbIfilhsgQLKrDEGRAKhdFA2UvzJSiUKoA4HnyHbBKOoeu3sFY6dKViGGGIchgRYdloNX9VzNlVUIPHuF90pfLjFwwyhhQdZla9zYxS1hWhtKkAxpuDHQKBg9cSMlb3XVmyGCmq2vUWZWLyBBkgJohnbxnz/aiCCNANC0GpioEzMpRT76HkoYRiJDX8qoyzDNmAFlN+uSTyRLWGRWMqHKZyUexpi58k9kVjEBmmTFQEHx8S8s0XxTDcBgLBrN2ylnizsGAvXatulJQj8gQLJB0amBTtgLJE4OJWeWbbvqPGD0YS4sWjfBtUZiaoaIOc307nCMHmTAAU2cGSa23tiGKJiujzESzGsqsJysL7D9SF8J5MpigXFAe2oQBG8UJZR5jGCNalfC5ouTraqgOltCHWX0UX9qCvLQ95srKFwOx7lmtFAHHCgZ8B5/qITXzhJ4PPthWwur6yQZq2oNv6sZwdakc4gXei74+f/Btg2GmK2UoDqo8MFiVipKDENTN1fSDCs9TZ8reAcqBIagrzRi4U6VMKN8Icp5hbOBCghK7Zo3ux9OZ81miqKPgqXJbFDME4YFioR18Qr2GDHlIlAIEOMYbyh71VsWxTNodN2FdNZwr+wEwWHEFgRb6mzqE/lkmBxiQ1/r18Ol0mTiAl1BoUE6YRcS1DBpSJniUgVEH7QIZSLWOs0X5oP10H06ZzD4zQcBMNH2cMtAXMeboFxhFrEQo35ZIvhi7Wnf4scy/c6uXLXeJUaUGJYPlYzJYqhKwUPohhxmxDwOeVGWctsTQHSU8ysEKKCK4mLFCq3vHVIm4557rUgbcbFEw4DtWR5lcQqFjMIYPmYyg79Kf5s0LNJkug+ijj3aSNo+U+PKEIQh/sMr0lpczbaVfIytYgcUgvOGG86V/wK9MIMFjtOfDD7eTWWz4TduhVFY4dFUSGaXGOf0M+QitKZ/y12xZBezb914x6LSO06UvMkuMscZ4oKtSyJ/7pO9BG5UfFSIbUEr1e/miTJSWwl/zRAFBrkB72gA+Y4UQA4yJAsYReJB4VjppX50EK/NK0l0ig3G3Y+JR+bLc8/7DMUMQHiiSWXP4BkUeo1jpqTSqaQhOS/FipRhiX//6dmJI6zMM8Vel7urWXSV1VVfmGWKk4vYJv+A9Ag3ps7oCQplDf3kpYQhWernXX8ajF17A6GVyrVLkH6tnzPBjwEIf6kT9GdMYW7WOOq6iQON+xXd5lxXBuMxnrzb9hZVUZurHjMHVdLbko8aaHuSj+5bneIX5blFMN2yYtnkcxOBlrxiTouz7UzqwMjFEeJBxk8kHXObp+7i0Ms6tX4/7O2nh9yrhP9ocd08m53r2zBPZjXHD/jlc4hjXbrjhP8I7yEP1nqgSekNrlGNWspnE49u4uCE7cNcrLHzN9zNkFMiEykXCJ5SPiTO+Dw3hYfgaXsfdWceFOb5tjpWxgcM6lH5qgLKywySPuqPqOBAZgpWptHyzTBR0yohHAkp/cNvfbbcfyVgBTYLMh+eYsNNDcWaLggwP08fRazAEaVP6Q3X1DNFR2DaACyV9kjowQYK7NgfPFBb2kglYdZtXV2B4i/3nGCbQhHGAPZKLFw8WhV2N0NlitLJyhEcB77Enl37OmI38xFBnjNBJ0ZlimDHpz15DdLGHH+4gZcO1WhV+dQvFNVEPKIE+JV7ODJd2Pfrov0r76NjIIT6615D/Kp+n1WgDaED7sYeeerAKftppR3pehEeLff0mCJ9TH+q2664/ctts8yc/jrT2dYafyec935/+kxqT6dsVMsmIIbhw4QDJCx5j8gkXbCYF2fOL8YQ31fXX/0fcjVlVZVUYXRS9QicBFslEtk66zJSVaVwuka+ssuokwnSRU48/3kUmMZDx1BfZSF0xBL/1rR3Eswf3UfJ46KH2oiPjMcQWDnWhRq7MkjEe+aCnpnLwzQuSHsP0nnuuEb7n+7yHazByjWe4HNOOjBGMm8iCFStYIV8g/Lbrrt+T/ozLPZMolI8+B5906nSZTA7S7uxTxUOENlfvhzkibxj7MVahL/0J/QO5oeUul9XA009n/+MIn55JADMEv9QQNwRhOj0kRQfO2pgvgmPOnAEyK0AHUdcwBq106cFKUWo4DIDf6dOUiDKmSuckz1BTRSDA2J9+OkWErp6cSWcgPUpBT1EeECAwphqFZWJQImwWL0aYIWyKHP7/KNgIbgYR/KQZ+Oi0MDHKBu8GQYZSjACmI1K/sCeEmVF1zcOfvNgL6nNFoUMgqmFVJkKCTqd1VWOL/wh+ysAeG74L4h7E7D3CixkiZqJwz5o5k4MI/iL1QmEjL36zJxPhhGsCs4O6CjBHhAuzwpSRVQiUU3VFqZR6qBFO/Uq9YfaGDALUlY4PbRFGCxcO9bTjhNDTZOZ13To9YYpVOd33UyUDEDO40AV6q7EcjPN8aTuEXmXlAJlBZyBbs6ZMlDo1xFRRwIinPAiqGTMG+rp3kzZbtmyiH3ha+YGti3/+nvANs8bwIwPP3LnviiBEOWCFEP7QVeRyCetATr3zvaI+0ivW78os9dFH/8ULzP6+XG+mDKEPZXVKVz7nyiCN4USbQGfopbT5mxfw7Mmb41GVTwwA+I4ZUJRfFC++zT5WXQ0p9/Q9McVTM4TeCFyUOVbneJeBDGMbtw5mFvHD79dPjRyes3+Rb6LYYEgoLxVJPgxY2j8rZBafgR1FndVFeOnjj6f4/vmuF8RPSb3VnZB+Uyb5oaDjiklapfN8MR71cJLQlmCl8JUafup2RN9CGeWwBOpHP+KkNB3I2bR+tbSXKteVshqgq1PvyWBMX1PXwgrpf8xMqmFTLv0fZRHFFKUNWRROOqPtkQ26D46yTEvxEKfIThCa0V58kzZA8WbfLBv6KaOennaC8CADndIDxWmqDOTsU0FxxfDGqKNPY1DSBvAxKwg8R/mHTxgMaQcUOlbQ6W8o+RzeQjk//lj3JjEYMstKH6ZfoYBp25VLuz3xBIYQbVvs++CbKcP3QzGgGKw5xAKeZ9aXmXi8AVA2mDWGLzCiMD5oI5RsZteh4YIFHEgCv+oJqsgd3sEtHeOVyQTcnE85RU8XhGYogCtXjvPlP1IUIowNjFddKZwrvIOCsXTpCJEfoa///Oc/Fv6n77CCoPstZ/g2aenb6CGpFzTBW4C9kRxIhPshxogadTNl0gSFET5j1Q/+oc1QPqiT1qVc4ljl1pM6MfTyxBWLskIvJqfihuCjj7ZLGVlVPr5A2o7VMlYLvvvdnWTSU3m+1PfJV4UXdEJxupQJQ5gVUFY24ClkS9u2F4isZY+QylTkDd8r83n3FqWafKD3p59O8wpqSylnnO94RrvSN1lRffll+G+m0FtpovXTsaNI6Ew+GKcYVSiQ9E1c3fmNEomcZgYf11tNM0vGED1Rc66Mv+yp3rhxgbvrLla//uvrOsn3i5NkUoaVJg4KQz5OnPicNyBxY54hPItSv2YN+y6vlFUlFEBWBFl9o/9jpCLb8EJg1RhDacGCwaIjbNr0kRjpGH+sznFKL94hlZX9hBeh82efTfcKZ095F+ORuuK5g2KP90VV1btSJzw7VqwoFDrTnzAwaF9WOygHe9yCzMdgYRKE8ZYJJw6goq2ZDMIdkbqx0oM3B/0Zowd5GFbWqA9GurpvLpBJMMZ2Du3ADQ65QB+if0+fPkR4j9U0DrXC84DxkX3pH344SIwxXcGcIYo3coRxFD0B4w+5gZyiD9MfOUVz/foiWcnCqEFRx8jkPdxAUfwZQ3BhRVfBWMH40ImiCnnOZOb69cUSx+QVfIIsRj/A8KZPsoqEgUO51c1XDw9i8od+yfjNnlYmvNm3De+wysyqr67aVcnWCMqlLsXI1AIv50/z32wrxiU8qyuCZV7mPy46BG7rOmbg2XGlTOht3LhQvo2Lrq5EVfn26CqTAPotPXkdIxfeh0922OFbfhw9y7fta65ly0NkMvjTT5HpHKr3uE+v/YgJtR13/KbocfAgtEYvol+0b68nH69ePdXnie7yltBvr71+6mk91td9tPCSrpJWSX9BV8OAx1uMU1DhfybDmDCgv9DWyEAmCHAZpdzUm5VkdJ3vfe87suLN6i0yAIMU7xLkPhMUTBCxykwfZnWXrS8c9EK/ol8wnjJGMfGKTGdyA6N57NinhWfhjQ8/HCH60caN7F3vLnIcuk6Z8pJMVCF/WQFnghaeV90fN+RCX/8WogfNmdNfVtBZjVYvA1a4yz3PjJE0rHSyyAIvffDBMDmvAOMXF2Lq2bXrpZ5+U/24xmSWGYJfaogMwUIxRFQBiiuESaQDl/sON15mG9VNTmd3aqMaVrhmwHiZ80UReksUGnUTKJcOQoc855xjZOY4OeiyIRdlivw5lp7ZLmbzUQxQwDQ9adXfn0GdAQ/BwCoVYdLDsJGrEVgsCqEq3LOlQzILRUdB2WC2j29iELCUjxLaqtVZkh8CnRlCOprGnSKDIUINWiFQrr76HIl/9dV7fHnGyIz1FVecJbNhixezb2mGzMqifCAQyBfjiLogABmUmc1FuVClWE8tY8AiHxSC6GQ6jhB+UL6haVVQ496D8soApYYGSgfpGahuke9TZuLGj3/aD2oni4LCjC2zywxwDMQ6CaCKuaK2NzNX7M1jNgwaIoBpF2YOMRQY5IKSwzdRPhjQKe/s2e+Iix51YaDmlELlOeU7FFCe60mFFSKUcaugPLSrfl/bHcMA/sSAZzUOhReDE5qiCK1apSt7q1ZN3qz4QXMGBBQHVgG0LKcJDcPhA0yWoJTAE7pCVyH9BppCJ2ZJ9YQ8pTeHBqDAkr9edaCHUdCWbJRnINXZND3UAQWBtEwUKL+BRUIjjFbtR1zhMkkGd/ZLsLqDe5a2R4Uom5RdFRCdEGHfAX2cKyFYSV29mvqXyru62hbvn+XyfQR7tFJYKsrS2WcfLTyIsanv6DPcNdnHqsp1kefv4Zv5m76t/Y/2KRdjFyVHZ4bhhVJRQFgBho5qSFMXDp0ZILRWN1f6aqnMzKJw09eUh0mr/IeLELRlxYJ+wglq7Alr1eo0MdjhB5Rr+AMFCIWUNsZQ/fjjSeIWCf2hKwYsygXfxd0Jg4h4lAkmp3DlY5ClTzOrqlesqOLDCiMrGcgI8omuAtGDTnTlRPseyhyyg3LQziiUgVa0tZ5UyWQYK3FTpG3pT5SdyQb6K0oCCqi6+MIzxSILqAurK7yLksDkCYfe6KQAdCsVpZNJGuQOijSrgyiAyounyH/ti6WiTNIeKGWsqKpbWIUY4yhzHG9O/4I21JW2pk05xAGFGoUKmqKI6NUv//btoSv5rMDiOn/MMQdL/1deol1RJJ9MxUGXAumDTExcddX5YvSoC2/g1XL/rdtTq7XkoVduwIcoZfAN3hvaHngzvCGGoq6EFXs+GCfGKeXG9Qs5zgQIBqHKfKWLzpIrT4a9QPARcgrX5oMO+r0fZ07xfHeGz//M1KQiZdT9cOzpoVz0A9wN9X1kzikp46VSjAMUZGSUrqKyUjdK3GjpW+SvMr/Cxw/3YXj3FDl0BfmPUsrBFqw4kB4FnwNhKAMz+byPEQZP6UQD8vAG6SvQWOtY6d8ZK8YnNGEyTo107csow4wnGKW078KFehIt/IzM1bxpF/gSnuOE5Gu8/Ozp0+vqNCs18Bk8yAqdjss6nlAP2hKlFd7R8f4UOeiECR414FTm4zaJoabeLOVi2DL+MN6z2qP1mS79ibZCHpLf6tVMasEPHEw2Qvbe4qmBa+jixaPFDfWKK870Mo0TJzkgifKBc7xhd5/0H+Q+MpuJOfoIbnNqRGhfZtUaw4eVQTUsoUWJTBTTn6kTfRSeRb5DF/rqP/95gPQvaEv5maxkTGGvGWMyW1SgJ+Mg9GM8ot1V5l8kdcSY1jqWCz8jK+Bl+hrjKd9krykeBvAPspM2oN+jVzC2IUcxLHCtpR2ZeGC7gbp66qof7vekRT6zj5aDpaA3E1lqrMID2u+YlIG3r7jibK8fsdebK0J0sgyXSIx2XaVV2c7EEnVH7jGZunw5PFglnh6sUqEvoqfp6qDKASZa2HKhh6GwR/AVqTe8Cb+hPymfUYcK0aWOPvogz2eszOnJpkxaomcgs3RPJq7/t8vYzcQ5BiCTC/QFJpCRjch8XSllkuhFn8dxokuSfsOGKt9ndTWP/gpdli7le+VihCGnaDP2gzKOYBSy7YO+hMswbfnJJ4xLZaL3YDCTF/VhpXfp0tG+jqpzMO5xmjf8QF/hECz69Z///BvP/1w/NFLGDvov4y+TPZzcip7IacJM4qC/Qi90Y7bSoBcyxtLG6NBMQOBFxlh45ZVnSV/58MNhvh9N9jqP7RH80kM4LAZFGTcGdR8JymBmxH2PwU5dINKnCYirl7rTpX8Okg/5RXHsXRjlBVnwPUdwROkpp7qZEabT6+whBpp26iht7bKWeiE7JmXEIixq5l2TDnodgKbV7xDPc1xkULRRcEGMY2ZLWYGMx/ENFAxWqUK8ug6VyLdYqdRldgYVLSuKW0irrhoqCFGGVSGmjpRblVTKQz6UKV5/pRMKT6gf7xRJfaLZdvKO6l6zrUrEkNb68y71nyptCs9E6WpidTX5hO+WSLlq5hGlJR9te/Ljnp/xUhctN+Wr+Z2oLaO6qOuG0i+Oga80PUdejxOa6nP4injKky/xmo+2S+AR4qG58gTfLJY2ifZFEFciyoPWkfyIi8rIKldNepcKr6rLEnkoXYmvWcaIVvB7xJdafnibtHH+AWvzPP9Z5Z0k6bVttP7alrX7J2lr8g7lxqAcsplO8fS4Rka8w/fUNSrJ3yDx5B/Cgb/JO6KTPqNslFFdhkNaJkCGptIygNfMh3iVHZoPhjHtRd2heVSviN6BR3g/9D9NE9pG91kRr+47fBcaKu+osRUvCwbFyASf6DO+n6QVMoJ8tC0oB/GavmZbKk/Aazo5od8MdArvgLxTk85at5plCu06NFUH4kkb2g9+oUxaV/7zPvTneVQu7bvaB0hHOflfLHkrzwQa6DdIG4yv8A5p6UsqX4jTslO/SOZPFZ4iHfyFbK1ZT3XjjtoZjMYU5f+ob9Wkk7YHvymfynDuZAsyf6jQBFS+1jKSB30g5MP3MUYC35GXPovqpHzN96jPeOHbkLfyGNcpTZH3lGdCfYolvqbM13KTp5ZtfI22Uf4amCqD1o94vok807S0j7YbeeikQpQ3ZaD/KJ9F7QtNorGauKJYOSbEyhEheSmvT/Nl4xAoHR/hQXU9jNLWbEu+WyD0jHgqoinfoo6RvAjjfWivEF8icoFvalrKruUkTJmib0b0Vn6oKft4pts6CFOedDJf+zFplZdD3lF6aBC1TZGkg65K79AvMfyQK4N9OUMb6L2U1FH7cOBtts5oO+idhVEe9B3ypk9F7VMqPBvRRPmBvsj3NG++p/Uhb+qj77Lyo32EfNGDaB9cOnlGfZX3SBswGu/5H9cpAs/XTK/3QGsfVp7UskQyP5pc1HcoH7yfro7Kf+QRfRd6KL0Jkzf0Vh1Qz0RQGlK2gFG52TI0ytMqWQ5kz2ihueZBvsXCj7XLUeL7nfJlzb7DeQ2qk+CNpG3MM+Vv+rCWQ8tIuUiriyuhD+tVTyrrx6RkOG1CHiqrtHyFQgPSqv6rMon0WlYWQ0ZKWOup9aHNon6Gm7BdKN8kIG4IKgPRoNoh6sbA5HVhffLleTI/GD0wWTweTKYnTNogAJOYS97J8mZKG+ID8jxdHGnJMx4fyhPi4+VLpg11Iq8QlyxLeCekDUi6eN4hLls+yfTp6k9c8t04JvMJeSTzBpNlzJYWJD58m/+kTdY7jvXJO5lPCAeM5x9/FsoBhrzjcfH0yTJmSp8pPl7veBxpk/UJz9LFJdPzO5lviE/mkakuYLr0hNOlJ5/65k18ujjSgvH45DN+x8Px+JA+0DtenhAXTwemq0+2OhKfKZ9kXLpyBEymT/dNnifLACbzC9+J58fvdGUN34nnEU+b/F66OtSVd7IOIW2y3DyLx4Vv1Tc9GN5JljtdWsIh7xCX/Ga8PvzmeciHcDxtMj1I+hCXzDueD78Dhnf5TbpkXeLx8e+F+HgeYPhuPD6UPVveybRg/HshX/4nvwkSF9KHfAMm05MuHpfpm+nSgvGyxNOH+GQe4Vk8n1DGZN4g75M+Hg7fi6fjXTBZxmzp08UTTpY7pM0UH/8eGPJoaN7xML/D+8n0/E+WAYyXI/6c33WlD3Hknfxe8lk8LuSRLn/i4nmD6dKH8oHxOmYqR7o8MpUjxPM/nk+Ir0/e/E7GxcsXMDxL5h3ejyNpQvoQFy9L/Jv53rA0Q7BJQE1DMDSmoaGhoaGhoaGhoaFhrmiGYJMBMwQNDQ0NDQ0NDQ0NDRsHzRBsMmCGoKGhoaGhoaGhoaFh46AZgk0GzBA0NDQ0NDQ0NDQ0NGwcNEOwyYAZgoaGhoaGhoaGhoaGjYNmCDYZMEPQ0NDQ0NDQ0NDQ0LBx0AzBJgNmCBoaGhoaGhoaGhoaNg6aIdhkwAxBQ0NDQ0NDQ0NDQ8PGQTMEmwyYIWhoaGhoaGhoaGho2DhohmCTATMEDQ0NDQ0NDQ0NDQ0bB80QbDJghqChoaGhoaGhoaGhYeOgGYL1ho8++shVVVUJrl69OhUbwaxZs9z8+fNTIYV169ZJ+pUrV6ZinFu0aJH74IMPUiHn1q5d69asWZMKZQYzBA0NDQ0NDQ0NDQ0NGwfNEKwXfPjhh+6YY45x1157rbvuuutcWVlZ6onCs88+66jzGWec4d58802JW758ubvmmmsk/fnnn+/ef/99t2TJEkkHkebOnSvpHnvsMTdtGo2RHcwQNDQ0NDQ0NDQ0NDRsHDRDsF4wcOBAd/3116dCNYGVwBNOOEFW/zDuWrZsKSt8Tz311OZ3evTo4e644w739NNPi+E3YMAAd+edd8rq4COPPOI2bdok6bKBGYKGhoaGhoaGhoaGho2DZgjWC5577jkx8G699VY3aNCgVKzC22+/7S655BL5jUF3+umnu/LyctemTRv34osvSvyECRPc5ZdfLsZgv3793JgxY1y7du3cSy+9JKuLuRiCoeEMDQ0NDQ0NDQ0NDQ23DAvckiVmCNYJuH62bdvWvfvuu+6GG25wffv2TT1x7vnnn3dXXHFFKuTcqaee6kaMGOGuvvpq16dPH4krLCyU+HfeeUdcRTt16iQrgS+88ILr2bOnO/nkkyXvbLB69Sdu7NgRbsWKSW7lysmGhoaGhoaGhoaGhoZbjHPnjvGG4FQzBOOAyybGGqt6r7/+eipWAePuggsuSIWcrOpdeeWVqZBzZ555pqwAYjCGd9kDeMopp7jq6mr35JNPimH52muviSF46aWXygrhxRdf7D799FNJHwcOppk9e7arrKx0o0aNciNHjjY0NDQ0NDQ0NDQ0NGwAjnLDh49w+fn5ZgjGgT1+U6dOdZMmTRIjDFfPpUuXyrPevXu7Cy+8UH4DQ4cOdeecc4783rBhgxiCixcvdnl5ebIfECDNZZddJr8BjDtWBDEYr7rqKjk59Nxzz5XDZJKwfv16b7GvdKtWrZJ0GIuGhoaGhoaGhoaGhoYNxc8+W5eyOhoO/5OuoRzs0qFDBzEKO3bsKCt9GGisHH788cdiCA4fPlxWByEAe/6CgchhMriOPvHEE5IXFjcHyUyePNktW7ZM0rCXkNVH8jQwMDAwMDAwMDAwMGhq8D9pCH722WfugQcekNU7jEAMPe4VfPTRR8Xds6KiQlw8eT5v3rzUW7p/kLju3btLOoDTRdkrGMKcIHrRRRe5goICCRsYGBgYGBgYGBgYGDQ1+J80BA0MDAwMDAwMDAwMDAwygxmCBgYGBgYGBgYGBgYGzQzMEDQwMDAwMDAwMDAwMGhmYIaggYGBgYGBgYGBgYFBMwMzBA0MDAwMDAwMDAwMDJoZmCFoYGBgYGBgYGBgYGDQzMAMQQMDAwMDAwMDAwMDg2YGZggaGBgYGBgYGBgYGBg0MzBD0MDAwMDAwMDAwMDAoJmBGYIGBgYGBgYGBgYGBgbNDMwQNDAwMDAwMDAwMDAwaGZghqCBgYGBgYGBgYGBgUEzAzMEDQwMDAwMDAwMDAwMmhmYIWhgYGBgYGBgYGBgYNDMwAxBAwMDAwMDAwMDAwODZgZmCBoYGBgYGBgYGBgYGDQzMEPQwMDAwMDAwMDAwMCgmYEZggYGBgYGBgYGBgYGBs0MzBA0MDAwMDAwMDAwMDBoZmCGoIGBgYGBgYGBgYGBQTMDMwQNDAwMDAwMDAwMDAyaGZghaGBgYGBgYGBgYGBg0MzADEEDAwMDAwMDAwMDA4NmBmYIGhgYGBgYGBgYGBgYNDMwQ9DAwMDAwMDAwMDAwKCZgRmCBgYGBgYGBgYGBgYGzQzMEDQwMDAwMDAwMDAwMGhmYIaggYGBgYGBgYGBgYFBMwMzBA0MDAwMDAwMDAwMDJoZmCFoYGBgYGBgYGBgYGDQzMAMQQMDAwMDAwMDAwMDg2YGZggaGBgYGBjEYMmSJe6xxx5z9957r7vnnnvc448/7lauXJl6mh0++ugj98ADD7j58+enYjLDpk2b3KuvvuomTpwovw0MDAwMDD5PMEPQwMDAwMAgBhhmX/3qV91OO+3kfvCDH7htttnGnXbaaW79+vWpFJnhgw8+cAcccICbPHlyKiY77Lbbbq5Vq1ZmCBoYGBgYfO5ghqCBgYGBgUEMMAS/973vucrKSgk///zzbrvttnPz5s1zq1atcp07d3Z5eXnu448/lue9e/cW7NSpk3vqqafcfffd5xYsWCDPBg0a5G688UbJIxh7GIsdO3Z0L7/8sttvv/3cLbfcIs/4XuvWrd1tt93mli1bJmkNDAwMDAy2FpghaGBgYGBgEAMMwe985zvuySefdGPHjnWXX365+9GPfuQWLlzozjnnHLfPPvu43/3ud+7CCy90GzZscIcccoisIO69997uvPPOc9/85jclj4EDB8qq4l577eV23HFHcTVdt26dO+qoo9w3vvEN96c//cl9/etfd3fffbe4o/7qV79yu+66q9t5553d8ccf79auXZsqkYGBgYGBQeODGYIGBgYGBgYxmDZtmhhoX/nKVwR/+tOfuj59+rjS0lL3ta99zR1zzDHuuOOOE5fR4uJi16JFC3fEEUe4jRs3urKyMvfd737XjR492h122GHuxBNPlHj2Gu6+++6uX79+YigOHTrUrVixwv34xz92d911lxiD3//+990nn3wi3+H777zzjrmMGhgYGBhsNTBD0MDAwMDAIAas5mHM9e/fX1w8ly5dKvG4eW6//fbu0EMPFUPw4osvdlVVVe6f//ynuHRitFVUVMiK3rvvvut++9vfuq5du0r8iBEjZL8hbqO77LLLZtfRAw88UFxNr7vuOnfwwQeL0cgq4w9/+EP34IMPmiFoYGBgYLDVwAxBAwMDAwODGARDkNW+OLDah8voW2+9JSt+GG9r1qxxhx9+uLvpppvEaCMN7qDjx493//73v8XQY0/glVde6X7/+99L/Lbbbuvuv/9+OVDm29/+tuvevbvsLWQVkG/27dtXfpPWDEEDAwMDg60FZggaGBgYGBjEYNy4cWKITZo0KRUTwc033ywuobiM8pvVu4MOOshdffXVYrSVlJTIfkGMuKlTp8r+QNJz+Exw9SQtcewpZK8gK4K4iR599NESj/tpmzZtzAg0MDAwMNiqYIaggYGBgYFBDDDKRo0aJSeEJgHDb/jw4YLBUMPgmzFjhvxmj9/IkSPd8uXLJcx9griJsu8vAHkMGzZM3ikoKKjxLu6nrDaaEWhgYGBgsLXBDEEDAwMDAwMDAwMDA4NmBmYIGhgYGBgYGBgYGBgYNDMwQ9DAwMDAwMDAwMDAwKCZgRmCBgYGBgYGBgYGBgYGzQzMEDQwMDAwMDAwMDAwMGhmYIaggYGBgYGBgYGBgYFBMwMzBA0MDAwMDAwMDAwMDJoZmCFoYGBgYGBgYGBgYGDQzMAMQQMDAwMDAwMDAwMDg2YGZggaGBgYGBgYGBgYGBg0MzBD0MDAwMDAwMDAwMDAoJmBGYIGBgYGBgYGBgYGBgbNDMwQNDAwMDAwMDAwMDAwaGZghqCBgYGBgYGBgYGBgUEzAzMEDQwMDAwMDAwMDAwMmhmYIWhgYGBgYGBgYGBgYNDMwAxBAwMDAwMDAwMDAwODZgZmCBoYGBgYGBgYGBgYGDQzMEPQwMDAwMDAwMDAwMCgmYEZggYGBgYGBgYGBgYGBs0MzBA0MDAwMDAwMDAwMDBoZmCGoIGBgYGBgYGBgYGBQTMDMwQNDAwMDAwMDAwMDAyaGZghaGBgYGBgYGBgYGBg0MzADEEDAwMDAwMDAwMDA4NmBmYIGhgYGBgYGBgYGBgYNDMQQ5A/BgYGBgYGBgYGBgYGBs0DLr30UveVPfbYwx133HGGhoaGhoaGhoaGhoaGzQD33HNP9/9pMmmDmrjamgAAAABJRU5ErkJggg==" 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" 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eXzNCfbp+Zz+BzOBQDwOk3vvSmesibrzmI1V0251ZzqqH1UdxPPFlvlz+amK7U7nnPekzrnpc/5qk/9+QCA12167+2+D7v4ztxpPVFumrOaVx21j+qzicq7WZ2T+TxmvNPV1vor8akvXb1Mcevqk8d5dLMul3mbchmrR3NNxmsNAABnuvdLHq17x0zvnZeYO60xzescte9Wa9gtUGMeZ7z23VIdm+NT/XPiXc00z+pYduY4NtVONVNfpvopnuoYAIAr/L65+q7JeZmvtWfjzlSzM9eO2r5a4ZpyLHNZk33JOqtjc3xVr/4qLx7XeUnjaZ7VsXieW5Wxmvd4qqn92hxPXXyqAQDgqp33juy8a3bnXlmr2plrR+262ula1sW7mmle5fhOfcam+rOaaZ7VsXSxlPlpvalmNddq3OPV3GktAADO7Lx3ZOddszN3Zx2Z6nbny1H7qO4mOpY59ae4uSZjUsfm+FT/nHjtu6WzsXSxlPlpvanmKXOneKpjAAB2Te+UnXfNU+Z263Smut35ctS+W61htpSxerSpJuOdOsdy7DW6mhqfarI/1dS4TXHbWW+nL543xd3Po7km47UGAIAd3TtFVnFb1UzxzlPrVo7aC9UAAAALX8q2gg0QAAB4MWyAAAAAPlNsgAAAwO2wAQIAALfDBggAANwOGyAAAHA772yA1K1tssqls7qX+qydms40z+fktnKWnzx1njxnLgDgdfI7q74jpniaaq7G01TTxTNWc2mVn+Z0jtr3q3cW2P2QVV3N7a75kqbP/BzObeVzOx8AwKc1vbd23mdX507x9JJzbTVX/Wle56h9v7qGNHbrxtbFa42dxfNYazPWHbOlLl5rrJubPNYxcx7XuNR45jOWcXEs4+7XWgAAZHpP7Lw3ppora041T5lrZ2tO8zpH7fvVGappj6e4TXV2FtexW6P2a03m5WrcpnrTuFtjmtfF67w6zqNNcQAA0tl7ZKWbM8Vq3Lp6W83tYlZzZ+OVo/b96gzVtMfNtDexbI51zuKZn/pS66e8qJ/NsU5XmzI29cXjK2tIzWVzDACATr4j6vvi7P2xyju3u6bi2RxLZ+PKa7mls7npqH2/OkM17fEUt6nOzuKZn/pS68/yNsVtilvmp7543K33lHlTHAAAmd4btnp/nL1bnL+ypu3M3VknrdY6c9S+X52hmvZ4iov6U106W8NWfY/r0bq4+lO9TXGr61md53EXr/PqOI+SNRkHAEC6d0ONTe+PK3N31nzK3G6dtJorZ/PTUft+dbegm9WxZKweJ55T63Lc5RybjpZj9c/qbYpb5qe+1Jybx5axjEvGpiMA4N78rshmXUw8zrybdTFZxW1VM8U7GZ/myjS/c9ReqP4MfeGn/z+v5ToAAF+OD/Hu+VLeZ8d5fllvXp1uttfiNV0LAODL8CHePV/K++w4T968AADgXtgAAQCA22EDBAAAbocNEF4EtxEA4EvyzgZI3Wyfms/hyrnk+V+Zt+tzW/Mpc/3dvNS1vNQ6AIDXb/cdlHVZ28Wzb3VcHflHxdXJH9pTPv9DX8OH+E6es+bVuR/6+wEAYHLlHTTlVmu4v1rXjppHVZ2QY/drzM1jH2uumvIZq0dxPmOpxru6bo2MZVwyljnHa6wea41kLHOOZ6zKfNY5nrE0xa3mPc5jV1PjGatxAMB91ffA9F64Es+Y+9P8dNQ8quqEHKtfx8l5x89q0zSnxjMvdSxnNdN4J67+Tv1Oje3Up5ea25nW0DFzGU9ncQDAve2+HxTPZmdx93ccdY9KdbOlnXHGpr64NpvjqcanfFIsW1VjHj8lXpvjabcmj1bHsppbW9XFUs17/FJxAAD0Tsi2Y6rr4o6drX/kHtmTwre9/+rGGZv6Usc21dWjdet0sTSt8dy4ZXx37lk87c7tnNXsrv3UOAAAaff9MNVN75uML+Y+MlOR1Fw3ztjUl2lc59R45qWOpYulaY2duPpX6039qaaLSx3Lc+bKqq72Pc6+ZDydxQEA97b7fpjqzuZ3dbXGjvgjMxVJl1PMzWOb+uZ5NZexehTnM5ameOrWqPNqzuMuXmMp87VuFc9YlfmsczxjnVVdxruj++ZYxruaPAIA7svvjOldYau6KZ66mnTkFlngwC0CAHht2ADhFLcIAOC1YQMEAABuhw0QAAC4HTZAAADgdtgAAQU/CQB4/d7ZAKmb7VPzOVw5lzz/K/N2fW5rns2d8h/iOiYv8VmrNXa+A7czO2vlUXbW3TGt81LrX/W5nQ+AL4ueFW5pildZl7VdPPtWx9WRf1RcnfyhPeXzP/Q1fIjv5Dlrns2d8h/iOiYv8VmrNa7knnsu3fznrmnTOi+1/lWf2/kA+HLU54THU7wz5VZruL9a146aR1WdkGP3a8zNYx9rrpryGatHcT5jqca7um6NjGVcMpY5x2usHmuNZCxzjmesynzWOV5jHcfzmK2qdcmxrPGx5qSLdbImjxmX7Kcpbs7n0S1lrDtmXrpY1dVM9bUmm7k/5WU17ua4P8XFuSkP4J7qc8DjKV5diWfM/Wl+OmoeVXVCjtWv4+S842e1aZpT45mXOpazmmm8E1d/p36nxnbq09W5NW6Z72rrvKyTbo64rquVrr5T57glj2vcprjlmrW2i0/1U1/qWKaarlYyvpqbfZv60tVLxjNX6zMndQzg3vRMcEtTPGVN1p3F3d9x1D0q1c2WdsYZm/ri2myOpxqf8kmxbFWNefyUeG2Op92aPFody2pubY53uvzUl2ncxVdznc/WqfE6x825zhS3zHu9bI6nLj71pY5N8WyOdTJea7q5O33JubU5nmrctdkAQOrzwOMpfmaq6+L5Wav1j9wje1L4tvdf3ThjU1/q2Ka6erRunS6WpjWeG7eM7849i6fduXYWz/zUl2ncxVdza26ys65djVvmd9fweJo71aeppquVjO/M3elLNzed1U/zAODs+WG7z5GpbudzFnMfmalIaq4bZ2zqyzSuc2o881LH0sXStMZOXP2r9ab+VNPFpY7l6twaty4/9UXjLn9WJ908q2Orc9ySxzWepjky9cXjWjPFLftSx1LrPe5qpdanbu5u3+OMS8YzV+szJ3UM4L6m58Puc+Op87u6WmNH/JGZiqTLKebmsU1987yay1g9ivMZS1M8dWvUeTXncRevsZT5WreKZ6zKfNY5XmMdx6faOi/ru1zGp7x5XOuqrMljxiX7nW6OdOOpzrF6lMyLxxmrMl+PVcZrTTf3rH6akznJui4uzk15APfVPR9kFU+ruimeupp05BZZ4C1uEwDAa8IGCFu4TQAArwkbIAAAcDtsgAAAwO2wAQIAALfDBggAANwOGyAAAHA772yA1M32qfkcrpxLnv+Vebs+tzXP5q7yymV7rrM1nvsZV+Zf/SzVZ3tpH2LNzsf6HADY0T2T/Jw9e15lXdauYqmOqyP/qLg6+UN7yud/6Gv4EN/Jc9Y8mzvlu/iHuLaXdOX8rl5LrX/p7+Jjfbcf63MA4IyeR2fP1tUzq8t18zPmfje3OmoeVXVCjt2vMTePfay5aspnrB7F+YylGu/qujUylnHJWOYcr7F6rDWSscw5nrEq81nneI11prit1qpHq7Vu1tXXmirzWed4xlKNX62XnTW6GsvaLp6xqqvJWMbTbn3Gat8cz5g8N17zAF6f6fd+Nrbd54Tqstb9nflHzaOqTsix+nWcnHf8rDZNc2o881LHclYzjXfi6u/U79TYTn26OrfGU85Pq7Uyt6pLXXyqSbXe46fMTWf1trPGTlz9s/o01Vydu7OO+tks++LxS8UB3MPZM2B6JiiebeJc1q3q01H3qFQ3W9oZZ2zqi2uzOZ5qfMonxbJVNebxU+K1OZ52a/JodSyrubU5fibrxeNsjleZW9VJxmtNN2eq0bG2qsau1kvGcq6b4+ksLupnq2reNT5aHUvGpvouPsWyWR3LatzVA7iH7rfvZ8KVZ8O0Tsfxs/WP3CN7Uvi291/dOGNTX+rYprp6tG6dLpamNZ4bt4zvzj2Lp925NsU7T1kr51yZX2u6OVNNV1tlzbROOot1eZnWvhpPXUyuzp3qu/hUu5I1O/N31gTwupz97nefCzvPGHE884vaR2Yqkprrxhmb+jKN65waz7zUsXSxNK2xE1f/ar2pP9V0caljuTq3xq2LP3etK/OnmlTrPX7KXFP/rF52xxlX/6nxVGPdXDmbu7OO+m5pGr9UHMA9nD0DpmfCqm6aI87t1B/xR2Yqki6nmJvHNvXN82ouY/UozmcsTfHUrVHn1ZzHXbzGUuZr3SqesSrzWed4jU2yvtZ18VpjjtdaN8u+dDVV5rPO8YylGs/abo7zWVdN+Yxl7mo8uSbztbabu1uvvsfZT47X3HPjNQ/g9ep+7/WZYN241mWsy6War47cIgvg1eMRAOCO2AABN6OffDYAuKPj+ccTEAAA3AsbIAAAcDtsgAAAwO2wAfpC3emPjVsUAPDS3tkAqVvbmZ2a6ilz8PC5fX8f8nxWazuXNZ/bdwMA+Dwd74vHG+MpL4+PNQefr0/159l9LvcWAGDH8b54vDHOXh7Ku3Vj6WKSscw5njGZ4mmq6eIZy3jl3Fl9l6t1NTfVZ0yyNnNdXT1mq7qc+zVW66rMZ53jGau6GvdrrKvzuDtmXrqYdPFaAwB4vY5n/uOpr25tln3x+Ck1XVzO4unq3CleKd7NmfrS1ctOvOZkVZ8y3tVMfcn6nbpU6z2+Oldybua6upr3uMYt+9LVSx0DAF6/49n/ePqfvQiUrzXdOJtj6Swu6td8mnLTmlO8yvjUF42zmftdzLqatFvfxVf92hxPZ2OZanSsrepiUuO5RrbkccanvtRczQMA7uN4BzzeArsvhKyb+uLx1XjqYrIb93iKVxnf6UuX26mvcdut7+I7/VTjZ2OZarraaqqZ1kxTTcanvtSxdDEAwOt3PP8fb4DVy6DmPM547U81XVzO4unq3CleZXy3n2PZHde47dSrP8Vt6ks3V87GkjH1Pb46V3bnapyxHNe4ZV+6eqljAMDrdzz7H09/dWtLXXw1vhLPmEzxNNV08a6mM83p5jvW5SrXZ66rkxqvczyuR5n6orGb1Rrp6qrMZ53jGau6mq5+qvO4HiXz4nHGpIvXGgDA63U883nqvzS+UgAAPm9sgF4YXycAAJ8/NkAAAOB22AABAIDbYQMEAABuhw0QAAC4HTZAAADgdtgAAQCA22EDBAAAbocNEAAAuB02QAAA4HbYAAEAgNthAwQAAG6HDRAAALgdNkAAAOB22AABAIDbYQMEAABuhw0QAAC4HTZAAADgdtgAAQCA22EDBAAAbocNEIAtelTU1pni1uXP5pg/d1Vfc1Ntxr1mtmrKZXzKV451OZnitlrTNHarMldrptwUB1a6+2T3Hjqry3hXN82zI39SAQCH7lFRYx6vHitPmSPTvNStNa27U2M1fza35qf5q7ldzpSr+RyvclLH8pQ5wIrumafeVzvzHMtcF5scNRtVAG6ve1TUmMerx8pLzJl0a01zd2rkbH6X79Y+i9kqZ13N2byuNtXY2RhY8f3y1PtoNa+uvcqtHDUbVQBuT4+KriWPazy9xJxJt9Y0t9ZkS3Vsjuc8t+RxxruYrXLW1ZzNq7W1VTVW62se6NT75Mo9NNV5nPGsq/WTo26zEsCtdY+KjNX89Gh57pzJtNbOmqv1z+afrdPlu7lyNraM17WuzJGdepnqgJWz++jq/Zfxs7k6TjVy5BZZAHire1RkTP3abNWvrTPFU13Hc3ysMj7VyNn8ml+N65yutrZOxt2vx6qbY92cnRrgzNl9NN1XU52OtSWPM15r7IgPGQAI3aPCsekx0uV351Q13q1ZKb6z3lRjNb+auzN2LHO1zrp4jWm8WuvqWHZqgDNPufdkp24Vy1xXJ0d8yABA0KOiNst+qjVX51Reo9as1uqac5b9SZ1v3dyMrfJndbKan2pMY7dqd37yWtmAM919Mt1D3birs935kyO3yAIAALxCbIAAAMDtsAECAAC3wwYIAADcDhsgAABwO2yAAADA7bABAvBZ0qOptnQlV/NSY2f1tlMjWVdra67m05Sr8VzLzbJvtcYcv5oDOvVeyXvIbTLVdPGpbuXIn1QAwCewejR1ud2YOJ75WruzXldjq9rVvEq13VpdbCXz7p+t0c2xOgYq3SOr++RKzuMunrGprnPUbFQBwEe2ejTtPramOscz39We5eVK3LFpTke1tX6KrWTe/S7WmXKrObi37h6rXuqey5j7q7XtqNmoAoCPTI+m2lIXq6a845nvas/yciXumI61TZybjqZxbVWNT/1qyq3mAPLUe0f5bHYWd3/HUbdZCQAf0YWH2FjbxWvM47PaLi9X4o5Nczp1zrTGzpqqybqpX0251RxAnnrv1LzHUzxlbZe3I7fIAsAncvXR1NVPsdocrzLW5eVK3LFpTqfOmdY4WzPz3Rqr+VNuNQeQ7h7ZuW9qjcdT3Lq6WmNHfMgAwCe0ejR1uZ3YtKbiO7W768mqdjWvmuat1u90c8/W6OZYHQOd7j7ZuXem+22KW1dXa+yIDxkA+IT0aKotrXLWzenkOm6TnRrJulpbczWfMjf1xetks+xbrTHHr+aAznQfdWrc99qVeOpq0pFbZAEAAF4hNkAAAOB22AABAIDbYQMEAABuhw0QAAC4HTZAAADgdtgAAcBnrHtE78Yk4+pn66zyqxzQec59NNV18alu5cifVAAAPpnpoT7Fq6leztbI8VktUOkeObtvpvtoquviGZvqOkfNRhUA4JOoj2iPp3g11Ver/NnaQDXdd7v3zO49p3HG3J/mp6NmowoA8EnUR7THU7zKuPo7ddVT5gBS7xGNs01WdV08xxlfOeo2KwEAH10+ouvjepWzLq7Yaq3qytpAOrvPdu8tj3fmZ22XtyO3yAIAPrp8LNd+bZb9NMVlZ748ZW1A6j1yNrapbne9jNcaO+JDBgDwSXQP7+lR/Zx8ja3GZ7VA58o9lqa63fUyXmvsiA8ZAMAno0dzPp6nR7Xjrs/muHX5apVf5YDOlfuoG091Uzx1NenILbIAAACvEBsgAABwO2yAAADA7bABAgAAt/NmAwQAAHAf//d//w+0hT6y1sOQKQAAAABJRU5ErkJggg==" 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" 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" 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" 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" 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" 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" 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" 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C6qa+Iax6Prt+Ih6nF/lT+sed5a4YDw8vs2mI1Jl69UnpU8snkWXCHcGd2G7FcaybYdg/UZrVEV27TwXFTXxDWOT9dUmqKeEV0emY3fcN5a4cD4NpiNnS5e1aE2q0k236IzhDuhW3ClD7Jt16jWqVu7TQ/PQ3c9XJ/5NN55yaz2bPyG89YKB8a3wWzsdPFRHmM4TnyDaAh3xrcfxt6oKz4ONXvWbYuF52B0LTzWeanj6K2i0l3TcVfnK85bKxwY3wazsVPFRzmMqafzb/qgUgh3ZLb1NO7ebNua0TrN1myLh8czuw4e57jTlVHtFb+OR7U+c95a4cD4NpiNnSo+ymFMPZ1/0weVQrgT2HbeHNdG3vCFap1U8xjZtPBY3lyjrRHvexx0Oqn8ZJTDpnT+rzhvrXBgqm0AjU3pvE6lgape5wVbbBANIRyG08MgPCv3uD53v+bnrRXCU5JNGkI4cXoYhGclL0Ah3Jhs0hDCidPDIIQbct5aITwl2aQhhBBCOBx5AQohhBDC4cgLUAghhBAOR16AwsPA1mNT9upHplqLbp06PTyG6jqsXKPOs1dXZh7XZ/4QQLdPOl1RT+WtxjOPs8UnjhDuQLdR9+pHBmswWxeOZ77wvmD9Z9ekukadZ6+uzDwYqzbzhwC6fXLJ/qlyVKv6nlOxeRZcIdyZbtPO9KOyui6rvvB+3PKazGqtnGPkqepUNUJwun3V6SPUU9WZxTs2z4IrhDuB7adb0Lcjx51+dKp1gMamdHp4DKPrM7tG7nE/x52ujDxVHfS1hdBR7RPfM7M91MWrOtRmNcnmW3SGcEe6jTvTj85sXbJ+z8vqtRtBzygXfW2Oaxyr3vWBj0MA3T7Zu3+6+ChPzzXxDaIhvBPchr4dZ/rRma1L1u95Wb12I+hZza30LhdHb9QVH4cAun2yZ/9cEqvOM/AOzhDCnfBtx/Fe/ejM1iXr97ysXjul8+zVlb2eFX8I3T7Zs38uiVXnGXgHZwjhjmDrsSl79SNTrUW3Tp0eHkN1HbprpOORZ69OOg+pckf+EEC3T0a64mOlilX5kxqDaAghhIdzj8d0Hv3h6OQFKIQQnpy8AIVwe/ICFEIIIYTDkRegEEIIIRyOvACFEEII4XDkBSiEEEIIhyMvQOFhYOuxKXv18DXdOnV6eC5Wrk/lmV3fUd0uV3WNVVoIq+j+Ge2hkce1ylflKVt84gjhDnQbda8evibr99rgusyuTeVZGbtGRrlVzsgfwgore2a0z9D3MWFftY7Ns+AK4c7MNq3r2bZrzNY1PA8r16rzjMZdDuly9/pDWGF1v3T7zI+g6qvWsXkWXCHcCWw/3YIcV7ri41DDdeJ6soXnZeX6uGc0Zn9UFzE2oprqoNNDmKF7Z7R/PLYypuaxjs236AzhjnQbd6aHHl2jrN/rsHJtKg80bdSI9hXXZ75VfwgrjPYPYtqUWR6PE98gGsI7wW3o23Gmh5rZemX9npeVazPzMI6jN8e1ygOor/pDWGF1/6zuO+oaH3ibSAh3xLcdx3v18JZqbbJ+r8PKtZldz6pGV7fL3auHsMLq/pn5ZnkaH3ibSAh3BluPTdmrhy/oGvlaVVp4Pqrr41rnYasY1ehy9+ohrNDtn2pc+cCK1uWSLTaIhhBCeDj3eEzn0R+OTl6AQgjhyckLUAi3Jy9AIYQQQjgcpxeg//nf//uUlpaWlpaWlnaE9vkF6NQLIYQQQjgIpxeg6u0oLS0tLS0tLe0jts8vQKfexh9//PHp999/f9P+/PPPs6Pnr7/+OvdqEF+tFUJYg/esgntsdP/mPnwOqmsHoKONWM31vYDW1e5qMk+Z7bFwbKo94XuTdLqyJxfndQ3j6h3lqxegn3766dN333336ZtvvkHg1Ef79ddfz44a5P3888/nUQ0WBDVnvhDCHNzM33777eleRUOfN/gPP/zQ3r/o5z58LKNr9/3333/W0Xf25uJ6cx/Ai2vvdbuarqPxXKM9Fo5N9Yzp9nWnK3ty+Z4BDe8lgPu4YvNubgMTL+TPb/28CQDerODFDcG3LnjclxegEG4H7id88fCXjd5buNl58xN4eF/nPnws3bX77bffTn3ofK5CU67JxZ6Ars9l0NXkMxtH9n/55ZdTTrXHwrHpnjHd3lzZs3tzcU7sZfRxBHg36V7Qt7wt0+CHUPSNH0cW5E2FN64ff/zxdGPwVwN0/hmMNxAXJYRwG3CP6b3FPu45ftnx/uN9nPvwOdBrh4Y+mV2nPbn0zv5SozWr+tAAdd1j4dh0zxjuHcJYpyt7c/GCzpdzvKtgv+JdpGPLkypnvDj/pIUPCBivbgZ8eMA3NOZwceALIdwGfPnghue9xvsMNz1/hPBXEu7J3IfPg187f+6OrtPeXH4pjfCaQP+ZAV8o8HR7LByb7hnT7c3ZngV7c7E/sdexVzEf9PH+wn3rbHlS5YwX9zE/IAuiryfnTUEd+KKEEK6HX1j84YEfJfjSwr2Ihpj+u3nuw+fBr50/Z0fXaW8uxrN/svKa+DWNMfYU9xK02R4Lx8afMd3enO1ZcE0u//rDPYr9jaZsulQ548U5RiHgf91BXyeFE/si5MEbwm3BFxXuKf3y4b1HcMPz38JB7sPnoLp2fOHQFwto6OO64dqCPbmA11z3xUpNPs8J+tBmeywcG+43PmO6vdnpujf35irY0/jrD+dDn7KNTdnwjY+JYIyCKOZvUojhxvn73/9+6uMFiTcUF8EXJYRwObyfeL/xgcEfJ/qQgEZyHz6e7trxOYtrw2cwNL1me3MBx/gCICs11aN7CQ39bo+FY6P7BnR7s9M1f28uQZ/vKPinMMT5v/Io29iUDRj9jR4F8VIDHX9K1ZsJNwH0f/zjH589qIGXIsQAJkE9hHAdvEe18d7SmH8x5T58PKNrh+uD5yYavgio4U/5GO/NBcxRVmti/6AeNN1LmpOXn6BUz5hub1a65+/JJXjvUA0vST4nUL4AhRBCeA7wYxO/ZvHAvxX3qBnCq5EXoBBCeGLw13f/5Xot96gZwquRF6AQQgghHI68AIUQQgjhcOQFKIQQQgiHIy9AIYQQQjgceQEKIYQQwuHIC1AIIYQQDkdegEIIIYRwOPICFEIIIYTDkRegEEJ4J/K4DeF5+OoFCF1ve9jrJ5fkXXquilvWGvGKc74Uzu9Z5nmPeVxTc5a7t/aj13nl/JfOcTVvT/1HrNfsnIyr717zXJ1LB+Kd59ra13Lv+teyd37wsyl7dUU96qu0j8z2Ob980ms/9CX5l57z2rkqt6w14hXnfCnPNr97zOeamrPcvbWfbb1vyepn27MGz7he1ZzuNc9Z3VH8mtywb33cy/Fe3an01dyPxPYZv3zK0QdGTFuF6yt+jfuYVDr7rgNqrisaVx911ZzOU+nsVzHQ6Url6fzUO7/HO08VJ11MNT8SelwnmuceaqqrpjpQTY+qA/eAygdU0xh11RyNq4+6axXUR37GOm0U66g87LsOVKuO2pRKd4+iXs/RmON65+90pfKwr0f3ANWqo8ZBpYFOVzSuPuquVajX/RxXumtK56k0Hqs4Ua3zdbpSedh3zX2OxtVHXbURVQ3Q5Vf6qneUi6O2ii5+K/0WbDW/VOVJtBHtAx+DvX5AvfOPdI3N/IrnXZoLZrk4zjzEx6DzVF4AXWPq174y83R90Pk7XfEx0FzAfpe7oqPPpqhXYyMf0ZzOr+zNdZ1oLnC/5/kYVPlk5gcc46h94n33aBzs1Ynq6Hf+Kt9zlUvrAM3VvlLpnb/rg8oPfAy8zizXdcU96kW/0kHnVzAe5WmfjPzKTFdGuRrrfIr7OV7JdVZzMe7qMeYe9/sYaM6e3CoHXKrfiq3el4qj4h6rvJVHWwV196pe4bqOmc/muMax5rA5lQZc51j1yuPN6Tw8Oq5X/r0e73ujrlR651FW6oBL9Kox5qz4ZroyyvVGvcL1yo++NmXvGHQe1bs+cH8XB+hro1bhuvq9Oap53GNVPuliVQ1t1JVK7/rAYx5XulzmaaPe4R73qu6NOtE+cW2W1/kB+qM48DFgnjbqTuVTXONYc9hGeHwlt9MV9Wi9Kte9xL3M10Z8DNTncR/fkq3ul8qjk3is8qq24gfUZ3Gnq9/pympuRedZqdl5RnSeVZ1j1fd6RrnEdY5HuVWtlTrgEt010tUgHO/VldVcsqp7nS5O9o5B51G96wP3z+Kk08lev6Kero7S1VzRV3M57nI7v1JpoMtd9Sue695OJ6pXnpV6oxo+Btf4lVnuSi2OK2/HzNvFV86xJ1e1rg+6msoov2LFs5et5peqoxN4rPKq5v3KD6h7/BY6+u4Dnce9s1wwy1W98xAfg85TeQF0jVV+z515LsntdMXHQHMB+13uio4+m1J5gY41b0UHPgZ7c10nmgvc77HKq7i2x6P6qO9+jYNKR7/zk1V/le+5yqV1QJW76ul0on1Q+YGPgdeZ5bquuEe96Fc66PwKxnvzVvxgpiuX5KLvcdB53Fvlgkrvcldq3iq364NufCv9Vmz1vlRE1xvRPvAxqDzUKj9QnX73VnrlIep1H+k81FVzOk+le1/HgJrrSuXp/NRnfsY7T9cHzOt09vVI6HGdaJ57qKleeYh69ag60D5Rj3tHumqOxtVH3bUK6iO/xvTojVSaU3m6PlBvdyQ6Rn/mVyo/oK6a4nrn73Sl8ri/8gDV/Ag0DjhWDXS6onH1UXetgzH3j3TXlM5TaaTrA4+xKZ2uVJ7Kr54qDjoPddUUjbuv0sBIJyNPpRPVuz5hHY/dSr8FW807VA0P49UvZ7bjmFdcn1zTEMIzsj2b8nT6SLz65cx2HPMK64M5agshhGdkez7lCRVCCCGEY5EXoBBCCCEcjtMLUAghhBDCcfjb3/4frt/ALaMP+CoAAAAASUVORK5CYII=" 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" 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" 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" 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<span style="font-family:'Times New Roman'; font-size:11pt">E</span><span style="font-family:'Times New Roman'; font-size:11pt">n virtud de las Resoluciones adoptadas por la Asamblea de Tenedores de fecha </span><span style="font-family:'Times New Roman'; font-size:11pt">03</span><span style="font-family:'Times New Roman'; font-size:11pt"> de </span><span style="font-family:'Times New Roman'; font-size:11pt">octu</span><span style="font-family:'Times New Roman'; font-size:11pt">bre de 2022</span><span style="font-family:'Times New Roman'; font-size:11pt">, con fecha 04</span><span style="font-family:'Times New Roman'; font-size:11pt"> de </span><span style="font-family:'Times New Roman'; font-size:11pt">octu</span><span style="font-family:'Times New Roman'; font-size:11pt">bre de 2022 se firmó el Convenio de Ter</span><span style="font-family:'Times New Roman'; font-size:11pt">minación de la póliza de seguro</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">y al contrato de seguro </span><span style="font-family:'Times New Roman'; font-size:11pt">de garantía financiera</span><span style="font-family:'Times New Roman'; font-size:11pt"> por parte Proyectos Adamantine, S.A. de C.V., SOFOM, E.R.; HSBC México, S.A., I.B.M., Grupo Financiero HSBS, División Fiduciaria en su carácter de F</span><span style="font-family:'Times New Roman'; font-size:11pt">iduciario del Fideicomiso F/2432</span><span style="font-family:'Times New Roman'; font-size:11pt">64; MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> y con comparecencia de Monex Casa de Bolsa S.A. de C.V., Monex Grupo Financiero, donde todas las partes acuerdan y reconocen expresa, incondicional e irrevocablemente que a partir que a partir de la fecha de la firma de dicho convenio </span><span style="font-family:'Times New Roman'; font-size:11pt">(i) su relación jurídica bajo el Contrato de Seguro de Garantía Financiera ha quedado terminada y sin efectos, por lo que liberan en este acto a MBIA de cualquier obligación o responsabilidad bajo la Póliza de Seguro, el Contrato de Seguro de Garantía Financiera y cualquier otro documento accesorio a dichos documentos; y (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) la Póliza de Seguro queda cancelada</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Durante el periodo reportado no se realizó ninguna emisión de valores respaldados por los mismos bienes.</span>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Respecto del pago a los tenedores, desde la fecha de emisión hasta la fecha de presentación del presente reporte, los pagos de intereses y, en su caso, principal, se han realizado en tiempo y forma. Dichos pagos fueron calculados de conformidad con las fórmulas y procedimientos que mencionan en la portada y glosario del presente reporte, específicamente en las secciones: “Intereses / rendimiento y procedimiento de cálculo”, “Periodicidad y forma de amortización de los títulos y en su caso señalar las cau</span><span style="font-family:'Times New Roman'; font-size:11pt">s</span><span style="font-family:'Times New Roman'; font-size:11pt">as y tratamiento de amortización anticipada” y</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">“Periodicidad y forma de pago de rendimientos”.</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">A continuación, se presenta una tabla con el detalle de cada uno de los pagos realizados durante el ejercicio 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt"> de las emisiones:</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:10pt"> </span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tabla correspon</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">diente a la emisión MXMACFW</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">07-5</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">U Serie A:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:460.85pt">
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3.12pt; vertical-align:middle; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Cupón</span></p>
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:41.05pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Fecha de Pago</span></p>
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<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 81px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDI</span></p>
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<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Intereses </span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
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<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 41px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Intereses </span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en Pesos</span></p>
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:30.7pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Principal</span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:30.7pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Principal</span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en Pesos</span></p>
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<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Saldo Insoluto </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
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<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Número de títulos en circulación</span></p>
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Valor Nominal Ajustado Inicial por título </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
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<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Valor Nominal Ajustado Final por título </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">196</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/01/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.045674 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">142.91 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$1,149.77</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">197</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/02/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.110715 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">271.68 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,203.53</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">198</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/03/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.108432 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">262.56 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,128.95</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">199</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/04/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.128018 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">515.40 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$4,189.20</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">200</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">27/05/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.153619 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">292.58 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,385.57</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">201</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/06/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.122500 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">223.08 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$1,811.97</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">202</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/07/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.182954 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">312.20 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,554.72</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">203</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/08/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.252113 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">709.44 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$5,854.41</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">204</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/09/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.244742 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">229.17 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$1,889.46</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">205</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/10/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.250745 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">258.26 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,130.80</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">206</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/11/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.307561 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">192.54 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$1,599.51</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">207</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/12/2024</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 81px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.329893 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 50px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">341.63 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 41px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$2,845.71</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 46px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">99,904.83 </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 52px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">1,667,069</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">59.928430 </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Nota: Cifras reportadas en miles de pesos, con excepción del valor de la UDI, el No. Títulos y el Valor Nominal Ajustado por Título.</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Tabla correspon</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">diente a la emisión MXMACFW</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">07-6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">U Serie B:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:461.2pt">
<tbody>
<tr style="height:54.75pt">
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3pt; padding-right:3.12pt; vertical-align:middle; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Cupón</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:41.05pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Fecha de Pago</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:42.25pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDI</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Intereses </span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:38.6pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Intereses </span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en Pesos</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:30.7pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Principal</span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
</td>
<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 47px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Monto pagado de Principal</span><br />
<span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">en Pesos</span></p>
</td>
<td style="background-color: rgb(142, 169, 219); border-bottom: 1pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); border-top: 1pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Saldo Insoluto </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:37.85pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Número de títulos en circulación</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Valor Nominal Ajustado Inicial por título </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</span></p>
</td>
<td style="background-color:#8ea9db; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:3.5pt; padding-right:3pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">Valor Nominal Ajustado Final por título </span><span style="font-family:'Times New Roman'; font-size:8.5pt; font-weight:bold">UDIs</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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">196</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/01/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.045674 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">-</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">197</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/02/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.110715 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">-</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">198</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/03/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.108432 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">199</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/04/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.128018 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">200</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">27/05/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.153619 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">201</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/06/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.122500 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">202</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/07/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.182954 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">203</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/08/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.252113 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">204</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/09/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.244742 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">205</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/10/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.250745 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">206</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">25/11/2024</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.307561 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:22.8pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">207</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.05pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:8.5pt">26/12/2024</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$8.329893 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:32.45pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:38.6pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:30.7pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">- </span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: bottom; width: 47px;">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">$ -</span></p>
</td>
<td style="border-bottom: 0.75pt solid rgb(0, 0, 0); border-right: 0.75pt solid rgb(0, 0, 0); padding-left: 3.5pt; padding-right: 3.12pt; vertical-align: middle; width: 42px;">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">14,894.50 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:37.85pt">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:8.5pt">157,445 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:36.65pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:33.15pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:8.5pt">94.601314 </span></p>
</td>
</tr>
</tbody>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:9pt; font-weight:bold">Nota: Cifras reportadas en miles de pesos, con excepción del valor de la UDI, el No. Títulos y el Valor Nominal Ajustado por Título.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:9pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">A</span><span style="font-family:'Times New Roman'; font-size:11pt">dicionalmente, s</span><span style="font-family:'Times New Roman'; font-size:11pt">e informa que</span><span style="font-family:'Times New Roman'; font-size:11pt"> el F/243264</span><span style="font-family:'Times New Roman'; font-size:11pt"> se encuentra en un “Evento Especial”, derivado de una “Causa de Incumplimiento” por lo que los montos adeudados se realizarán conforme a lo establecido en la Cláusula Décima Segunda “Reglas y Prelación de Distribuciones” y </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:11pt"> la definición de</span><span style="font-family:'Times New Roman'; font-size:11pt"> “Gastos Mensuales” del F/243264</span><span style="font-family:'Times New Roman'; font-size:11pt">. </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
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<a name="_Hlk163242689" href="#" ><span style="font-family:'Times New Roman'; font-size:11pt">Dur</span><span style="font-family:'Times New Roman'; font-size:11pt">ante el periodo </span><span style="font-family:'Times New Roman'; font-size:11pt">reportado del 1 de enero </span><span style="font-family:'Times New Roman'; font-size:11pt">al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">los</span><span style="font-family:'Times New Roman'; font-size:11pt"> eventos re</span><span style="font-family:'Times New Roman'; font-size:11pt">levantes</span><span style="font-family:'Times New Roman'; font-size:11pt"> que fueron publicados a través de EMISNET</span><span style="font-family:'Times New Roman'; font-size:11pt"> y que se encuentran dis</span><span style="font-family:'Times New Roman'; font-size:11pt">ponibles en la página de la BMV</span><span style="font-family:'Times New Roman'; font-size:11pt"> (www.bmv.com</span><span style="font-family:'Times New Roman'; font-size:11pt">.mx), </span><span style="font-family:'Times New Roman'; font-size:11pt">se resumen a continuación:</span></a>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="-aw-bookmark-end:_Hlk163242689"></span><span style="font-family:'Times New Roman'; font-size:11pt">Durante el periodo </span><span style="font-family:'Times New Roman'; font-size:11pt">reportado del 1 de enero al 31 de diciembre de 2024,</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">los</span><span style="font-family:'Times New Roman'; font-size:11pt"> eventos relevantes</span><span style="font-family:'Times New Roman'; font-size:11pt"> que fueron publicados a través de EMISNET</span><span style="font-family:'Times New Roman'; font-size:11pt"> y que se encuentran dis</span><span style="font-family:'Times New Roman'; font-size:11pt">ponibles en la página de la BMV</span><span style="font-family:'Times New Roman'; font-size:11pt"> (www.bmv.com</span><span style="font-family:'Times New Roman'; font-size:11pt">.mx), </span><span style="font-family:'Times New Roman'; font-size:11pt">se resumen a continuación:</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Fecha:</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">30</span><span style="font-family:'Times New Roman'; font-size:11pt"> de </span><span style="font-family:'Times New Roman'; font-size:11pt">abril</span><span style="font-family:'Times New Roman'; font-size:11pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span>
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<span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Asunto:</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Transcripción Dictamen 2023 - Párrafo de énfasis.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Párrafo de énfasis - Incertidumbre material relacionada con la capacidad del Fideicomiso de cumplir con sus obligaciones</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de 2023, los estados financieros adjuntos han sido preparados asumiendo que el Fideicomiso continuará operando como negocio en marcha, ya que el Contrato de Fideicomiso establece que mantendrá su vigencia con la finalidad de amortizar la totalidad de los Certificados Bursátiles o bien, hasta que se cumpla el término legal que establece la Ley General de Títulos y Operaciones de Crédito. A la fecha de estos estados financieros, los derechos de cobro de créditos hipotecarios aportados al patrimonio del Fideicomiso continúan administrándose para ser recuperados, mientras que la mayoría de estos créditos se han visto en un proceso de deterioro acentuado; provocando en consecuencia, que la capacidad de recuperación inmediata para cubrir los pagos de principal e intereses a los Tenedores de los Certificados Bursátiles así como para hacer frente a sus gastos de operación se ha visto comprometida.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Conforme a lo establecido en el contrato de Fideicomiso, se aprecia su continuidad como negocio en marcha, ya que permanecerá en funcionamiento hasta la total amortización los Certificados Bursátiles o se cumpla el límite legal que establece el Artículo 394 de la Ley General de Títulos y Operaciones de Crédito para su terminación.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso tiene responsabilidad hasta el monto de su patrimonio para liquidar la deuda a los tenedores de los Certificados Bursátiles Hipotecarios.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Del 01 de enero al 28 de noviembre de 2022 </span><span style="font-family:'Times New Roman'; font-size:11pt">MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> fue un tercero obligado en la estructura del Fideicomiso, </span><span style="font-family:'Times New Roman'; font-size:11pt">MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> es una sociedad aseguradora con sede en el Estado de Nuevo York que otorga Seguros de Garantía Financiera a bonos municipales, valores respaldados por activos o hipotecas, deuda corporativa selecta, incluyendo bonos de servicios propiedad de inversionistas, bonos emitidos por entidades soberanas y </span><span style="font-family:'Times New Roman'; font-size:11pt">sub-soberanas</span><span style="font-family:'Times New Roman'; font-size:11pt"> con calificaciones altas, y obligaciones garantizadas de sociedades e instituciones financieras. MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> es la principal subsidiaria operativa de MBIA Inc., una empresa que cotiza en la Bolsa de Valores de Nueva York (</span><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic">New York Stock Exchange</span><span style="font-family:'Times New Roman'; font-size:11pt">). MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> es la sucesora del negocio de Municipal Bond </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Association</span><span style="font-family:'Times New Roman'; font-size:11pt"> que comenzó a otorgar garantías financieras para bonos municipales en 1974. MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> está autorizada para actuar como aseguradora en, y se encuentra sujeta a la regulación de seguros y la supervisión de, el Estado de Nueva York (Estado de su constitución), los otros 49 estados y el Distrito de Columbia de E.U.A., Guam, las Islas Mariana del Norte, las Islas Vírgenes de E.U.A., Puerto Rico, el Reino de España, el Reino Unido (a través de MBIA UK </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Limited</span><span style="font-family:'Times New Roman'; font-size:11pt">, “MBIA UK”). La fortaleza financiera de MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> está calificada como “CCC” por Standard & </span><span style="font-family:'Times New Roman'; font-size:11pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:11pt"> desde el 15 de junio de 2016. Dichas calificaciones reflejan exclusivamente las perspectivas de dichas agencias calificadoras, y no son recomendaciones de adquirir, comprar o mantener valores y se encuentran sujetas a revisión o retiro en cualquier momento por la agencia calificadora que las otorgó. Las oficinas principales de MBIA </span><span style="font-family:'Times New Roman'; font-size:11pt">Insurance</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:11pt"> se encuentran en 1 Manhattanville Road, Suite 301, </span><span style="font-family:'Times New Roman'; font-size:11pt">Purchase</span><span style="font-family:'Times New Roman'; font-size:11pt">, NY 10577 E.U.A., y su número telefónico es (001-914) 273-4545.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Derivado de la firma del </span><span style="font-family:'Times New Roman'; font-size:11pt">convenio de terminación de la póliza de seguro, de la carta de prima y al contrato de seguro e indemnización </span><span style="font-family:'Times New Roman'; font-size:11pt">de fecha 29 de noviembre de 2022, al cierre del ejercicio que se reporta, la emisión no cuenta con otros terceros obligados con el fideicomiso o los tenedores de valores.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt">E</span><span style="font-family:'Times New Roman'; font-size:11pt">l patrimonio está constituido por las aportaciones del Fideicomitente ante la institución financiera que ejerce la función de fiduciario, así como por los ingresos netos acumulados no distribuidos, cuyo movimiento de aumento o disminución del año se determina en el estado de resultados</span>
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<p style="font-family:Arial;font-size: 8pt"><img alt="" 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" 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<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">COMPARATIVOS AL 31 DE DICIEMBRE</span></p>
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">NOTAS A LOS ESTADOS FINANCIEROS</span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<ol style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; line-height:115%; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">EFECTIVO EN BANCOS E INVERSIONES</span></li>
</ol>
<p style="margin:0pt 0pt 0pt 36pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El efectiv</span><span style="font-family:'Times New Roman'; font-size:11pt">o en bancos e inversiones se integran como sigue:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:461.65pt">
<tbody>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Depósitos bancarios</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">$</span><span style="font-family:'Times New Roman'; font-size:11pt">7,104</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">$</span><span style="font-family:'Times New Roman'; font-size:11pt">2,951</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">$</span><span style="font-family:'Times New Roman'; font-size:11pt"> 1,104</span></p>
</td>
</tr>
<tr style="height:15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Inversiones de corto plazo (menores a 3 meses)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">9,725</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">5,757</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> 6,676</span></p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle">
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> efectivo en bancos e inversiones</span></p>
</td>
<td style="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:74.35pt">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> $ 16,829</span></p>
</td>
<td style="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:74.35pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">$ 8,708</span></p>
</td>
<td style="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:70.95pt">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> 7,780</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de 2024 y 2023 las inversiones de corto plazo representadas por Bonos de Desarrollo del Gobierno Federal (GOBFED)</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">y</span><span style="font-family:'Times New Roman'; font-size:11pt"> al 31 de diciembre de</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">las inversiones de corto plazo representadas por</span><span style="font-family:'Times New Roman'; font-size:11pt"> Bonos de Desarrollo</span><span style="font-family:'Times New Roman'; font-size:11pt"> del gobierno federal</span><span style="font-family:'Times New Roman'; font-size:11pt"> (BON</span><span style="font-family:'Times New Roman'; font-size:11pt">DES</span><span style="font-family:'Times New Roman'; font-size:11pt">),</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">se integran por inversiones de gran liquidez y sujetas a riesgos poco significativos en cambios e</span><span style="font-family:'Times New Roman'; font-size:11pt">n su valor razonable. Los </span><span style="font-family:'Times New Roman'; font-size:11pt">BONDES</span><span style="font-family:'Times New Roman'; font-size:11pt"> devengan intereses diariamente a una tasa anu</span><span style="font-family:'Times New Roman'; font-size:11pt">al nominal p</span><span style="font-family:'Times New Roman'; font-size:11pt">onderada del </span><span style="font-family:'Times New Roman'; font-size:11pt">9.30%, </span><span style="font-family:'Times New Roman'; font-size:11pt">10.54 </span><span style="font-family:'Times New Roman'; font-size:11pt">% </span><span style="font-family:'Times New Roman'; font-size:11pt">y </span><span style="font-family:'Times New Roman'; font-size:11pt">9.45</span><span style="font-family:'Times New Roman'; font-size:11pt">%, respectivamente</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> los intereses devengados registrados en resu</span><span style="font-family:'Times New Roman'; font-size:11pt">ltad</span><span style="font-family:'Times New Roman'; font-size:11pt">os ascienden a </span><span style="font-family:'Times New Roman'; font-size:11pt">$ 986, </span><span style="font-family:'Times New Roman'; font-size:11pt">$765</span><span style="font-family:'Times New Roman'; font-size:11pt"> y </span><span style="font-family:'Times New Roman'; font-size:11pt">$634</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">respectivamente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<ol start="2" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">DERECHOS DE COBRO, NETO</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">La cartera está integrada por los créditos hipotecarios individuales denominados</span><span style="font-family:'Times New Roman'; font-size:11pt"> UDIS y</span><span style="font-family:'Times New Roman'; font-size:11pt"> pesos mexicanos, cedidos por los Fideicomitentes, los </span><span style="font-family:'Times New Roman'; font-size:11pt">cuales.se</span><span style="font-family:'Times New Roman'; font-size:11pt"> encuentran en garantía en primer lugar de los tenedores de los Certificados Bursátiles, de acuerdo con las condiciones del Fideicomiso; el plazo p</span><span style="font-family:'Times New Roman'; font-size:11pt">romedio de los créditos es de </span><span style="font-family:'Times New Roman'; font-size:11pt">7</span><span style="font-family:'Times New Roman'; font-size:11pt"> años.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">La integración de la cartera de crédito se muestra a continuación:</span></p>
<p style="margin:0pt; text-align:justify"> </p>
<div style="text-align:center">
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin:0 auto; width:439.45pt">
<tbody>
<tr style="height:26pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:210.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">31 de diciembre de 2024</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Saldo insoluto</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Mensualidad devengada</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> cartera</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera vigente:</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 72,178 </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 1,382 </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 73,560 </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera vencida:</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 308,294 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 1,465 </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 309,759 </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 380,472 </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">2,847 </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">383,319 </span></p>
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Accesorios devengados no cobrados</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 74,283 </span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Depósitos recibidos por aplicar</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> (12,939)</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Estimación para deterioro</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> (357,147)</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:210.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera de crédito </span><span style="font-family:'Times New Roman'; font-size:11pt">–</span><span style="font-family:'Times New Roman'; font-size:11pt"> Neto</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:64.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> $</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:71.65pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 87,516 </span></p>
</td>
</tr>
</tbody>
</table>
<p> </p>
</div>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:456.15pt">
<tbody>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">31 de diciembre de 2023</span></p>
</td>
<td colspan="3" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:267.2pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera vigente</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Saldo insoluto</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Mensualidad devengada</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> cartera</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">75,482</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">534</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">76,016</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera vencida:</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">362,438</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">992</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt">6</span><span style="font-family:'Times New Roman'; font-size:11pt">3,</span><span style="font-family:'Times New Roman'; font-size:11pt">430</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 437,920</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 1,5</span><span style="font-family:'Times New Roman'; font-size:11pt">26</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 4</span><span style="font-family:'Times New Roman'; font-size:11pt">39</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt">446</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Accesorios devengados no cobrados</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 72</span><span style="font-family:'Times New Roman'; font-size:11pt">,3</span><span style="font-family:'Times New Roman'; font-size:11pt">36</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Depósitos recibidos por aplicar</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> (</span><span style="font-family:'Times New Roman'; font-size:11pt">20</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt">016</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Estimación para deterioro</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">(4</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">11</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">,</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">803</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera de crédito </span><span style="font-family:'Times New Roman'; font-size:11pt">–</span><span style="font-family:'Times New Roman'; font-size:11pt"> Neto</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">79</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">,</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">963</span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:456.15pt">
<tbody>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">31 de diciembre de 2022</span></p>
</td>
<td colspan="3" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:267.2pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Cartera vigente</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Saldo insoluto</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Mensualidad devengada</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> cartera</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">90,421</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">608</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">91,029</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cartera vencida:</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt 7.3pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Créditos hipotecarios individuales</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">382,347</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">924</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">383,271</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 472,768</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 1,532</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 474,300</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Accesorios devengados no cobrados</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 61,322</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Depósitos recibidos por aplicar</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> (16,506)</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Estimación para deterioro</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:11pt; text-decoration:underline">(436,695</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:9.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:167.35pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Derechos de cobro-N</span><span style="font-family:'Times New Roman'; font-size:11pt">eto</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.8pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:82pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">$</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">82,421 </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los depósitos por aplicar al cierre de diciembre 2024, 2023 y 2022 se integran de los flujos de efectivo que el Fideicomiso tiene pendiente por conciliar y aplicar a la cartera de los créditos hipotecarios.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> la antigüedad de la cartera de crédito </span><span style="font-family:'Times New Roman'; font-size:11pt">y porcentaje de pérdida crediticia </span><span style="font-family:'Times New Roman'; font-size:11pt">se muestra a continuación: </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:493.3pt">
<tbody>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2024</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Hasta 1</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">5</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">6 o más</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.7pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Saldo de cartera</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">70,412</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,175</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,707</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">122</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">670</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">156,270</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">230,356</span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.7pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">%PCE</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">23.45%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">38.47%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">0%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">100.00%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">.99.78%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">99.56%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt 0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:493.3pt">
<tbody>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2023</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Hasta 1</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">5</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">6 o más</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.7pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Saldo de cartera</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">76,016</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">5,298</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">140</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">503</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">275</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">357,213</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">439,445</span></p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.7pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">%PCE</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">53.33</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">77.98</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">0.00</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">100.00</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">50.00</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">68.61</span><span style="font-family:'Times New Roman'; font-size:11pt">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.6pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:492.55pt">
<tbody>
<tr style="height:13.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2022</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Hasta 1</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">5</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">6 o más</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:73.65pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:47.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.65pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Saldo de cartera</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">84,530</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">2,440</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">2,725</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,335</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,335</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">380,403</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">472,768</span></p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:73.65pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">%PCE</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">3.81%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">2.50%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1.76%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">19.83%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">11.88%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">92,63%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:47.5pt">
<p style="margin:0pt 2.85pt 10pt; text-align:right; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> los intereses devengados registrados en los resultados del ejercicio ascienden</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">$</span><span style="font-family:'Times New Roman'; font-size:11pt">16,436 ,</span><span style="font-family:'Times New Roman'; font-size:11pt"> $19,430</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> $21,997</span><span style="font-family:'Times New Roman'; font-size:11pt">, </span><span style="font-family:'Times New Roman'; font-size:11pt"> respectivamente.</span></p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los movimientos en el saldo de la provisión para cartera de créditos al 31 de diciembre se presentan a continuación:</span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:431.45pt">
<tbody>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Saldos al inicio del año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(411,803)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(436,695)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(437,993)</span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Aplicaciones a la reserva</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">16,943</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">10,637</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">35,915</span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Movimientos en el período</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">37,713</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">14,255</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(34,617)</span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:8.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:202.1pt">
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Saldos al final del año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(357,147)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(411,803)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:62.05pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(436,695)</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 0pt 28.35pt; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<ol start="3" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">BIENES ADJUDICADOS</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> los bienes adjudicados o recibidos mediante dación en pago se integran como sigue</span><span style="font-family:'Times New Roman'; font-size:11pt">:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:100.02%">
<tbody>
<tr style="height:13.7pt">
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:33.02%">
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.3%">
<p style="margin:0pt; text-align:center"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:33.02%">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Inmuebles</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">adjudicados</span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> 121,622</span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">128,979</span></p>
</td>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.3%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">130,770</span></p>
</td>
</tr>
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:33.02%">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Estimación de bienes adjudicados</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> (95,770)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">(80,164)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.3%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">(61,728)</span></p>
</td>
</tr>
<tr style="height:8.7pt">
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:33.02%">
<p style="margin:0pt"><span style="font-family:'Times New Roman'; font-size:11pt">Saldos al final del año</span></p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt"> 25,852</span></p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.34%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">48,815</span></p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:22.3%">
<p style="margin:0pt; text-align:right"><span style="font-family:'Times New Roman'; font-size:11pt">69,042</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El movimiento del saldo de bienes adjudicados al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> se presenta a continuación:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<div style="text-align:center">
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin:0 auto; width:537.15pt">
<tbody>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:80pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Saldos al inicio del año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 128,979</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">130,770</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">122,270</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Adjudicación de bienes </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">2,049</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">6,883</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> 17,237</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Venta de bienes adjudicados</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(9,406)</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">(8,674)</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(8,737)</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Saldos al final del año</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">121,622</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">128,979</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">130,770</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Estimación de bienes adjudicados</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(95,770)</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(80,164)</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">(61,728)</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.15pt">
<p style="margin:0pt 0pt 0pt 2pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Total</span><span style="font-family:'Times New Roman'; font-size:11pt"> de bienes adjudicados</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">25,852</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">48,815</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:80pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">69,042</span></p>
</td>
</tr>
</tbody>
</table>
</div>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<ol start="4" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">PASIVO BURSÁTIL</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El 12 de octubre de 2007</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 27 de junio de 2012</span><span style="font-family:'Times New Roman'; font-size:11pt"> el Fideicomiso efectúa la emisión de certificados bursátiles representados por 1,667,069 y 157,445 correspondientes a la emisión MXMACFW 07-5U y MXMACFW 07-6U autorizado por la Comisión mediante el oficio 0173-4-15-2007-004-02 del 12 de octubre de 2007, con carácter de no revolvente, previo cumplimiento de los requisitos señalados por las leyes General de Títulos y Operaciones de Crédito, de Instituciones de Crédito y del Mercado de Valores colocados entre el gran público inversionista, mediante la suscripción de un título global por parte del Fiduciario, que ampara la emisión de los Certificados, con valor nominal de 100 UDIS cada uno, con pagos mensuales de intereses, en cada fecha de pago de interés podrán efectuarse amortizaciones parciales anticipadas del principal de los Certificados con el fin de obtener recursos qué serán utilizados para el fondeo de créditos adquiridos mediante la cesión de los mismos.</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> los saldos insolutos de los certificados bursátile</span><span style="font-family:'Times New Roman'; font-size:11pt">s ascienden a 114,799 para dichos</span><span style="font-family:'Times New Roman'; font-size:11pt"> años.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Durante los ejercicios </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> el Fideicomiso no realizo amortizaciones de capital de los certificados bursátiles.</span></p>
<p style="margin:0pt 0pt 6pt; text-align:justify; line-height:98%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El importe de los intereses devengados por pagar durante 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">, ascendió </span><span style="font-family:'Times New Roman'; font-size:11pt">a</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt"> $</span><span style="font-family:'Times New Roman'; font-size:11pt">43,149, </span><span style="font-family:'Times New Roman'; font-size:11pt">$41,074</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">y </span><span style="font-family:'Times New Roman'; font-size:11pt">$38,871</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> respectivamente</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los términos, condiciones y valores en libros de los certificados bursátiles son los siguientes:</span></p>
</div>
<div>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:493.15pt">
<tbody>
<tr style="height:6.1pt">
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Tipo de Serie</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Clave de cotización</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.5pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Valor de la emisión</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Moneda</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Tasa de interés</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fecha de emisión</span></p>
</td>
<td rowspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Fecha de vencimiento</span></p>
</td>
<td colspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:86.65pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.5pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">A</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">MXMACFW 07-5U</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.5pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span><span style="font-family:'Times New Roman'; font-size:8pt">166,707</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">UDI</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">4.21%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">12/10/2007</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">02/06/2036</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">833,297</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">797,401</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">763,953</span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">B</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">MXMACFW 07-6U</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.5pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> 15,745</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">UDI</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">6.54%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">12/10/2007</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">02/06/2036</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">124,234</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">118,882</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">113,895</span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:40.5pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">957,531</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">916,283</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">877,848</span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td colspan="3" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:136.6pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">Intereses por pagar </span><span style="font-family:'Times New Roman'; font-size:5.33pt; vertical-align:super">(1)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">107,956</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">91,123</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt">70,172</span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td colspan="3" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:136.6pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:center; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt"> </span></p>
</td>
</tr>
<tr style="height:6.1pt">
<td colspan="3" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:136.6pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Pasivo bursátil</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:37.2pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:42.25pt">
<p style="margin:0pt 0pt 0.5pt; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">1,065,487</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:32.8pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">1,007,406</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:40.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">948,020</span></p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:48pt; border:none"> </td>
<td style="width:48pt; border:none"> </td>
<td style="width:51.4pt; border:none"> </td>
<td style="width:48pt; border:none"> </td>
<td style="width:48pt; border:none"> </td>
<td style="width:48pt; border:none"> </td>
<td style="width:53.05pt; border:none"> </td>
<td style="width:53.85pt; border:none"> </td>
<td style="width:43.6pt; border:none"> </td>
<td style="width:51.25pt; border:none"> </td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:7.33pt; vertical-align:super">(1)</span><span style="font:7.0pt 'Times New Roman'"> </span><span style="font-family:'Times New Roman'; font-size:11pt">El saldo integra intereses devengados y otras cuentas por pagar por servicios recibidos de las agencias calificadoras y comisión por supervisión en la administración del pasivo bursáti</span><span style="font-family:'Times New Roman'; font-size:11pt">l, al 31 de diciembre de 20</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> los importes asc</span><span style="font-family:'Times New Roman'; font-size:11pt">ienden a</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">$4,174, </span><span style="font-family:'Times New Roman'; font-size:11pt">$ 3,903,</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">y </span><span style="font-family:'Times New Roman'; font-size:11pt">$3,409</span><span style="font-family:'Times New Roman'; font-size:11pt">, </span><span style="font-family:'Times New Roman'; font-size:11pt">respectivamente.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">PATRIMONIO </span></p>
</div>
<div>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt 25.05pt 6pt 0pt; text-align:justify; line-height:98%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">, el patrimonio se integra como se muestra a continuación:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:3.5pt; width:458.3pt">
<tbody>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:226.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:226.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Derechos de cobro fideicomitidos</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(65,370)</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(81,143)</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(685,708)</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:226.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Pérdidas acumuladas</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(869,920)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(788,777)</span></p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">(103,069)</span></p>
</td>
</tr>
<tr style="height:13pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:226.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> patrimonio</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">(935,290)</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">(869,920)</span></p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:67.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">(788,777)</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<ol start="6" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">OTROS INGRESOS</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los otros ingresos se integran como sigue</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:537.15pt">
<tbody>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Ingresos por accesorios </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">6,638</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">7,079</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">7,686</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Ingresos por seguro de garantía MBIA</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">-</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">222</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">15,101</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Ingresos por intereses de inversiones</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">986</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">765</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">634</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:254.25pt">
<p style="margin:0pt; text-align:justify; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> de otros ingresos</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">7,624</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">8,066</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:center; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">23,421</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<ol start="7" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">ADMINISTRACIÓN DE RIESGOS</span></li>
</ol>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Las actividades del Fideicomiso están sujetas a los siguientes tipos de riesgo: </span></p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Riesgo de crédito</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Representa el principal riesgo del Fideicomiso debido a que las cuentas por cobrar del Fideicomiso están representadas principalmente por créditos hipotecarios individuales que le han sido cedidos para su cobranza, e implica los saldos pendientes de las cuentas por cobrar y las transacciones ya acordadas.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Las operaciones normales del Fideicomiso la exponen a un incumplimiento potencial cuando sus deudores y otras contrapartes no puedan cumplir con sus compromisos financieros u otros compromisos en tiempo y forma. También está expuesto al riesgo en relación con sus actividades de administración de efectivo e inversiones temporales y cualquier interrupción que afecte a sus intermediarios financieros pudiera afectar negativamente sus operaciones.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los depósitos bancarios e inversiones de corto plazo en el efectivo y equivalentes de efectivo contienen riesgos de poca importancia por cambios en su valor y se encuentran depositados en instituciones financieras mexicanas calificadas.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">A continuación, se presenta la calidad crediticia de las instituciones financieras, en las que se encuentran depositados el efectivo y equivalentes de efectivo:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:447.1pt">
<tbody>
<tr style="height:9.6pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:197.2pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Calidad crediticia</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:68.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:68.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2</span></p>
</td>
</tr>
<tr style="height:9.6pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:197.2pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:68.9pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:68.9pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:9.6pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:197.2pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">AAA (</span><span style="font-family:'Times New Roman'; font-size:11pt">tmex</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">16,829</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">8,708</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">7,780</span></p>
</td>
</tr>
<tr style="height:9.6pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:197.2pt">
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:68.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 6pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 6pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">A continuación, se presenta la Clasificación del saldo insoluto de la cartera de crédito en función a su calidad crediticia</span><span style="font-family:'Times New Roman'; font-size:11pt">. </span><span style="font-family:'Times New Roman'; font-size:11pt">La tabla siguiente no incluye intereses devengados acumulados y accesorios:</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; margin-left:0pt; width:525.4pt">
<tbody>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:70.85pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72.85pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td colspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:104.3pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">2024</span></p>
</td>
<td colspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:111.7pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">2023</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">2022</span></p>
</td>
<td style="vertical-align:top"> </td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Tipo de riesgo:</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Antigüedad</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">%</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">%</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Normal</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0 a 60 días</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">71,836</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">31.15</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">81,156</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">30.37</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">86,852</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">29.62</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Potencial</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">61 a 120 días</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,829</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.79</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">625</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.23</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">3,938</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">1.34</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Real</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">121 a 150 días</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">670</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.29</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">675</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.25</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,286</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.44</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Alto riesgo</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">150 a 180 días</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">-</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.00</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">410</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.16</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">-</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">0.00</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Irrecuperable</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Más de 180 días</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">156,270</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">67.7</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">184,320</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">68.99</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">201,132</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">68.60</span></p>
</td>
</tr>
<tr style="height:13.15pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:70.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72.85pt">
<p style="margin:0pt 0pt 10pt; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:43pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">230,605</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">100</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.4pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">267,186</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.5pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">100</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 0.5pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">293,208</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:50.45pt">
<p style="margin:0pt 0pt 0.5pt 2.85pt; text-align:right; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">100</span></p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:81.65pt; border:none"> </td>
<td style="width:83.65pt; border:none"> </td>
<td style="width:53.8pt; border:none"> </td>
<td style="width:61.3pt; border:none"> </td>
<td style="width:61.2pt; border:none"> </td>
<td style="width:61.3pt; border:none"> </td>
<td style="width:61.25pt; border:none"> </td>
<td style="width:61.25pt; border:none"> </td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">La clasificación por tipo de riesgo se realiza en función a la antigüedad del saldo insoluto de la cartera.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Riesgo de tasa de interés</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los Certificados Bursátiles devengan intereses a una tasa de interés fija, exponiendo al Fideicomiso al riesgo de valor de mercado de la tasa de interés el cual podría originar que los Certificados Bursátiles generen intereses mayores a los que se encuentren disponibles en el mercado en determinado momento.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Análisis de sensibilidad</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">La Administración del Fideicomiso realizo un análisis de sensibilidad al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">,202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> para determinar su exposición al riesgo de tasa de interés para el pasivo bursátil vigente. El análisis de sensibilidad se realizó aplicando cambios en el valor de la tasa de interés con variaciones del 0.1% sobre la tasa de interés bruta anual pactada sobre el saldo insoluto mantenido durante la vigencia de la emisión de los Certificados Bursátiles. Ante cada 0.1% de movimiento a la baja en el precio de referencia, el valor razonable de la posición de los intereses del pasivo bursátil se vería impactado el Fideicomiso desfavorablemente en</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">$ 958, </span><span style="font-family:'Times New Roman'; font-size:11pt">$916</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> $877 para </span><span style="font-family:'Times New Roman'; font-size:11pt">2024, </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> 2022</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Riesgo de liquidez</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso hace frente de sus obligaciones derivadas de la emisión de los Certificados Bursátiles a través de la cobranza de créditos hipotecarios individuales que le fue cedida contractualmente.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El pago oportuno de los Certificados Bursátiles depende directamente de que los deudores de los créditos hipotecarios cumplan sus obligaciones. La capacidad de los deudores hipotecarios de efectuar en forma oportuna y completa el pago de las cantidades que adeuden depende de diversos factores incluyendo su situación económica, familiar, de empleo y otras. En la medida en que la solvencia de los deudores hipotecarios se vea afectada en forma negativa, existe el riesgo de incumplimiento a sus obligaciones. Lo anterior puede tener como resultado que el patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los certificados bursátiles.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">En el caso de que, por cualquier motivo, los recursos líquidos del patrimonio del Fideicomiso no sean suficientes para pagar íntegramente las cantidades adeudadas, los tenedores no tendrán el derecho de redamar su pago al Fiduciario. La Administración del Fideicomiso monitorea continuamente las proyecciones de flujo de efectivo y los requerimientos de liquidez asegurándose de mantener suficiente efectivo en inversión con realización inmediata para cumplir con las necesidades operativas.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">La tabla siguiente muestra los vencimientos contractuales remanentes de los pasivos financieros, incluyendo intereses por devengar del Fideicomiso:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:482.05pt">
<tbody>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2024</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Menos de 1 año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 2 a 3 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 3 a 5 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Más de 5 anos</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivo bursátil</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">107,956</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> -</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> -</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">957,531</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,065,487</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Intereses no devengados</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">43,807</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">87,614</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">87,733</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">95,055</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">314,209</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">151,763</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">87,614</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">87,733</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,052,586</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,379,696</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:118.1pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:482.05pt">
<tbody>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2023</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Menos de 1 año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 2 a 3 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 3 a 5 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Más de 5 anos</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivo bursátil</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">91,12</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">-</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> -</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">916,</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">82</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,007,406</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Intereses </span><span style="font-family:'Times New Roman'; font-size:11pt">no</span><span style="font-family:'Times New Roman'; font-size:11pt"> devenga</span><span style="font-family:'Times New Roman'; font-size:11pt">dos</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">42,035</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">83,839</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">83,954</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">132,880</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">34</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">,708</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">133,159</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">83,839</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">83,954</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,049,162</span></p>
</td>
<td style="background-color:#ffffff; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,350,114</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:115.95pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:57pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:477.35pt">
<tbody>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.05pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">2022</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Menos de 1 año</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 2 a 3 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">De 3 a 4 años</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Más de 5 anos</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Total</span></p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.05pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.05pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivo bursátil</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">70,172</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">-</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">-</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">877,848</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">948,020</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.05pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Intereses por devengar</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">40,161</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">80,433</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">80,322</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">167,577</span></p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">368,493</span></p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.05pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">110,333</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">80,433</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">80,322</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt 2.85pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,045,425</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1,316,513</span></p>
</td>
</tr>
</tbody>
</table>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Riesgo movimiento del valor de la Unidad de Inversión (UDI)</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">La liquidez del Fideicomiso también puede verse afectada por factores tales como los movimientos en los valores de referencia de las UDI. En el caso de que, por cualquier motivo las variaciones del valor de referencia de la UDI se Incrementaran según su volatilidad.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Las partidas que son afectas a este riesgo son la cartera de créditos y los pasivos bursátiles, donde el riesgo se considera es minimizado al tener tanto un efecto activo como pasivo.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic">Análisis de sensibilidad</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">La Administración del Fideicomiso realizo un análisis de sensibilidad al 31 de diciembre de</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">1</span><span style="font-family:'Times New Roman'; font-size:11pt"> para determinar su exposición al riesgo en el movimiento del valor de la UDI para la cartera de créditos y el pasivo bursátil vigente. El análisis de sensibilidad se realizó aplicando cambios en el valor de la UDI con variaciones del 0.006% (0.0003UDI) al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt">. Ante cada 0.006% (0.0003 </span><span style="font-family:'Times New Roman'; font-size:11pt">UDl</span><span style="font-family:'Times New Roman'; font-size:11pt">) de movimiento en el precio de referencia, el valor razonable de la posición de los saldos de cartera de créditos y del pasivo bursátil sé vería impactado él Fideicomiso favorablemente o viceversa en</span><span style="font-family:'Times New Roman'; font-size:11pt"> $</span><span style="font-family:'Times New Roman'; font-size:11pt">64</span><span style="font-family:'Times New Roman'; font-size:11pt">, $</span><span style="font-family:'Times New Roman'; font-size:11pt">60</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> $</span><span style="font-family:'Times New Roman'; font-size:11pt">52</span><span style="font-family:'Times New Roman'; font-size:11pt"> para</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">,</span><span style="font-family:'Times New Roman'; font-size:11pt"> 202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Al 31 de diciembre de 2024</span><span style="font-family:'Times New Roman'; font-size:11pt">, </span><span style="font-family:'Times New Roman'; font-size:11pt">2023</span><span style="font-family:'Times New Roman'; font-size:11pt"> y 2022</span><span style="font-family:'Times New Roman'; font-size:11pt"> el tipo de cambio utilizado por el Fideicomiso para evaluar sus activos y pasivos denominados en UDI es de $8.340909</span><span style="font-family:'Times New Roman'; font-size:11pt">, de</span><span style="font-family:'Times New Roman'; font-size:11pt"> $7.981602</span><span style="font-family:'Times New Roman'; font-size:11pt"> y de $7.646804</span><span style="font-family:'Times New Roman'; font-size:11pt">; el valor de la UDI al 04 de abril de 2025 es de $8.424814.</span></p>
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<li style="margin:0pt 0pt 0pt 31.25pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt; font-weight:bold"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">ESTIMACIONES Y JUICIOS CONTABLES DE LA ADMINISTRACIÓN DEL FIDEICOMISO</span></li>
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<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Las estimaciones y juicios utilizados para la elaboración de los estados financieros son continuamente evaluados y se basan en la experiencia histórica y en otros factores, incluyendo proyecciones que se consideran razonables bajo las circunstancias actuales.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">La Administración del Fideicomiso realiza estimaciones y proyecciones sobre eventos futuros para medir y reconocer ciertos rubros de los estados financieros. Las estimaciones contables resultantes probablemente difieran de los resultados o eventos reales de las estimaciones y proyecciones con </span><span style="font-family:'Times New Roman'; font-size:11pt">riesgo significativo de ajustes materiales sobre los activos y pasivos reconocidos durante el ejercicio próximo es la siguiente;</span></p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Estimación </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">para pérdidas crediticias.</span></p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Como se describió en la sección de principales políticas contables, el método para la medición del deterioro es el de perdida esperada.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso reconoce la pérdida crediticia esperada de por vida cuando ha habido un aumento significativo en el riesgo crediticio desde el reconocimiento inicial. Las estimaciones de deterioro se realizan por toda la vida de los créditos, debido al alto riesgo que refleja la situación actual de la cartera de créditos.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">A partir del 1 de enero de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt"> entraron en vigor modificaciones regulatorias de la CNBV en cuanto a la clasificación y registro de la cartera de crédito (Criterio Contable B-6) para la implementación de la NIIF 9, modificaciones a la calificación y cálculo de reservas de cartera, cálculo de probabilidad de incumplimiento de la cartera y cálculo de la severidad de las pérdidas, debiendo calcularlas de manera individual por cada crédito para la obtención de la estimación de reservas preventivas.</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Las pérdidas estimadas por deterioro de la cartera se cargan a los resultados del año en el que se determina. La recuperación de créditos, previamente deteriorados, se registra contra la estimación para deterioro de la cartera de créditos cuando se cobra.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">En periodos subsecuentes, cuando las circunstancias que dieron origen al reconocimiento de una perdida por deterioro cambian de manera favorable, la estimación previamente reconocida es revertida, registrando el efecto por deterioro de cartera de créditos en el estado de resultados.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Con base en la metodología emitida por la CNBV y los Criterios Contables que le son relativos, se determinó una Probabilidad de Incumplimiento y una severidad de perdida, conforme a las fases señaladas en la NIIF 9 conforme a lo siguiente:</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">4</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">% de incumplimiento</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">% de pérdida estimada</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Fase 1</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">24.14%</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">2.86%</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Fase 2</span></p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">14.29%</span></p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1.43%</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Fase 3</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">99.56%</span></p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:74pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">90.86%</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Lo anterior aplica para los activos que no han pasado por un proceso de adjudicación; en cuanto a los bienes adjudicados, se estima que la severidad de la pérdida puede llegar de un 10 o hasta un 100 % dependiendo del tiempo transcurrido desde la adjudicación, habiéndose registrado su co</span><span style="font-family:'Times New Roman'; font-size:11pt">rrespondiente estimación en 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Hasta el año 2021, el Fideicomiso registró la estimación por deterioro de su cartera de créditos con base en el índice histórico de morosidad. La metodología utilizada para determinar el saldo de esta </span><span style="font-family:'Times New Roman'; font-size:11pt">estimación se basa en un modelo estadístico de tendencias de incumplimiento, el cual fue suficiente para cubrir los quebrantos de los próximos doce meses por créditos irrecuperables, habiéndose realizado una segmentación considerando el número de acreditados activos, y aplicando índices con base en los historiales de pérdidas y recuperaciones de la cartera de crédito.</span></p>
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<li style="margin:0pt 0pt 10pt 31.25pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.75pt; font-family:'Times New Roman'; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">VALOR RAZONABLE DE LOS INSTRUMENTOS FINANCIEROS</span></li>
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<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Las </span><span style="font-family:'Times New Roman'; font-size:11pt">NIIF </span><span style="font-family:'Times New Roman'; font-size:11pt">requieren que todas las empresas revelen Información sobre el valor razonable dé los instrumentos financieros para los cuales sea práctico estimar su valor. El valor razonable es él montó al cual un instrumento financiero podría ser intercambiado en una transacción corriente entre las partes interesadas, que no sea una venta obligada o liquidación.</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Los niveles de jerarquía de valor razonable 1 a 3 se basan en el grado en que el valor razonable es observable:</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Nivel 1: Las mediciones del valor razonable son aquellas derivadas de precios cotizados (no ajustados) en mercados activos, para activos o pasivos idénticos;</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Nivel 2: Las mediciones del valor razonable de Nivel 2 son aquellas derivadas de insumos distintos a los precios cotizados incluidos en el Nivel 1 que son observables para el activo o pasivo, ya sea directamente (es decir, como precios) o indirectamente (es decir, derivados de los precios); y</span></p>
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<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt">Nivel 3: Las mediciones del valor razonable de Nivel 3 son aquellas derivadas de técnicas de valuación que incluyen entradas para el activo o pasivo que no se basan en datos observables del mercado (entradas no observables).</span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Las siguientes premisas fueron utilizadas por la Administración en la determinación del valor razonable de los instrumentos financieros:</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Equivalentes de efectivo</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El valor razonable, el cual corresponde al valor que se presenta en el</span><span style="font-family:'Times New Roman'; font-size:11pt"> estado de situación financiera.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Atendiendo a esta clasificación las inversiones de corto plazo que tiene el Fideicomiso y derivado a que están cotizadas en un mercado activo, se clasifican en el Nivel 1, al 31 de diciembre de </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">3</span><span style="font-family:'Times New Roman'; font-size:11pt"> y</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">202</span><span style="font-family:'Times New Roman'; font-size:11pt">2</span><span style="font-family:'Times New Roman'; font-size:11pt">.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Derechos de cobro neto de estimación para pérdidas crediticias</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">La cartera de créditos se encuentra estipulada en </span><span style="font-family:'Times New Roman'; font-size:11pt">UDIS y se valúa a </span><span style="font-family:'Times New Roman'; font-size:11pt">pesos mexicanos, al valor vigente a esa fecha.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Dadas las características de la cartera de crédito y los riesgos implícitos </span><span style="font-family:'Times New Roman'; font-size:11pt">al evaluar la recuperabilidad de</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt">los mismos</span><span style="font-family:'Times New Roman'; font-size:11pt">, se considera que el valor de libros se aproxima a su valor razonable.</span></p>
<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Pasivo bursátil</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.3pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">El valor razonable del pasivo bursátil corresponde al valor de mercado de los títulos en circulación proporcionado por un proveedor de precios especializado.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Considerando la clasificación en jerarquías o niveles, de acuerdo con el origen de los precios de mercado utilizados o de los factores utilizados para construir tales precios de mercado, se establecen 3 niveles para clasificar, Nivel 1 es para inversiones con precios en el mercado, Nivel 2 para determinar el valor razonable se utilizan inputs observables en el mercado de instrumentos similares y Nivel 3 no hay un mercado activo por lo que debe determinar el valor razonable mediante un modelo interno. En caso de los pasivos bursátiles que tiene el Fideicomiso y derivado a que están cotizadas en un mercado acti</span><span style="font-family:'Times New Roman'; font-size:11pt">vo, se clasifican en el Nivel 1.</span></p>
<p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los valores según libros y los valores razonables de los instrumentos financieros al 31 de diciembre se indican a continuación:</span></p>
<table cellpadding="0" cellspacing="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:558.45pt">
<tbody>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td colspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:121.6pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">4</span></p>
</td>
<td colspan="2" style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:123.8pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">20</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">2</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">3</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">202</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; text-decoration:underline">2</span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor en libros</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor razonable</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor en libros</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor razonable</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor en libros</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; text-align:center; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Valor razonable</span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Activo</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:56.45pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Efectivo en bancos e inversiones</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">16,829</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">16,829</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">8,708</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">8,708</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">7,780</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">7,780</span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; text-indent:-7.3pt; line-height:11pt; widows:0; orphans:0; padding-left:7.3pt"><span style="font-family:'Times New Roman'; font-size:11pt">Derechos de cobro- neto </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">87,516</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">87,516</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">79,963</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">79,963</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">82,421</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">82,471</span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
</td>
</tr>
<tr style="height:8.2pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:146.15pt">
<p style="margin:0pt 0pt 10pt; line-height:11pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivo bursátil</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:54.25pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,065,487</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,065,487</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,007,406</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.55pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">1,007,406</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">948,020</span></p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:56.45pt">
<p style="margin:0pt 0pt 10pt 2.85pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">948,020</span></p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:156.95pt; border:none"> </td>
<td style="width:65.05pt; border:none"> </td>
<td style="width:67.35pt; border:none"> </td>
<td style="width:67.25pt; border:none"> </td>
<td style="width:67.35pt; border:none"> </td>
<td style="width:67.25pt; border:none"> </td>
<td style="width:67.25pt; border:none"> </td>
</tr>
</tbody>
</table>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"> </p>
<p style="margin:0pt; text-align:justify"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold"> </span></p>
<ol start="10" style="margin:0pt; padding-left:0pt" type="1">
<li style="margin:0pt 0pt 0pt 36pt; text-indent:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0; font-family:'Times New Roman'; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">POLÍTICAS</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; letter-spacing:-0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">CONTABLES</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; letter-spacing:-0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">MATERIALES</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span></li>
</ol>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">A continuación, se resumen las políticas contables más significativas utilizadas para la elaboración de estos estados financieros, las cuales han sido aplicadas consistentemente en los activos que se presentan, a menos que se especifique lo contrario.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Efectivo en bancos e inversiones</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El efectivo en bancos e </span><span style="font-family:'Times New Roman'; font-size:11pt">inversiones,</span><span style="font-family:'Times New Roman'; font-size:11pt"> incluye principalmente depósitos bancarios en cuentas de cheques e inversión en valores a corto plazo de gran liquidez, con vencimientos de tres meses o menos. El efectivo se presenta a valor nominal; se considera que el importe de las inversiones equivalentes de efectivo se aproxima a su valor razonable debido a lo corto de su fecha de vencimiento, las fluctuaciones de su valor se reconocen en el resultado del periodo.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Activos financieros</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Las compras y ventas convencionales de instrumentos financieros se reconocen en el estado de situación financiera en la fecha de negociación, que es la fecha en que se adquiere el compromiso de comprar o vender el instrumento. Dependiendo de su clasificación los instrumentos financieros se miden a costo amortizado, a valor razonable con cambios en resultados, se describe a continuación;</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Instrumentos de deuda que cumplan con las siguientes condicionales se miden subsecuentemente a costo amortizado: </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<ul style="margin:0pt; padding-left:0pt" type="disc">
<li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Si el activo financiero se mantiene en un modelo de negocio cuyo objetivo es mantener activos financieros con el objetivo de obtener flujos contractuales de efectivo; y </span></li>
<li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los términos contractuales del activo financiero dan lugar en fechas específicas a flujos de efectivo que son únicamente pagos de principal e interés sobre el monto del principal. </span></li>
</ul>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Instrumentos de deuda que cumplan las siguientes condiciones se miden subsecuentemente a valor razonable a través de otros resultados integrales: </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El activo financiero es mantenido dentro de un modelo de negocio cuyo objetivo se cumple al obtener flujos contractuales de efectivo y vendiendo activos financieros; y </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los términos contractuales del activo financiero dan lugar, en fechas específicas, a flujos de efectivo que son únicamente pagos de principal y del interés sobre el monto pendiente del principal. </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Por defecto, todos los otros activos financieros son medidos subsecuentemente a valor razonable a través de resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">A pesar de lo anterior, la Entidad puede hacer la siguiente elección /designación irrevocable en el reconocimiento inicial de un activo financiero:</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Puede elegir irrevocablemente presentar cambios subsecuentes en el valor razonable de una inversión de capital en otros resultados integrales si se cumplen ciertos criterios (ver (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) posterior); y</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Podrá designar irrevocablemente un instrumento de deuda que cumpla los criterios de costo amortizado o de valor razonable a través de otros resultados integrales si al hacerlo elimina o reduce significativamente una asimetría contable.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El valor razonable es el precio que sería recibido por vender un activo o pagado por transferir un pasivo en una' transacción ordenada entre participantes del mercado en la fecha de la medición. La mejor evidencia del valor razonable es e| preció en un mercado activo. Un mercado en el que las transacciones de los activos o pasivos tienen lugar con frecuencia y volumen suficiente para proporcionar información de cara a fijar precios sobre una base de negocio en marcha.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Costo amortizado es el importe al que fue medido en su reconocimiento inicial un activo financiero, menos reembolsos del principal, más o menos, la amortización acumulada, utilizando el método del interés efectivo, de cualquier diferencia entre el importe inicial y el importe al vencimiento y, para activos financieros, ajustado por cualquier deterioro.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Método de la tasa de interés efectiva es el método que se utiliza para el cálculo del costo amortizado de un activo financiero y para Ja distribución y reconocimiento de los ingresos por intereses o gastos por intereses en el resultado del periodo a lo largo del periodo correspondiente.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">La tasa de interés efectiva es la tasa que descuenta exactamente los pagos o cobros de efectivo futuros estimados durante la vida esperada del activo financiero con respecto al valor en libros bruto de un activo financiero. Para calcular la tasa de interés efectiva, se estima los flujos de efectivo esperados teniendo en cuenta todos los términos contractuales del instrumento financiero (por ejemplo, pagos anticipados, duración, opciones de compra y similares), pero no tendrá en cuenta las pérdidas crediticias esperadas. El cálculo incluye todas las comisiones y puntos básicos dé interés, pagados o recibidos por las partes del contrato, que integren la tasa de interés efectiva, los costos de transacción y cualquier otra prima o descuento.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Clasificación de activos financieros</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">En su reconocimiento inicial y en base a su naturaleza y características, el Fideicomiso clasifica sus activos financieros en cartera de créditos y deudores diversos. La clasificación depende del propósito </span><span style="font-family:'Times New Roman'; font-size:11pt">para el cual fue adquirido el activo.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic">Cartera de créditos</span><span style="font-family:'Times New Roman'; font-size:11pt"> – Incluye la cartera de créditos que representa los créditos hipotecarios individuales que le han sido cedidos para su cobranza (son los flujos de efectivo que el fideicomiso obtendrá y utilizar para pagar la deuda a largo plazo representada por el pasivo bursátil).</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Estas partidas son activos financieros no derivados que implican el cobro de pagos fijos y determinables que no cotizan en un mercado activo. Son presentados como activos circulantes si su vencimiento es menor o igual a 12 meses, y como activos no circulantes si su vencimiento es mayor a 12 meses; son presentadas netos de la estimación para cuentas incobrables y, en su caso, de la provisión por deterioro. Inicialmente se reconocen a su valor razonable; posteriormente son valuadas a su costo amortizado utilizando el método de la tasa de interés efectiva. Ver Nota 8. El saldo insoluto dé los créditos se identifica como cartera vencida cuando se: tiene conocimiento de que el acreditado es declarado en concurso mercantil, conforme a la Ley de Concursos Mercantiles, o sus amortizaciones no hayan sido liquidadas en su totalidad en los términos pactados originalmente, considerando al efecto si los adeudos consisten en créditos con pagos periódicos parciales de principales intereses, y presentan 90 o más días naturales de vencidos.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Baja de activos financieros</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso da de baja los activos financieros cuando; a) expiren los derechos contractuales sobre los flujos de efectivo del activo financiero o b) se transfiera el activo financiero mediante: la transferencia de manera sustancial los riesgos y beneficio del activo financiero o </span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) si el Fideicomiso retiene de manera sustancial los riesgos y beneficios, pero no retiene el control del activo financiero. El control es retenido sí la contraparte no tiene la capacidad efectiva de vender el activo sin restricciones.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Pasivos financieros</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Todos los pasivos financieros se miden subsecuentemente a costo amortizado utilizando el método de interés efectivo o a valor razonable a través de resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Sin embargo, los pasivos financieros que surgen cuando una transferencia de un activo financiero no califica para la baja o cuando se aplica el enfoque de participación continua, y los contratos de garantía financiera emitidos por la Entidad, se miden de acuerdo con las políticas contables específicas que se detallan a continuación.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivos financieros a valor razonable a través de resultados</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los pasivos financieros se clasifican </span><span style="font-family:'Times New Roman'; font-size:11pt">a</span><span style="font-family:'Times New Roman'; font-size:11pt"> valor razonable a través de resultados cuando el pasivo financiero es (i) contraprestación contingente de una adquirente en una combinación de negocios, (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) se mantiene para negociar o (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) se designa como valor razonable a través de resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Un pasivo financiero se clasifica como mantenido para negociar si:</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Se ha adquirido principalmente con el fin de recomprarlo a corto plazo; o</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">En el reconocimiento inicial, es parte de una cartera de instrumentos financieros identificados que la Entidad gestiona conjuntamente y tiene un patrón real reciente de toma de ganancias a corto plazo; o</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Es un derivado, a excepción de lo derivado que son un contrato de garantía financiera o un instrumento de cobertura designado y efectivo.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Un pasivo financiero que no se tenga para negociar o la consideración contingente de una adquirente en una combinación de negocios puede designarse como valor razonable a través de resultados en el </span><span style="font-family:'Times New Roman'; font-size:11pt">momento del reconocimiento inicial si:</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Dicha designación elimina o reduce significativamente una inconsistencia de medición o reconocimiento que de otro modo surgiría; o</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El pasivo financiero forma parte de una Entidad de </span><span style="font-family:'Times New Roman'; font-size:11pt">activos financieros o pasivos financieros</span><span style="font-family:'Times New Roman'; font-size:11pt"> o ambos, que se gestiona y su desempeño se evalúa sobre la base del valor razonable, de acuerdo con la gestión de riesgos documentada o la estrategia de inversión de la Entidad, y la información sobre la agrupación es proporcionado internamente sobre esa base; o</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Forma parte de un contrato que contiene uno o más derivados implícitos, y la </span><span style="font-family:'Times New Roman'; font-size:11pt">NIIF 9</span><span style="font-family:'Times New Roman'; font-size:11pt"> permite que todo el contrato combinado se designe como valor razonable a través de resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Sin embargo, para los pasivos financieros que se designan a Valor razonable a través de resultados, la cantidad de cambio en el valor razonable del pasivo financiero que es atribuible a los cambios en el riesgo de crédito de ese pasivo se reconoce en otro resultado integral, a menos que el reconocimiento de los efectos de los cambios en el riesgo de crédito del pasivo en otros ingresos comprensivos crearían o ampliarían un desajuste contable en resultados. El monto restante del cambio en el valor razonable del pasivo se reconoce en resultados. Los cambios en el valor razonable atribuibles al riesgo de crédito de un pasivo financiero que se reconocen en otro resultado integral no se reclasifica</span><span style="font-family:'Times New Roman'; font-size:11pt">n posteriormente a resultados. E</span><span style="font-family:'Times New Roman'; font-size:11pt">n su lugar, se transfieren a ganancias acumuladas una vez que se da de baja el pasivo financiero.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Las ganancias o pérdidas en los contratos de garantía financiera emitidos por la Entidad que son designados por la Entidad a valor razonable a través de resultados se reconocen en resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivos financieros medidos subsecuentemente a costo amortizado</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los pasivos financieros que no son (i) consideración contingente de un adquirente en una combinación de negocios, (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) mantenidos para negociar, o (</span><span style="font-family:'Times New Roman'; font-size:11pt">iii</span><span style="font-family:'Times New Roman'; font-size:11pt">) designados como valor razonable a través de resultados, se miden posteriormente al costo amortizado utilizando el método de interés efectivo.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El método de interés efectivo es un método para calcular el costo amortizado de un pasivo financiero y para asignar gastos de intereses durante el período relevante. La tasa de interés efectiva es la tasa que descuenta exactamente los pagos en efectivo futuros estimados (incluidos todos los cargos y puntos pagados o recibidos que forman parte integral de la tasa de interés efectiva, los costos de transacción y otras primas o descuentos) durante la vida esperada del pasivo financiero, o (cuando sea apropiado) un período más corto, al costo amortizado de un pasivo financiero.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Pasivos contractuales de garantía financiera</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Un contrato de garantía financiera es un contrato que requiere que el emisor realice pagos específicos para reembolsar al titular por una pérdida en la que incurre debido a que un deudor específico no realiza los pagos cuando vencen de acuerdo con los términos de un instrumento de deuda.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los pasivos del contrato de garantía financiera se miden inicialmente a sus valores razonables y, si no se designan a Valor razonable a través de otros resultados integrales y no surgen de una transferencia de un activo, se miden posteriormente al mayor de:</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El monto de la provisión para pérdidas determinada de acuerdo con la IFRS 9 (ver activos financieros más arriba); y</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">La cantidad reconocida inicialmente menos, cuando corresponda, la amortización acumulada reconocida de acuerdo con las políticas de reconocimiento de ingresos establecidas anteriormente.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Ganancias y pérdidas cambiarias</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Para los pasivos financieros que están denominados en una moneda extranjera y se miden al costo amortizado al final de cada período de reporte, las ganancias y pérdidas en moneda extranjera se determinan con base en el costo amortizado de los instrumentos.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El valor razonable de los pasivos financieros denominados en una moneda extranjera se determina en esa moneda extranjera y se convierte al tipo de cambio al final del periodo sobre el que se informa. Para los pasivos financieros que se miden a valor razonable a través de resultados, el componente de moneda extranjera forma parte de las ganancias o pérdidas del valor razonable y se reconoce en utilidad o pérdida para los pasivos financieros que no forman parte de una relación de cobertura designada.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Baja de pasivos financieros</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">La Entidad da de baja los pasivos financieros si, y solo si, las obligaciones de la Entidad se cumplen, cancelan o han expirado. La diferencia entre el importe en libros del pasivo financiero dado de baja y la contraprestación pagada y pagadera se reconoce en resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cuando la Entidad intercambia con el prestamista existente un instrumento de deuda en otro con términos sustancialmente diferentes, dicho intercambio se contabiliza como una extinción del pasivo financiero original y el reconocimiento de un nuevo pasivo financiero. De manera similar, la Entidad considera la modificación sustancial de los términos de un pasivo existente o parte de él como una extinción del pasivo financiero original y el reconocimiento de un nuevo pasivo. Se asume que los términos son sustancialmente diferentes si el valor presente descontado de los flujos de efectivo bajo los nuevos términos, incluyendo cualquier tarifa pagada neta de cualquier tarifa recibida y descontada utilizando la tasa efectiva original es al menos un 10% diferente de la actual descontada Valor de los flujos de efectivo remanentes del pasivo financiero original. Si la modificación no es sustancial, la diferencia entre: (1) el importe en libros de la responsabilidad antes de la modificación; y (2) el valor presente de los flujos de efectivo después de la modificación debe reconocerse en resultados como la ganancia o pérdida por modificación dentro de otras ganancias y pérdidas</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Bienes adjudicados</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los bienes adjudicados son bienes que el Fideicomiso recibe como consecuencia de un crédito incobrable, ya sea por medio de una resolución judicial o por consentimiento del deudor, y que son destinados para su venta. Estos bienes cuentan con dos categorías: los adquiridos mediante adjudicación judicial y los recibidos mediante dación en pago. Los bienes adquiridos mediante adjudicación judicial se registran en la fecha en que causó ejecutoria el auto aprobatorio del remate mediante el cual se decretó la adjudicación, los bienes recibidos mediante dación en pago se registran, por su parte, en la fecha en la que se firma la escritura de dación, o se da formalidad a la transmisión dé la propiedad del bien.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El valor de registro de ambos es igual a su costo, valor neto de realización o el valor neto en libros del crédito, el que sea menor. Al registrar en la contabilidad un bien adjudicado, el saldo del crédito se da de baja de la cartera del Fideicomiso, en el caso de que el valor en libros del crédito fuese inferior al valor del bien adjudicado, el valor de este último se ajusta al valor en libros del crédito. Las ganancias o pérdidas en la venta de estos bienes se incluyen en los resultados. Regularmente la Administración del Fideicomiso revisa el valor neto de realización y en caso de que se de alguna circunstancia que haya deteriorado el mismo realiza los ajustes correspondientes.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Deterioro de activos financieros</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso reconoce la pérdida crediticia esperada de por vida cuando ha habido un aumento significativo en el riesgo crediticio desde el reconocimiento inicial. </span><span style="font-family:'Times New Roman'; font-size:11pt">Las estimaciones de deterioro se realizan por toda la vida de los créditos, debido al alto riesgo que refleja la situación actual de la cartera de créditos.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Incremento significativo en el riesgo de crédito</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Al evaluar si el riesgo de crédito en un instrumento financiero ha aumentado significativamente desde el reconocimiento inicial, el Fideicomiso compara el riesgo de que ocurra un incumplimiento en el instrumento financiero en la fecha de reporte con el riesgo de un incumplimiento en el instrumento f</span><span style="font-family:'Times New Roman'; font-size:11pt">inanciero en la fecha de inicio</span><span style="font-family:'Times New Roman'; font-size:11pt"> reconocimiento. Al realizar esta evaluación, el Fideicomiso considera información tanto cuantitativa como cualitativa que sea razonable y fundamentada, incluida la experiencia histórica y la información prospectiva que está disponible sin costo o esfuerzo innecesario. La información prospectiva considerada incluye las perspectivas futuras de las industrias en las que operan los deudores del Fideicomiso, obtenidas de informes de expertos económicos, analistas financieros, organismos gubernamentales, grupos de expertos pertinentes y otras organizaciones similares, así como la consideración de varias fuentes externas de información real e información económica proyectada relacionada con las operaciones centrales del Fideicomiso.</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">En particular, la siguiente información se toma en cuenta al evaluar si el riesgo de crédito ha aumentado significativamente desde el reconocimiento inicial:</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Un deterioro significativo existente o esperado en la calificación externa (si existe) o interna del instrumento financiero;</span></p>
<p style="margin:0pt; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Deterioro significativo en indicadores de mercado externos de riesgo de crédito para un instrumento financiero específico, por ejemplo, un aumento significativo en el diferencial de crédito, permuta de incumplimiento crediticio para el deudor, o el periodo de tiempo o el alcance al cual el valor razonable de un activo financiero es menor que su costo amortizado;</span></p>
<p style="margin:0pt; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Cambios adversos existentes o esperados en las condiciones económicas, financieras o de negocios que se espera que causen una disminución significativa en la capacidad del deudor de cumplir su obligación de deuda; </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Un deterioro significativo actual o esperado en los resultados operativos del deudor;</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Aumentos significativos en el riesgo de crédito en otros instrumentos financieros del mismo deudor;</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Un cambio adverso existente o esperado en las condicionas regulatorias, económicas o tecnológicas del deudor que resulta en una disminución significativa de la capacidad del deudor de cumplir sus obligaciones</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Independientemente del resultado de la evaluación anterior, el Fideicomiso supone que el riesgo de crédito en un activo financiero ha aumentado significativamente desde el reconocimiento inicial cuando los pagos contractuales tienen un vencimiento de más de 30 días, a menos que el Fideicomiso tenga información razonable y confiable que demuestre lo contrario.</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">A pesar de lo anterior, el Fideicomiso asume que el riesgo de crédito en un instrumento financiero no ha aumentado significativamente desde el reconocimiento inicial si se determina que el instrumento financiero tiene un riesgo crediticio bajo en la fecha de reporte. Se determina que un instrumento financiero tiene un riesgo de crédito bajo si:</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El instrumento financiero tiene un riesgo de incumplimiento bajo, </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El deudor tiene una notoria capacidad de cumplir sus obligaciones de flujos contractuales de efectivo en el corto plazo, y</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Cambios adversos en condiciones económicas y de negocios en el largo plazo pueden reducir la habilidad de que el deudor pueda cumplir con sus obligaciones contractuales de efectivo, pero no sucederá necesariamente.</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Fideicomiso considera que un activo financiero tiene bajo riesgo de crédito cuando el activo tiene una calificación crediticia externa de “grado de inversión” </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:11pt"> la definición globalmente aceptada, o en caso de que no haya una calificación externa disponible, que el activo tenga una calificación interna “realizable”. Realizable significa que la contraparte tiene una fuerte posición financiera y no</span><span style="font-family:'Times New Roman'; font-size:11pt"> hay montos pasados pendientes.</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Definición de incumplimiento</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso considera que lo siguiente constituye un evento de incumplimiento para fines de administración de riesgo de crédito interno, ya que la experiencia histórica indica que los activos financieros no son recuperables cuando cumplen con cualquiera de los siguientes criterios:</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Cuando el deudor incumple los convenios financieros;</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">L</span><span style="font-family:'Times New Roman'; font-size:11pt">a información desarrollada internamente u obtenida de fuentes externas indica que es improbable que el deudor pague a sus acreedores, incluida el Fideicomiso, en su totalidad (sin tener en cuenta ninguna garantía que tenga el Fideicomiso).</span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt">Independientemente del análisis anterior, el Fideicomiso considera que el incumplimiento ha ocurrido cuando un activo financiero tiene más de 90 días de vencimiento, a menos que el Fideicomiso tenga información razonable y confiable para demostrar que un criterio de incumplimiento más atrasado es más apropiado.</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12.5pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic">Activos financieros con deterioro crediticio</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:11.7pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Un activo financiero tiene deterioro crediticio cuando se han producido uno o más eventos que tienen un impacto perjudicial en los flujos de efectivo futuros estimados de ese activo financiero. La evidencia de que un activo financiero tiene deterioro crediticio incluye datos observables sobre los siguientes eventos:</span></p>
<p style="margin:0pt 0pt 0pt 103.05pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Dificultad financiera significativa por parte del emisor o del deudor;</span></p>
<p style="margin:0pt 0pt 0pt 131.4pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">El incumplimiento de un contrato, como un incumplimiento o un evento vencido (ver (</span><span style="font-family:'Times New Roman'; font-size:11pt">ii</span><span style="font-family:'Times New Roman'; font-size:11pt">) arriba);</span></p>
<p style="margin:0pt 0pt 0pt 131.4pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.7pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los prestamistas del deudor, por razones económicas o contractuales relacionadas con la dificultad financiera del deudor, le otorgan al deudor una concesión que los prestamistas no considerarían de otra manera;</span></p>
<p style="margin:0pt 0pt 0pt 131.4pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Es cada vez más probable que el deudor entre en bancarrota o alguna otra reorganización financiera; o la extinción de un Mercado funcional para el activo financiero por sus dificultades financieras.</span></p>
<p style="margin:0pt 0pt 10pt 54pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">la extinción de un Mercado funcional para el activo financiero por sus dificultades financieras</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Política de bajas</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso da de baja un activo financiero cuando hay información que indique que el deudor se encuentra en una dificultad financiera grave y no existe una perspectiva realista</span><span style="font-family:'Times New Roman'; font-size:11pt"> de recuperación, por ejemplo. C</span><span style="font-family:'Times New Roman'; font-size:11pt">uando el deudor ha sido colocado en liquidación o ha entrado en un proceso de quiebra, o en el caso de cuentas por cobrar comerciales, cuando los montos vencen a más de dos años, lo que ocurra antes. Los activos financieros dados de baja aún pueden estar sujetos a actividades de cumplimiento bajo los procedimientos de recuperación del Fideicomiso, teniendo en cuenta el asesoramiento legal cuando sea apropiado. Cualquier recuperación realizada se rec</span><span style="font-family:'Times New Roman'; font-size:11pt">onoce en resultados.</span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Medición y reconocimiento de pérdidas crediticias esperadas</span></p>
<p style="margin:0pt 0pt 0pt 85.05pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">La medición de las pérdidas crediticias esperadas es una función de la probabilidad de incumplimiento, la pérdida dada el incumplimiento (es decir, la magnitud de la pérdida si existe un incumplimiento) y la exposición en el incumplimiento. La evaluación de la probabilidad de incumplimiento y la pérdida dada por defecto se basa en datos históricos ajustados por información prospectiva como se describe anteriormente. En cuanto a la exposición al incumplimiento, para los activos financieros, esto está representado por el valor en libros bruto de los activos en la fecha de reporte; para los contratos de garantía financiera, la exposición incluye el monto establecido en la fecha de reporte, junto con cualquier monto adicional que se espera obtener en el futuro por fecha de incumplimiento determinada en función de la tendencia histórica, la comprensión del Fideicomiso de las necesidades financieras específicas de los deudores, y otra información relevante a futuro.</span></p>
<p style="margin:0pt 0pt 0pt 103.05pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt">Para los activos financieros, la pérdida crediticia esperada se estima como la diferencia entre todos los flujos de efectiv</span><span style="font-family:'Times New Roman'; font-size:11pt">o contractuales que se deben a</span><span style="font-family:'Times New Roman'; font-size:11pt">l Fideicomiso de acuerdo con el contrato y todos los flujos de efectivo que el Fideicomiso espera recibir, descontados a la tasa de interés efectiva original. </span></p>
<p style="margin:0pt 0pt 0pt 74.7pt; text-align:justify; line-height:12pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">El Fideicomiso reconoce una pérdida o pérdida por deterioro en el resultado de todos los instrumentos financieros con un ajuste correspondiente a su valor en libros a través de una cuenta de provisión para pérdidas.</span></p>
<p style="margin:0pt 0pt 0pt 74.7pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Las pérdidas estimadas por deterioro de la cartera se cargan a los resultados del año en el que se determina. La recuperación de créditos, previamente deteriorados, se registra contra la estimación para deterioro de la cartera de créditos cuando se cobra.</span></p>
<p style="margin:0pt 0pt 0pt 74.7pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">En periodos subsecuentes, cuando las circunstancias que dieron origen al reconocimiento de una perdida por deterioro cambian de manera favorable, la estimación previamente reconocida es revertida, registrando el efecto en la estimación por deterioro de cartera de créditos en el estado de resultados.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Pasivo bursátil</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los Instrumentos financieros emitidos por el Fideicomiso, son préstamos y obligaciones financieras que no son derivados y se reconocen inicialmente a su valor razonable, neto de los costos de transacción directamente atribuibles. Los préstamos y obligaciones financieras se valúan posteriormente al costo amortizado. La diferencia entre el monto neto recibido y el valor a pagar es reconocida en el estado de resultados durante el periodo de duración del préstamo, utilizando el método de tasa de interés efectiva.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Patrimonio</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los aumentos netos acumulados al patrimonio están constituidos por las aportaciones del Fideicomitente ante la institución financiera que ejerce la función de fiduciario, así como por los ingresos netos acumulados no distribuidos, cuyo movimiento de aumento o disminución del año se determina en el estado de resultados.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Reconocimiento de ingresos</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los ingresos por intereses de sus inversiones de corto plazo se reconocen en los resultados del ejercicio conforme se devengan en función de los plazos y tasas de interés establecidos en los contratos celebrados con las instituciones bancadas. Los ingresos por intereses y comisiones por cobranza provenientes de cartera de crédito vigente se reconocen en resultados conforme son devengados bajo el método de tasa de interés efectiva.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Gastos por intereses</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">Los gastos por intereses se reconocen en el estado de resultados conforme se devengan. A partir de la fecha de emisión y en tanto no sean amortizados en su totalidad, él pasivo bursátil devengar intereses sobre el saldo insoluto de principal a una ta</span><span style="font-family:'Times New Roman'; font-size:11pt">sa de interés fija.</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; font-style:italic">Impuestos a la utilidad</span></p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt">De acuerdo a</span><span style="font-family:'Times New Roman'; font-size:11pt"> las disposiciones fiscales aplicables vigentes, el Fideicomiso no es sujeto del Impuesto sobre la Renta, y se considera que este impuesto es reconocido y solventado por el Fideicomitente quien reconoce los efectos de este impuesto a la utilidad en su propia información financiera.</span></p>
<p style="margin:0pt; text-align:justify; line-height:11.5pt; widows:0; orphans:0"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
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<li style="margin:0pt 2.4pt 6pt 36pt; text-indent:0pt; text-align:justify; line-height:115%; font-family:'Times New Roman'; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">NUEVOS</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; letter-spacing:-0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">PRONUNCIAMIENTOS</span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; letter-spacing:-0.15pt"> </span><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">CONTABLES</span><span style="font-family:'Times New Roman'; font-size:11pt"> </span></li>
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<p style="margin:0pt 2.4pt 6pt 0pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">En el año 2024, el Consejo de Normas Internacionales de Contabilidad (“IASB” por sus siglas en inglés) emitió una serie de modificaciones a las NIIF las cuales son obligatorias y entran en vigor a partir de los ejercicios que iniciaron en o después del 1 de enero de 2024.</span></p>
<p style="margin:0pt 2.4pt 6pt 0pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Del análisis de las modificaciones se definen los efectos de su adopción conforme se muestra a continuación:</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">NIIF relativa</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Descripción</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Aplicable en:</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold">Efecto en la Información Financiera del Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; color:#ffffff">Normas Internacionales de Información Financiera - NIIF</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a NIIF 16, “Pasivo por arrendamiento en una venta en vía de retorno”</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Requiere que un arrendatario-vendedor, mida subsecuentemente los pasivos por un arrendamiento que surja de una operación de arrendamiento en vía de retorno (sale and </span><span style="font-family:'Times New Roman'; font-size:11pt">leaseback</span><span style="font-family:'Times New Roman'; font-size:11pt">)</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2024</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a la NIC 1- Presentación de Estados Financieros - Clasificación de pasivos.</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">La clasificación de los pasivos en corrientes y no corrientes debe basarse en los derechos existentes, a diferir la liquidación en al menos 12 meses</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2024</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a la NIC 1 - Pasivos no corrientes con condiciones pactadas (“</span><span style="font-family:'Times New Roman'; font-size:11pt">covenants</span><span style="font-family:'Times New Roman'; font-size:11pt">”)</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Los acuerdos de préstamos con </span><span style="font-family:'Times New Roman'; font-size:11pt">covenants</span><span style="font-family:'Times New Roman'; font-size:11pt"> como pasivos no corrientes puede verse afectada cuando una entidad deba cumplir dicho </span><span style="font-family:'Times New Roman'; font-size:11pt">covenant</span><span style="font-family:'Times New Roman'; font-size:11pt"> en o antes de la fecha del período que se informa</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2024</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a la NIC 7 - Estado de flujos de efectivo y NIIF 7 -Instrumentos financieros</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Información a revelar</span><span style="font-family:'Times New Roman'; font-size:11pt">- Acuerdos de financiación de proveedores</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2024</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al 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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:127.6pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a la NIC 21 - Ausencia de convertibilidad</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Introduce la definición de convertibilidad entre monedas y establece un enfoque de análisis dual. Se incorporan requisitos de revelación tanto cualitativos como cuantitativos</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:56.5pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2026</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:63.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">NIIF 18 - Presentación y Revelación en Estados Financieros</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Esta nueva norma no modifica los criterios de reconocimiento y medición de las NIIF, sino que introduce cambios a los criterios de presentación.</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:56.5pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2027</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:63.9pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">En análisis para adoptar cambios en su oportunidad</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">NIIF 19 - Subsidiarias sin obligación pública de rendir cuentas</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:191.8pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Especifica los requisitos reducidos de información a revelar, y reducir los costos de preparación de los estados financieros de las subsidiarias, manteniendo la utilidad de la información para los usuarios.</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:56.5pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2027</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<tr style="height:31.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:127.6pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Modificaciones a la NIIF 9 y NIIF 7 - Instrumentos financieros</span></p>
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<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:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:191.8pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Contratos de electricidad generada por fuentes naturales. Reconocimiento y tratamiento de los contratos de compra de energía eléctrica</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2026</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">No aplica al Fideicomiso</span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; color:#ffffff"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; color:#ffffff"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; color:#ffffff"> </span></p>
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<p style="margin:0pt 0pt 10pt; text-align:center; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt; font-weight:bold; color:#ffffff">Normas Internacionales de Sostenibilidad - NIIFS</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">NIIFS-S1</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Proporciona un marco de principios (requerimientos) generales para la revelación de información material sobre los riesgos y oportunidades significativos </span><span style="font-family:'Times New Roman'; font-size:11pt">en materia de sostenibilidad a los que está expuesta una compañía, buscando que sea útil para los usuarios principales de informes financieros de propósito general.</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:56.5pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2025</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">En análisis para adoptar </span><span style="font-family:'Times New Roman'; font-size:11pt">cambios en su oportunidad</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; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:127.6pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">NIIFS-S2</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:191.8pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">Establece revelaciones de información sobre la exposición a riesgos y oportunidades significativos asociados con el clima, que permitan a los “usuarios primarios” evaluar el impacto en la posición financiera y permitir a los usuarios comprender los procesos utilizados para identificar, evaluar, priorizar y monitorear los riesgos y oportunidades relacionados con el clima.</span></p>
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<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:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:56.5pt">
<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">1 de enero de 2025</span></p>
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<p style="margin:0pt 0pt 10pt; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt">En análisis para adoptar cambios en su oportunidad</span></p>
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<td style="width:198.8pt; border:none"> </td>
<td style="width:63.5pt; border:none"> </td>
<td style="width:70.9pt; border:none"> </td>
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<p style="margin:0pt 2.4pt 6pt 0pt; text-align:justify; line-height:115%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
<p style="margin:0pt 25.05pt 6pt 0pt; text-align:justify; line-height:98%; font-size:11pt"><span style="font-family:'Times New Roman'; font-size:11pt"> </span></p>
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<span style="font-family:'Times New Roman'; font-size:11pt">Toda vez que la finalidad del contrato de Fideicomiso consiste en la administración de recursos, las razones financieras vigentes </span><span style="font-family:'Times New Roman'; font-size:11pt">de acuerdo con</span><span style="font-family:'Times New Roman'; font-size:11pt"> la normatividad actual, no le son aplicables, debido a que el indicador obtenido no es representativo para poder interpretar la situación financiera del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">El socio responsable de la auditoría de los estados financieros a</span><span style="font-family:'Times New Roman'; font-size:11pt">djuntos del Fideicomiso F/243264</span><span style="font-family:'Times New Roman'; font-size:11pt"> cuyo Fiduciario es HSBC México, S.A., Institución de Banca Múl</span><span style="font-family:'Times New Roman'; font-size:11pt">tiple, al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, es quien suscribe este informe</span><span style="font-family:'Times New Roman'; font-size:11pt">:</span>
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<span style="font-family:'Times New Roman'; font-size:11pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">Valor Agregado en Contabilidad, S.A. de C.V. </span>
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<span style="font-family:'Times New Roman'; font-size:11pt">HSBC Fiduciario no tiene conocimiento de transacciones o créditos relevantes entre las partes 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:'Times New Roman'; font-size:11pt">Durante el periodo comprendido del 1 de enero al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:11pt">4</span><span style="font-family:'Times New Roman'; font-size:11pt">, no se celebraron asambleas de tenedores.</span>
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