CDVITOT
2024-12-31
CDVITOT
2024-12-31
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CDVITOT
2024-12-31
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CDVITOT
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ISO4217:MXN
xbrli:pure
Anexo N Bis 1
NO
Fideicomisos
NO
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NO
80739
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<span style="font-family:Arial; font-size:8pt">La emisión de los Certificados Bursátiles a que se refiere el Título respectivo, se efectúa por cuenta del Fideicomiso Irrevocable número 80739 de fecha 8 de septiembre de 2015 celebrado por el Instituto del Fondo Nacional de la Vivienda para los Trabajadores </span><span style="font-family:Arial; font-size:8pt">“INFONAVIT” </span><span style="font-family:Arial; font-size:8pt">y el Co Acreditante en su carácter de Fideicomitente y Administrador; Nacional Financiera, S.N.C., Institución de Banca de Desarrollo Dirección Fiduciaria en su carácter de Fiduciaria y CIBanco, S.A., Institución de Banca, en su carácter de Representante Común. La finalidad del Fideicomiso es la emisión de los Certificados Bursátiles, así como la adquisición y cobranza de Créditos, esto último a través del Administrador, el Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
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<span style="font-family:Arial; font-size:8pt">Nacional Financiera, S.N.C., Institución de Banca de Desarrollo Dirección Fiduciaria</span>
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<span style="font-family:Arial; font-size:8pt">Instituto del Fondo Nacional de la Vivienda para los Trabajadores y Banco Invex S.A., Institución de Banca Múltiple, Invex Grupo Financiero como fiduciario del fideicomiso número F/2061, constituido por Concentradora Hipotecaria, S.A.P.I. de C.V. (en adelante “FHipo” o el “Co Acreditante”).</span>
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CDVITOT
Los tenedores de los Certificados Bursátiles Fiduciarios Preferentes
Los Tenedores del Instrumento Subordinado
Los tenedores de las Constancias Subordinadas.
No Aplica.
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<span style="font-family:Arial; font-size:8pt">Instituto del Fondo Nacional de la Vivienda para los Trabajadores</span>
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<span style="font-family:Arial; font-size:8pt">El Patrimonio del Fideicomiso se integra, entre otros, por los derechos sobre 11,599 (once mil quinientos noventa y nueve) Créditos Hipotecarios, junto con el derecho a efectuar reclamaciones bajo los Seguros y cualesquiera otros accesorios que les correspondan, todos y cada uno de los créditos hipotecarios que sean cedidos por el Fideicomitente como reemplazo de otros junto con el derecho a efectuar reclamaciones bajo los Seguros y cualesquiera otros accesorios que les correspondan; cualquier cantidad que el Fideicomitente entregue al Fiduciario por cualquier concepto; todas las cantidades que sean depositadas por el Administrador; los valores en que se invierta el Patrimonio del Fideicomiso y sus rendimientos; todas las cantidades, bienes y derechos que eventualmente pudiera afectar al Fideicomiso el Fideicomitente.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Características de los Créditos Hipotecarios:</span>
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" 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</p>
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<span style="font-family:Arial; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios se pagarán exclusivamente con los recursos que integren el Patrimonio del Fideicomiso.</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Derechos que confieren a los Tenedores:</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Cada Certificado Bursátil representa para su titular el derecho de cobro de principal e intereses adeudados por el Fiduciario como emisor de los mismos, derivados de los flujos generados por el cobro de los Créditos Hipotecarios y sus accesorios cedidos por el Instituto del Fondo Nacional de la Vivienda para los Trabajadores que forman parte del Patrimonio del Fideicomiso, en los términos descritos en el suplemento y en el título que documenta la presente emisión hasta por el valor, desde la fecha de su emisión y hasta la fecha del reembolso total de su valor nominal. Los Certificados Bursátiles se liquidarán únicamente con los recursos existentes en el Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Preferentes devengarán intereses sobre su Saldo Insoluto del Principal a una tasa de interés bruta anual de 2.80% (dos punto ochenta por ciento) la cual se determinó con base en la tasa del UDIBONO con vencimiento al 13 de junio de 2019 y se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Preferentes, el Representante Común utilizará la fórmula establecida en el Suplemento y en el Certificado Global Preferente correspondiente a los Certificados Bursátiles Fiduciarios Preferentes.</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Subordinados devengarán intereses sobre su Saldo Insoluto del Principal a una tasa de interés bruta anual de 4.12% (cuatro punto doce por ciento) la cual se determinó con base en la tasa del UDIBONO con vencimiento al 10 de diciembre de 2020 y se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Subordinados, el Representante Común utilizará la fórmula establecida en el Certificado Global Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sea amortizada, la Constancia Preferente INFONAVIT devengará intereses sobre su Saldo Insoluto del Principal a una tasa de interés bruta anual de 4.12% (cuatro punto doce por ciento) la cual se mantendrá fija durante la vigencia de la emisión, para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de la Constancia Preferente INFONAVIT, el Representante Común utilizará la fórmula establecida en dicha Constancia Preferente INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt">La Emisión no contempla el pago de intereses moratorios.</span>
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<span style="font-family:Arial; font-size:8pt">Para más información, referirse a la sección denominada “Desempeño de los Valores emitidos”. </span>
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<span style="font-family:Arial; font-size:8pt">No aplica.</span>
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<span style="font-family:Arial; font-size:8pt">El día 20 de cada mes de marzo y septiembre de cada año en el que los Certificados Bursátiles estén vigentes. La primera Fecha de Pago será el 22 de marzo de 2016 y, en caso de que no hayan sido amortizados previamente, la última será la Fecha de Vencimiento, y en el caso que cualquiera de dichas fechas no sea un Día Hábil, esa Fecha de Pago será el Día Hábil inmediato posterior y dicha extensión será tomada en cuenta para el cálculo del monto a pagar.</span>
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<span style="font-family:Arial; font-size:8pt">El principal de los Certificados Bursátiles 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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<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal bajo los Certificados Bursátiles será pagado en la Fecha de Vencimiento.</span>
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<span style="font-family:Arial; font-size:8pt">En cada Fecha de Pago, el Fiduciario como emisor podrá efectuar Amortizaciones Anticipadas de Principal de los Certificados Bursátiles, por una cantidad igual al monto que se determine para tal propósito de conformidad con la cláusula Décimo Segunda del Contrato de Fideicomiso. Cada Amortización Anticipada de Principal será aplicada a prorrata entre la totalidad de los Certificados Bursátiles emitidos. Bajo los términos de los Certificados Bursátiles, estas fluctuaciones en el comportamiento de la amortización anticipada de los certificados no dan derecho al pago de ninguna penalización en favor de los Tenedores.</span>
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<span style="font-family:Arial; font-size:8pt">No existirá la obligación de pagar prima alguna en caso de que se actualice algún supuesto de amortización anticipada.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para más información, referirse a la sección denominada “Desempeño de los Valores emitidos”</span>
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<span style="font-family:Arial; font-size:8pt">El día 20 de cada mes de marzo y septiembre de cada año en el que los Certificados Bursátiles estén vigentes. La primera Fecha de Pago será el 22 de marzo de 2016 y, en caso de que no hayan sido amortizados previamente, la última será la Fecha de Vencimiento, y en el caso que cualquiera de dichas fechas no sea un Día Hábil, esa Fecha de Pago será el Día Hábil inmediato posterior y dicha extensión será tomada en cuenta para el cálculo del monto a pagar.</span>
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<span style="font-family:Arial; font-size:8pt">Los intereses que devengarán los Certificados Bursátiles se liquidarán en cada Fecha de Pago, excepto en los casos en que el día establecido como Fecha de Pago sea inhábil, en cuyo caso se liquidarán el Día Hábil inmediato siguiente al término de que se trate.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para más información, referirse a la sección denominada “Desempeño de los Valores emitidos”</span>
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<span style="font-family:Arial; font-size:8pt">De conformidad con los términos del Contrato de Fideicomiso, el Fiduciario deberá pagar los Gastos Semestrales y se cobrará la Comisión por Administración antes de pagar cualquier cantidad a los Tenedores bajo los Certificados Bursátiles Fiduciarios, por lo que los pagos de principal e interés a los Tenedores se encuentran subordinados a los pagos que se deban realizar para cubrir dichos Gastos Semestrales y la Comisión por Administración. Los Gastos Semestrales incluyen, entre otros, los pagos de honorarios al Fiduciario, al Representante Común, el pago de los gastos de registro ante la CNBV y listado ante la BMV. Asimismo, el monto de la Cobranza de los Créditos Hipotecarios será transferido a la Cuenta del Fideicomiso después de descontar la Comisión por Administración y los Gastos de Cobranza, si los hubiere</span>
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<span style="font-family:Arial; font-size:8pt">El principal y los intereses devengados respecto de los Certificados Bursátiles se pagan en cada Fecha de Pago, en el domicilio de la S.D. INDEVAL, S.A. de C.V., Institución para el Depósito de Valores, ubicada en Paseo de la Reforma No. 255, 3er. Piso, Colonia Cuauhtémoc, C.P. 06500, México, D.F.</span>
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<span style="font-family:Arial; font-size:8pt">CIBanco, S.A., Institución de Banca Múltiple, en su carácter de representante común de los Tenedores de conformidad con el Certificado Global que ampare los Certificados Bursátiles Fiduciarios.</span><span style="font-family:'Times New Roman'; font-size:10pt"> </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 estarán a lo dispuesto en los artículos 54, 134, 135 y demás aplicables, de la Ley del Impuesto sobre la Renta vigente a partir del ejercicio de 2014. Tratándose de personas morales, se estará a lo dispuesto en el Título II de la Ley del Impuesto sobre la Renta. Los intermediarios financieros estarán obligados a retener y enterar el impuesto, cuando proceda, 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 54 de la Ley del Impuesto sobre la Renta y deberán expedir un comprobante fiscal en el que conste el monto de los intereses pagados, así como del impuesto retenido. En el caso de los intereses generados a favor de residentes en el extranjero, el impuesto será retenido conforme al artículo 166, fracción II de esa misma Ley y otras disposiciones aplicables. En caso de que la SHCP, publique reformas o adiciones a la Ley del Impuesto sobre la Renta y que las mismas afecten el régimen fiscal del Tenedor de los Certificados Bursátiles, el Tenedor deberá ajustarse a dichas reformas.
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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
Del 01/01/2024 al 31/12/2024
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<span style="font-family:Arial; font-size:8pt">Los términos con mayúscula inicial que se señalen en este documento y que no se encuentren definidos tendrán el mismo significado que se les atribuye en el Contrato de Fideicomiso. Asimismo, los términos con mayúscula inicial que se señalen tendrán el significado que se les atribuye en su forma singular y/o plural y que se presentan en la siguiente lista:</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“ACFIN”</span>
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<span style="font-family:Arial; font-size:8pt">significa, Administradora de Activos Financieros, S.A.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Administrador Maestro”</span>
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<span style="font-family:Arial; font-size:8pt">significa, Administradora de Activos Financieros, S.A. o cualquier Administrador Maestro Sustituto conforme a lo previsto en el Contrato de Administración Maestra.</span>
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<span style="font-family:Arial; font-size:8pt">significa, cualquier tercero que substituya al Administrador Maestro conforme a lo previsto en el Contrato de Administración Maestra.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Administrador”</span>
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<span style="font-family:Arial; font-size:8pt">significa, el INFONAVIT como administrador de los Créditos Hipotecarios y del derecho a efectuar reclamaciones bajo los Seguros.</span>
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<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta, las sociedades denominadas HR Ratings de México, S.A. de C.V. y </span><span style="font-family:Arial; font-size:8pt">S&P Global Ratings</span><span style="font-family:Arial; font-size:8pt"> Inc.</span><span style="font-family:Arial; font-size:8pt">, quienes determinarán la calificación de la emisión de los Certificados Bursátiles Fiduciarios Preferentes y del Instrumento Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Amortización Anticipada</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">de Principal”</span>
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<span style="font-family:Arial; font-size:8pt">significa,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en cada Fecha de Pago, el Fiduciario podrá efectuar amortizaciones anticipadas de principal de los Certificados Bursátiles Fiduciarios, por una cantidad igual al Monto de Amortización Anticipada.</span>
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<span style="font-family:Arial; font-size:8pt">significa, el monto de las aportaciones del 5% (cinco por ciento) sobre el salario diario integrado de los trabajadores a su servicio que realiza el patrón al INFONAVIT en términos del artículo 29 de la Ley del INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Aseguradora”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, las compañías de seguros o aseguradoras que, en su caso, emitan las pólizas de los Seguros respecto de cada uno de los Inmuebles, sus sucesores y cesionarios</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“BMV” o “Bolsa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la Bolsa Mexicana de Valores, S.A.B. de C. V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Calificación de los Certificados</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Calificación de la Constancia Preferente”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la calificación otorgada a los Certificados Bursátiles por las Agencias Calificadoras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la calificación otorgada a la Constancia Preferente INFONAVIT por las Agencias Calificadoras.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cantidades Excluidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cualquier cantidad que venza o se devengue (independientemente de cuando sea cobrada) con respecto a los Créditos Hipotecarios en el periodo que termina en (y no incluye) la Fecha de Corte con respecto a (i) cualquier pago de principal o de intereses ordinarios devengados hasta (y sin incluir a) la Fecha de Corte, (ii) cualesquiera intereses moratorios devengados en relación a montos de principal vencidos antes de (y sin incluir a) la Fecha de Corte (sin importar cuando se devenguen), (iii) cualquier indemnización bajo los Seguros relacionada con hechos sucedidos antes de (y sin incluir a) la Fecha de Corte y (iv) cualquier pago por parte del INFONAVIT, en términos de los artículos 145 de la Ley Federal del Trabajo y 51 de la Ley del INFONAVIT, para cubrir el saldo de un Crédito Hipotecario en caso de muerte, incapacidad total y permanente, incapacidad parcial y permanente al 50% (cincuenta por ciento) o más, o invalidez definitiva del Deudor Hipotecario que ocurra antes de (y sin incluir a) la Fecha de Corte.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cantidades</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Incluidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cualquier cantidad que venza o se devengue (independientemente de cuando sea cobrada) con respecto a los Créditos Hipotecarios en el periodo que inicia con (e incluye a) la Fecha de Corte con respecto a (i) cualquier pago de principal o de intereses ordinarios devengados a partir de (e incluyendo a) la Fecha de Corte, (ii) cualesquiera intereses moratorios devengados en relación a montos de principal vencidos a partir de (e incluyendo a) la Fecha de Corte (sin importar cuando se devenguen), (iii) cualquier indemnización bajo los Seguros relacionada con la pérdida total de un Inmueble que suceda a partir de (e incluyendo a) la Fecha de Corte, (iv) cualquier pago por parte del INFONAVIT, en términos de los artículos 145 de la Ley Federal del Trabajo y 51 de la Ley del INFONAVIT, para cubrir el saldo de un Crédito Hipotecario en caso de muerte, incapacidad total y permanente, incapacidad parcial y permanente al 50% (cincuenta por ciento) o más,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">o invalidez definitiva del Deudor Hipotecario que ocurra a partir de (e incluyendo a) la Fecha de Corte y (v) el Producto Neto de Liquidación.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Causa de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Incumplimiento”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cuando en cualquier momento durante la vigencia de los Certificados Bursátiles Fiduciarios, en una Fecha de Pago no se pague íntegramente el Monto de Pago de Interés Preferente o el Monto de Pago de Interés del Instrumento Subordinado, correspondiente a dicha Fecha de Pago o que, 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 Preferentes y el Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cedentes”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, en forma conjunta el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados Bursátiles o Certificados Bursátiles Fiduciarios”</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta, los Certificados Bursátiles Fiduciarios Preferentes y los Certificados Bursátiles Fiduciarios Subordinados 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:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados Bursátiles Fiduciarios Preferentes”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">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, el formato de dicho Certificado Global Preferente se encuentra adjunto al Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados Globales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, de manera conjunta, el certificado global Preferente y el Crédito Global Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">FHipo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Banco</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Invex</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">S.A., Institución de Banca Múltiple,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Invex</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Grupo Financiero, como fiduciario del fideicomiso número F/20161, constituido por Concentradora Hipotecaria, S.A.P.I. de C.V. el 3 de julio de 2014.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“CNBV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la Comisión Nacional Bancaria y de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, con respecto a los Créditos Hipotecarios, el monto total de las Cantidades Incluidas que sean efectivamente cobradas por el Administrador menos la Comisión por Administración y los Gastos de Cobranza que puedan ser deducidos de conformidad con el Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Constancia”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, conjuntamente, la Constancia Preferente INFONAVIT y las Constancias Subordinadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Comisión por</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administración”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa una comisión bimestral pagadera al Administrador por sus servicios bajo el Contrato de Administración, equivalente al 1.208% (uno punto doscientos ocho por ciento) de la suma del saldo insoluto de principal de todos los Créditos Hipotecarios, según</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">este</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">monto se refleje en el Reporte de Cobranza que corresponda al Periodo de Generación con respecto del cual se calcule esta comisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Constancia Preferente INFONAVIT”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la constancia de derechos de cobro por la cantidad total al momento de su emisión de 27,604,700 (veintisiete millones seiscientos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cuatro mil setecientas)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIs, la cual se encuentra subordinada en cuanto al derecho y prioridad para recibir pago de principal e intereses a los Certificados Bursátiles Fiduciarios Preferentes, en términos de la Cláusula Décimo Segunda del Contrato de Fideicomiso, suscrita por el Fiduciario a favor del INFONAVIT en términos de la Cláusula Quinta (a) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Constancias podrán ser cedidas y/o subdivididas mediante notificación por escrito que el tenedor haga al Fiduciario, por lo que las Constancias podrán ser cedidas en forma total o parcial, según se indique en la notificación correspondiente al Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Constancias Subordinadas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la constancia de derechos al remanente del Patrimonio del Fideicomiso, después del pago total de los Certificados Bursátiles, por la cantidad total al momento de su emisión de 80,738,655.56 (ochenta millones setecientos treinta y ocho mil seiscientas cincuenta y cinco punto cincuenta y seis)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDI’s, suscrita por el Fiduciario de las cuales 32,757,661.31 (treinta y dos millones setecientos cincuenta y siete mil seiscientas sesenta y uno punto treinta y un)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">corresponden a la Constancia Subordinada suscrita a favor del INFONAVIT y 47,980,994.25 (cuarenta y siete millones novecientos ochenta mil novecientas noventa y cuatro punto veinticinco)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">corresponden a la Constancia Subordinada suscrita a favor de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo; las cuales se encuentran subordinadas a los Certificados Bursátiles Fiduciarios Preferentes y al Instrumento Subordinado, en términos de la Cláusula Décima Segunda del Contrato de Fideicomiso, suscritas por el Fiduciario a favor del INFONAVIT y de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo, en su carácter de Fideicomitentes, en términos de la Cláusula Quinta del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Constancias podrán ser cedidas y/o subdivididas mediante notificación por escrito que el tenedor haga al Fiduciario, por lo que las Constancias podrán ser cedidas en forma total o parcial, según se indique en la notificación correspondiente al Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Administración”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de prestación de servicios de administración y cobranza que celebran en esta misma fecha el Fiduciario y el INFONAVIT para que éste lleve a cabo la administración y cobranza de los Créditos Hipotecarios, la reclamación de cualquier cantidad bajo los Seguros y el mantenimiento y enajenación de los Inmuebles Adjudicados, en su caso, mediante un mandato sin representación del Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Administración</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Maestra”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de prestación de servicios que celebran el Fiduciario y el Administrador Maestro.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Cesión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de cesión que</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">celebran el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo, como cedentes y el Fiduciario, como cesionario, por medio del cual el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cede a favor del Fiduciario, para beneficio del Patrimonio del Fideicomiso, los derechos sobre los Créditos Hipotecarios y el derecho a efectuar reclamaciones bajo los Seguros.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Cesiones</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de cesión por medio del cual el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cede al Fiduciario los derechos sobre un nuevo crédito hipotecario, junto con sus accesorios, a cambio de la cesión por el Fiduciario a favor del INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">de sus derechos con respecto a un Crédito no</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Elegible, junto con sus accesorios, de conformidad con los términos y condiciones establecidos en el Contrato de Cesión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<a style="color:#000000" href="about:blank"><span style="font-family:Arial; font-size:8pt">significa, el contrato de fideicomiso irrevocable número 80739 celebrado por el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en su carácter de fideicomitentes, con Nacional Financiera, S.N.C. Institución de Banca de Desarrollo, Dirección Fiduciaria, en su carácter de Fiduciario y CIBanco, S.A., Institución de Banca, en su carácter de representante común, de fecha 8 de septiembre de 2015, constituido con la finalidad de afectar los derechos de los Créditos Hipotecarios, las Hipotecas y el derecho a efectuar reclamaciones bajo los Seguros al Fideicomiso por el Fideicomitente, con el fin principal de emitir los Certificados Bursátiles entre el gran público inversionista.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Crédito no Elegible”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, un Crédito Hipotecario respecto del cual una o más de las declaraciones hechas por la Cedente en relación con los Créditos Hipotecarios en términos de la Cláusula Quinta del Contrato de Cesión no sea total o parcialmente correcta 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) o (ii) se generen condiciones que no permitan el cumplimiento pleno por parte del Deudor Hipotecario respectivo de sus obligaciones de pago bajo dicho crédito en la forma que correspondería si esa o esas declaraciones hubieran sido correctas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Créditos Hipotecarios”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los créditos con garantía hipotecaria y sus accesorios, mismos que se relacionan en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Créditos</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Hipotecarios</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Vencidos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los Créditos Hipotecarios con respecto de los cuales el Deudor Hipotecario respectivo no haya pagado 6 (seis) amortizaciones mensuales, después de que haya transcurrido cualquier Período de Prórroga al que dicho acreditado tenga derecho.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cuenta del Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">la cuenta a nombre del Fiduciario y manejada por éste para los efectos descritos en el contrato del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Deudor Hipotecario”</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cada una de las personas físicas acreditadas bajo los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Descuentos en Nómina”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de los descuentos sobre el salario diario integrado de los trabajadores que realiza el patrón sobre los salarios de los trabajadores a su servicio conforme a lo previsto en los artículos 97 y 110 de la Ley Federal del Trabajo, para el pago del crédito hipotecario otorgado por el INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Día Hábil”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, todos los días, excepto sábados y domingos, en los que están obligadas a abrir las oficinas y sucursales de las instituciones de crédito, de conformidad con el calendario que anualmente publica la CNBV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los pagos que el Fiduciario deba de efectuar en una Fecha de Pago de conformidad con el Contrato del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Documentos Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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 del Fideicomitente, incluyendo, por ejemplo (i) la solicitud de Crédito Hipotecario; (ii) la Constancia de Crédito; (iii) todos los avalúos disponibles con respecto al Inmueble sobre el cual se constituyó la Hipoteca; (iv) la carta de comprobación de ingresos del Deudor Hipotecario; (v) la carta de constancia de empleo otorgada por el patrón del Deudor Hipotecario; y (vi) el aviso a la tesorería local en relación con el impuesto predial y derechos por servicio de agua relativos a cada Inmueble.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la presente emisión de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“EMISNET”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el Sistema Electrónico de comunicación con Emisoras de Valores que mantiene la BMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Nacional Financiera, S.N.C., Institución de Banca de Desarrollo, Dirección Fiduciaria actuando en su calidad de fiduciario bajo el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Empresas Empleadoras”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan aquellas empresas que tienen contratado a un Deudor Hipotecario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Evento de Cartera Vencida Acumulada”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, que en cualquier Fecha de Pago que ocurra durante la vigencia de la Emisión, el porcentaje que resulte de dividir el (i) el saldo insoluto de los Créditos Hipotecarios Vencidos desde la Fecha de Corte hasta la Fecha de Determinación correspondiente a la Fecha de Pago anterior, entre (ii) el saldo insoluto total de principal de los Créditos Hipotecarios vigentes en la Fecha de Corte, sea mayor que el porcentaje máximo que corresponda a una Fecha de Pago, conforme a la siguiente tabla:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:168.5pt">
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:81.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Fecha de Pago</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:65.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Porcentaje Máximo</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:81.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:65.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:81.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:65.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">8.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:81.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:65.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">12.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:81.9pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4 y hasta la Fecha de Vencimiento</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:65.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">16.00%</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Expedientes de Crédito”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el expediente de cada uno de los Créditos Hipotecarios que deberá incluir, por lo menos, el testimonio de la escritura pública en que conste el Crédito Hipotecario y la Hipoteca, con el sello de registro en el Registro Público de la Propiedad correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Cierre”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el día en el que se lleve a cabo la liquidación de la colocación de los Certificados Bursátiles en la BMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Corte”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el 1 de septiembre de 2015.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Determinación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">con relación a</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cada Fecha de Pago, la fecha que ocurra 2 (dos) Días Hábiles antes de esa Fecha de Pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Emisión”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el 10 de septiembre de 2015.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Pago”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los días 20 de cada mes de marzo y septiembre de cada año en el que los Certificados Bursátiles Fiduciarios estén vigentes, a excepción</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">de la primera Fecha de Pago que</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">fue</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">el 22 de marzo de 2016 y, en caso de que no hayan sido totalmente amortizados previamente, la última fecha de pago será en la Fecha de Vencimiento, y en el caso que cualquiera de dichas fechas no sea un Día Hábil, esa Fecha de Pago será el Día Hábil inmediato posterior y dicha extensión será tomada en cuenta para el cálculo del monto a pagar, reduciéndose en ese caso el número de días de que conste el periodo siguiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Recaudación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, con respecto a cada Periodo de Generación, el día 17 del mes calendario inmediato siguiente al fin de un Periodo de Generación, y en el caso que cualquiera de dichas fechas no sea un Día Hábil o sea un viernes, esa Fecha de Recaudación será el Día Hábil inmediato posterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Transferencia”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, con respecto a cada Periodo de Generación, el día en que el Administrador transfiera a la Cuenta del Fideicomiso la Cobranza correspondiente a un Periodo de Generación, sin que en ningún caso exceda de 18 (dieciocho) Días Hábiles siguientes a la Fecha de Recaudación correspondiente a dicho Periodo de Generación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Vencimiento”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el 21 de septiembre de 2043.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomiso o Fideicomiso Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el fideicomiso No. 80739 de fecha 08 de septiembre de 2015, celebrado entre</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Fideicomitentes, el Fiduciario y el Representante Común, en base al cual fueron emitidos los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisarios en Primer Lugar”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los Tenedores de los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisario en Segundo Lugar”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisario en Tercer Lugar”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los tenedores del Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los tenedores de las Constancias Subordinadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomitentes”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta el INFONAVIT y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">FHipo.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fiduciario”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Nacional Financiera, S.N.C., Institución de Banca de Desarrollo, Dirección Fiduciaria o la institución que lo sustituya de conformidad con el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos de Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan los gastos descritos en el Contrato de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos de Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los siguientes gastos:</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios y gastos de los Intermediarios Colocadores de acuerdo con el contrato de colocación entre el Intermediarios Colocadores y el Fiduciario</span><span style="font-family:Arial; font-size:8pt">,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Fiduciario por la aceptación de su cargo en el Fideicomiso,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Representante Común por la aceptación de su cargo bajo los Certificados Bursátiles,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios de las Agencias Calificadoras por la emisión de las Calificaciones,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Administrador Maestro, y</span>
</li>
<li style="margin:0pt 0pt 0pt 25.67pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">el monto de los derechos, honorarios y gastos derivados de la Emisión y colocación de los Certificados Bursátiles, incluyendo los derechos derivados de la inscripción de los Certificados Bursátiles en el RNV, los honorarios por inscripción de los Certificados Bursátiles en la BMV, por el depósito del Certificado Global Preferente en el Indeval, honorarios de asesores legales y auditores aprobados por el Fideicomitente., los gastos causados por la promoción, publicidad y venta de los Certificados Bursátiles Fiduciarios Preferentes, los gastos causados por la impresión del Suplemento de colocación y por cualquier otra publicación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos Semestrales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan los siguientes gastos:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Fiduciario,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Representante Común,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables, para mantener el registro de los Certificados Bursátiles en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación.</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del contador independiente,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Administrador Maestro en términos del Contrato de Administración Maestra, y</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios de las Agencias Calificadoras (salvo en el caso de que no existan en una Fecha de Pago fondos suficientes en la Cuenta del Fideicomiso para el pago íntegro en esa Fecha de Pago de las Distribuciones descritas en los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">subincisos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">(1) a (3) de la cláusula Décima Segunda, inciso (b), del Fideicomiso, en cuyo caso el monto de dichos honorarios no se considerará un Gasto Semestral).</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Hipoteca”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cada uno de los contratos de hipoteca por medio del cual cada Deudor Hipotecario ha constituido un gravamen en primer lugar 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:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“IMSS”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa Instituto Mexicano del Seguro Social.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Indeval”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, S.D. INDEVAL, Institución para el Depósito de Valores, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el Instituto del Fondo Nacional de la Vivienda para los Trabajadores, organismo de servicio social creado por ley que entró en vigor el 24 de abril de 1972.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inmuebles”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cada bien inmueble sobre el cual un Deudor Hipotecario ha constituido una Hipoteca para garantizar el cumplimiento de las obligaciones a su cargo, bajo el Crédito Hipotecario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inmuebles Adjudicados”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cualquier Inmueble que llegue a ser propiedad del Fiduciario por cuenta del Fideicomiso, por adjudicación judicial o por acuerdo entre el Administrador y el Deudor Hipotecario respectivo.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Instrumento Subordinado”</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta, la Constancia Preferente INFONAVIT y los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inversiones Permitidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, conjuntamente: (i) los instrumentos de deuda denominados en Pesos emitidos por el Gobierno Federal Mexicano o por la banca de desarrollo que tengan la calificación más alta en la escala nacional mexicana o su equivalente otorgada por cualquiera de las Agencias Calificadoras, (ii) las acciones de sociedades de inversión autorizadas para invertir en instrumentos de deuda, debiendo dichos instrumentos de deuda estar denominados en Pesos y ser emitidos por el Gobierno Federal Mexicano o por la banca de desarrollo, y siempre y cuando lo autorice el Representante Común a propuesta del INFONAVIT, y (iii) valores denominados en Pesos emitidos por empresas privadas que tengan la calificación más alta en la escala nacional mexicana o su equivalente otorgada por cualquiera de las Agencias Calificadoras y siempre y cuando lo autorice el Representante Común a propuesta del INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Ley del INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa la Ley del Instituto del Fondo Nacional de la Vivienda para los Trabajadores que entró en vigor el 24 de abril de 1972, según esta ha sido modificada de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LGTOC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la Ley General de Títulos y Operaciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LIC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la Ley de Instituciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LMV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Ley del Mercado de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“México”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, conjuntamente el monto de intereses pagaderos, respecto de los Certificados Bursátiles Fiduciarios Preferentes y del Instrumento Subordinado, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en los títulos o constancia, según corresponda, que documenten dichos Certificados Bursátiles Fiduciarios Preferentes o el Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Monto de Pago de Interés de la Constancia Preferente INFONAVIT"</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de intereses pagaderos con respecto a la Constancia Preferente INFONAVIT, en una Fecha de Pago, el cual se determinará de conformidad con los términos y condiciones establecidos en el documento que ampara dicha constancia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Monto de Pago de Interés Preferente"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de intereses pagaderos respecto de los Certificados Bursátiles Fiduciarios Preferentes, 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 Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Monto de Pago de Interés Subordinado"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de intereses pagaderos respecto de los Certificados Bursátiles Fiduciarios Subordinados, 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 Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Monto de Pago de Interés del Instrumento Subordinado"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la suma del Monto de Pago de Interés de la Constancia Preferente INFONAVIT más el Monto de Pago de Interés Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto Remanente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">tiene el significado que se asigna a dicho término en el Contrato del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“NIIF”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa Normas Internacionales de Información Financiera (IFRS por sus siglas en inglés).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Patrimonio del</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los bienes y derechos, junto con todos sus frutos, productos y accesorios, que han sido o sean cedidos o de cualquier otra forma transmitidos a o adquiridos por el Fiduciario en relación con el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Intereses”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el periodo que inicia con (e incluye) la Fecha de Emisión y termina (pero excluye) la primera Fecha de Pago, y cada periodo siguiente inicia (e incluye) en una Fecha de Pago y termina (pero excluye) la siguiente Fecha de Pago, en el entendido que el último Periodo de Intereses finalizará en la Fecha de Vencimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Generación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, durante la vigencia del Fideicomiso, cada período bimestral que corresponde a los meses de enero y febrero, marzo y abril, mayo y junio, julio y agosto, septiembre y octubre, y noviembre y diciembre de cada año, respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Prórroga”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa el periodo de tiempo durante el cual se prorrogue a un Deudor Hipotecario el plazo para efectuar el pago de las cantidades adeudadas bajo su Crédito Hipotecario, de conformidad con los términos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del mismo</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">y el Art. 41 de la Ley del INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:20.7pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Peso”, “Pesos” o “$”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la Moneda de curso legal en México.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Porcentaje Preferente"</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el porcentaje que en la Fecha de Determinación resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAcCAYAAACQ0cTtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAArSURBVEhL7c1BEQAwEAOh+jedmmDutRjg7VAZUUaUEWVEGVFGlBFlRBmwfZ5VxNZux1ygAAAAAElFTkSuQmCC" width="27" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><img src="data:image/png;base64,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" width="259" height="42" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">CHV = el equivalente en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del saldo insoluto total de todos los Créditos Hipotecarios vigentes en la Fecha de Determinación inmediata anterior a la Fecha de Pago para la cual se haga el cálculo</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Porcentaje del Instrumento Subordinado"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el porcentaje que en la Fecha de Determinación resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="364" height="42" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de la Constancia Preferente en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">más el Sal o Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDls.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">CHV = el equivalente en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del saldo insoluto total de todos los Créditos Hipotecarios vigentes en la Fecha de Determinación inmediata anterior a la Fecha de Pago a la cual se haga el cálculo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto de Liquidación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, las cantidades recibidas por la liquidación de un Crédito Hipotecario Vencido, ya sea a través de la enajenación extrajudicial, judicial, indemnizaciones de Seguros, u otro tipo de indemnizaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto Neto de Liquidación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto total de las cantidades cobradas por el Administrador como resultado de la cobranza de un Crédito Hipotecario Vencido, después de descontar los Gastos de Cobranza definidos en y de conformidad con el Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Reporte de Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el reporte que deberá entregar un representante del Administrador al Fiduciario, al Representante Común, y a las Agencias Calificadoras en términos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Reporte de Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el reporte en que el Representante Común preparará 2 (dos) Días Hábiles antes de cada Fecha de Pago y que describirá las Distribuciones correspondientes a esa Fecha de Pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Representante Común”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, CIBanco, S.A., Institución de Banca Múltiple, en su carácter de representante común de los Tenedores de conformidad con los Certificados Globales que amparen los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“RNV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, Registro Nacional de Valores que mantiene la Comisión Nacional Bancaria y de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Preferentes”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación con los Certificados Bursátiles Fiduciarios Preferentes, 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 Preferentes 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:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="150" height="22" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">= Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes. 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:Arial; font-size:8pt">AM</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">=</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Monto en UDIS igual al monto de la amortización de principal que se haya efectuado con respecto a todos los Certificados Bursátiles</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Fiduciarios</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Preferentes. en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Fiduciario</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Preferentes</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">se calculará en base a la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="102" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Saldo Insoluto de Principal de la Constancia Preferente"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación con la Constancia Preferente INFONAVIT (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">equivalente al valor minal de dicha Constancia Preferente INFONAVIT, según sea el caso, y (ii) a partir d 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 formula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="150" height="22" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP =Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> =Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT 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:Arial; font-size:8pt">AM = Monto en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">equivalente al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">i =Suma de intereses vencidos y no pagados de la Constancia Preferente INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Subordinados"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación con los Certificados Bursátiles Fiduciarios Subordinados (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">equivalente al valor nominal de dichos Certificados Bursátiles Fiduciarios Subordinados, y (ii) 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</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="150" height="22" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados 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:Arial; font-size:8pt">AM = Monto en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">equivalente al monto de la amortización de principal que se haya efectuado con respecto a dichos Certificados Bursátiles Fiduciarios Subordinados en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">i = Suma de intereses vencidos y no pagados de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Subordinado se calculará con base en la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="62" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Subordinados más, en su caso, el saldo insoluto de principal de los Certificados Bursátiles Fiduciarios que se emitan con motivo de la cancelación de la Constancia Preferente INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">x = Número de Certificados Bursátiles Fiduciarios Subordinados, equivalente a 404,333 títulos de 100</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cada uno, más el número de Certificados Bursátiles Fiduciarios Subordinados que, en su caso, se emitan con motivo de la cancelación de la Constancia</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Preferente INFONAVIT equivalentes a 276,047 títulos de 100</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cada uno.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Saldo Insoluto de Principal del Instrumento Subordinado"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la suma del Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT y del Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:110.05pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Seguros”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:311.8pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el seguro contra daños contratados en relación con cada uno de los Inmuebles para cubrir cualquier daño o menoscabo que pueda sufrir el Inmueble respectivo (incluyendo daños por incendio, terremoto, movimiento de subsuelo, explosión, inundación, erupción volcánica y caída de aeronaves) por el monto y en los términos y condiciones que sean, en todo momento, iguales o mejores que aquellos que apliquen a los seguros contratados por el INFONAVIT para la cobertura de los inmuebles que garantizan su propia cartera hipotecaria.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“SMG</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">o</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Salario Mínimo General”</span>
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<span style="font-family:Arial; font-size:8pt">significa, el salario mínimo general vigente en la República Mexicana que de tiempo en tiempo, se determine por la Comisión Nacional de Salarios Mínimos, y que en cualquier caso será aplicado a 30.4 días.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">la Constancia Preferente INFONAVIT”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sea amortizada, la Constancia Preferente INFONAVIT devengará intereses sobre su Saldo Insoluto de Principal a una tasa de interés bruta anual de 4.12% (cuatro punto</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">doce por ciento) la cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de la Constancia Preferente INFONAVIT, el Representante Común utilizará la fórmula establecida en dicha Constancia Preferente INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de los Certificados </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles Fiduciarios Preferentes”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Preferentes devengarán intereses sobre su Saldo Insoluto de Principal a una tasa de interés bruta anual de 2.80% (dos punto</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">ochenta por ciento) la </span><span style="font-family:Arial; font-size:8pt">cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Preferentes, el Representante Común utilizará la fórmula establecida en este Suplemento y en el Certificado Global Preferente</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">los Certificados Bursátiles</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fiduciarios Subordinados”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Subordinados devengarán intereses sobre su Saldo Insoluto de Principal a una tasa de interés bruta anual de 4.12% (cuatro punto</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">doce por ciento) la cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Subordinados, el Representante Común utilizará la fórmula establecida en este Suplemento y en el Certificado Global Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">del Instrumento Subordinado”</span>
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<span style="font-family:Arial; font-size:8pt">significa, de manera conjunta, la Tasa de Interés Bruta Anual de la Constancia Preferente INFONAVIT y la Tasa de Interés Bruta Anual de los Certificados Bursátiles Fiduciarios Subordinados.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“TCP”</span>
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<span style="font-family:Arial; font-size:8pt">significa, la tasa constante de amortización anticipada total de los Créditos Hipotecarios, la cual se calcula como el número de Créditos Hipotecarios que amortizan totalmente en forma anticipada en cierto periodo dividido entre el número de Créditos Hipotecarios existentes al inicio de dicho periodo.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tenedores”</span>
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<span style="font-family:Arial; font-size:8pt">significan, los titulares de los Certificados Bursátiles que se emitan al amparo de la Emisión, quienes en todo momento estarán representados por el Representante Común.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“UDI”</span>
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<span style="font-family:Arial; font-size:8pt">significa, la unidad de cuenta denominada Unidad de Inversión cuyo valor en pesos publicará 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</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">motivo, se utilizará la unidad que Banco de México publique en sustitución de la UDI. En el caso de que Banco de México no publique una nueva unidad en sustitución de la UDI, el Administrador calculará quincenalmente una unidad sustituta y se la comunicará por escrito al Fiduciario 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 sustituta 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 sustituta 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 sustituta en cada uno de esos días sea uniforme.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“VSM”</span>
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<span style="font-family:Arial; font-size:8pt">significa, veces el SMG.</span>
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<span style="font-family:Euphemia; font-size:10pt; font-style:italic; color:#404040"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">CERTIFICADOS BURSÁTILES FIDUCIARIOS</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Emisión de los Certificados Bursátiles Fiduciarios</span>
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" width="371" height="198" alt="Diagrama

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<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT y FHipo cedieron los derechos derivados de un conjunto de créditos con garantía hipotecaria, otorgados bajo la modalidad de Infonavit Total, a los Deudores Hipotecarios, a favor del Fideicomiso Emisor a través de un Contrato de Cesión.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">De conformidad con lo establecido en el Contrato de Cesión, el INFONAVIT y FHipo, como cedentes, cedieron y transmitieron en forma total, sin ninguna reserva, libres de gravámenes a favor del Fiduciario, para el beneficio del Patrimonio del Fideicomiso, la titularidad de todos y cada uno de los derechos que le correspondían bajo los Créditos Hipotecarios, así como los derechos que le correspondían de las Hipotecas, los Seguros y cualesquiera otros accesorios en términos de estos. Los Créditos Hipotecarios cedidos a favor del Fideicomiso reunieron ciertos criterios de elegibilidad establecidos en el Contrato de Cesión. La cesión de los Créditos Hipotecarios al Fideicomiso se hizo con apego a la legislación aplicable y jurisdicción correspondiente a cada Inmueble cedido.</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT es responsable de llevar a cabo la cobranza de los Créditos Hipotecarios y sus accesorios de conformidad con los términos del Contrato de Administración.</span>
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<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El Fideicomiso llevó a cabo la bursatilización al amparo del Programa en el mercado de valores de los Créditos Hipotecarios cedidos, mediante la oferta pública de Certificados Bursátiles entre el público inversionista, por instrucciones de los Fideicomitentes y estos no asumieron ninguna obligación a título individual con respecto al pago de estos.</span>
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</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Los recursos obtenidos por el Fiduciario Emisor por la colocación de la emisión fueron destinados a cubrir los Gastos de Emisión y el monto remanente fue pagado en un 40.57% al INFONAVIT y un 59.43% a FHipo, junto con las Constancias, como pago total de la contraprestación por la cesión de los Créditos Hipotecarios y sus accesorios para beneficio del Patrimonio del Fideicomiso.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El Fiduciario emitió una Constancia Preferente y una Constancias Subordinada a favor de cada Fideicomitentes con cargo al Patrimonio del Fideicomiso respectivo:</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Constancia Preferente INFONAVIT se encuentra subordinada en cuanto al derecho y prioridad para recibir pago de principal e intereses y da a su tenedor el derecho de solicitar al Fiduciario la cancelación de la Constancia Preferente y la emisión de Certificados Bursátiles Subordinados, con cargo al Patrimonio del Fideicomiso con exactamente las mismas características que la Constancia Preferente.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Constancias Subordinadas dan derecho al tenedor de esta, al Monto Remanente.</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Flujo de la Operación</span>
</p>
<p style="margin:0pt; text-align:center">
<img 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xbLu6gYwo2MeCANPY8fhWDxJV+/i3/PIYRkyZF48W9G6ULbzAS0a0eCzwXevQ0hWOcMPn2aEqh5XD6pEBcWDf5veLx6O9d6DyT6kgBqqD9RWka8qlCH8EwZCcqZlSgBtnfS9XRiuBx4Nn3feSANRw+bOVFu7CrKTFxG77UH2HjehPXnTWWvO2dCy3lbaTxnC2vOGX1Il7xJ04y3ESLK/qAE+Wkf68/8s9zac8bUmbmOkpPWUGfyav569krqOKnOzyNVcJD89/Ex6URBAvExr4m411BEa/WICbEVkVg0sWKoGRMvgSyet67OPCpTldenToqoLY64uFAio8ToJCHmQ5uJQ9J3xMnRn5j/xFI/H/4mTcsnIt7Pf4VTWz8s2KIyZyIsSyaCM2bgVYFc+E+byLsXT0l49Ry/qdO5MWU6UdECYo6eXGrWkRhPGwgLI/K8AW8rViE0WzbRxm/EivqRWTISli3xzoJX5SoQrqlHQrCI8rxFlFenHREubuJXL4Q7K5bycPRU4l++4J2I7IKXrcYvX36ke0qj5ftDcxAv3YkgljU0ixiKnk3fF+hKG3pkVDQzD2lTcdxS+ZIP6RYp6XibdNO7dKZUGqZKdxlI01K+lF5aDFulJ3s8Ez8wiXFa4s5g7XudMqNF9DdxRWIbUj2pvYmr5HtKD5o7yseWfj6sqQabBLU4Aas4CVoJcQJiUYQ9n0L0zTJEh5kIkEUnfnpJ5ePFZxMpYOZ35hyPCpXira2jAJ74vASYPu5Dblc6oxovomqRFS8+0MQrDERejCgfG0+8SEw865p4SZVoRpST+khs4+P2VDm19WOC7RfpPs4sxP6agwSRJ91OFZwpC37L1xEvvomQk+e49fsIMYx8ToyZPvd79yEh7hlc8RZfaBG5vHQrlnRtnHTbVVSG3wgXw0fpftLYDBm4X6oEcReviPrveNxxAMEmWiTE+nFn2liCt+0WbcURvms/AVkLEZ4hI/ECiLG/ZiLhF7Gsoo1IAcvwrBl4ey59g02W2PDDIiNZeFpfvge0vHz5RyLQ/p+lG+Gr/7GCFwJscmSQtLNYX7hK8XGJ+TIkJ0lwW01tAcGDIjKMFjucKCjvzD+bPgWD5Dixvk+fviTwzVsBlxhiw+yIulGKmNd7RJQmhpYS5AXw3pePTYgnNjZBDEvjeTxsFE8aNiXyxcvPwCZB61mQP4a3XdC4bIbFXXcx70d0dBTuT/7i1utnMlBjxXD2YeBznB5fweXJVbyf3hCDm2D5O3vf1v9zauuHjdgiM/7G28zZ5WvcpPtCE37JSMCsuaKaCLfPaHJ5yBiICCDSypJ7vYaJsDuMd26uBObII8pKdzF8bun6M+k+0WdFcxPn7k5CdCxPO3ckwkgLYoO5M3UCYdt3iOkowlctJlAMZSMzSXcfiGUTy5fwiwTHDMT8mlEMlX8j6Fz6vldUlrQRSzuU+DE4aedOvZlrRHSWeELh/7mMAFeNSat4+CaIyNhY2VHCFt6XKSnfPpX09I+xy+m1fDcu127L0Yg0fBIbjtSp3PXPpI+hID2qSYqqXrx6w7btZwTgYuURRfTjccQ87CLAFSTypWNmf0drfzvxjo+Qa9d5VLg0z1euFPuG+OziYkW7AnpiWu+SLVXX96ToytbU3TqI8mu6M+H0Cl6HB1NudRdm6W4WwBSRovjMZxlsJdeSFtTdMYxiKzrTfu84XkqjHdG/1J5kKfKTozkpApRgKyLMOAHFePE3/qNllKal71Favr8tpSdGg9IIQIoQv0Y/LNiktBgRXcULsEkRWGyGX/GfO1N8YNECbFpcGTweQoKINrflUfdR4suPIsHFg8Ds+T4D2nu/E5bafV0oB7g4Q3QMj7q2J9xIW0yHcmvaJIJ37BTTEYSuWSjAJqJGAdh3Cti+KCkokM6U3n/5mtUa5jScsY5iY6RhqXTDe+JFvIlgWy0iMukJH6vpvGQXXQW4Oq/cSZcVO2k1fwslxq+Wb53qvnQ35+x9CA5PvEFe3omlvz8h1CR9DCcJbJKXLT+Bro6b2OmjiI+8ScRflYkJNhHRm1RO9ckASRIUY2Nief7HNJ6UrULI4wcyaN7FvePCs9sUX9uZRtuGcuX5HYIjwnga6Mf9ty9lsBVf15Hp+hvEJx0nIBhLl6OTabBrOM8D/Vlpvp9ci+vj+fiqgJH4MRORn9SXfCmJaDteOhsrwUqMqmTISd+ZSJfKSMsmRY4fACbVlYArOCYfv5PgKLUhtfUV3/EPCzZpPv7XzElQkZ7ikYmAmbNFlBZN4KlTXBo+GIKfEWVpyJ0+/UWU9QZcbfDPLYavnwDtvaWD/tGZfuVRiZzEuruKDzaWq307EWiqL4al0dz9YwbBO/cTlRBD6LrFBGXORpQAmARXBWxfK2kDjicwLBxTr4vMOKBB6/nb5KfmlhcRWFnpRIMYbpYZv0L8XUFJKboTIJOerNt1yW42aJlz4e4jIsWPjgTK9KK/4ZS4c/v7B9Ky+Qxsba8QFx9NbOAewh71ki/IlS7d+NcD+QIeUfExBNk78iBnft7s2i/AJkVHcSwx30vGeXWxuusloCOBRqSLPqV8//CgRLAZrJfBFRwVSvn13eh8cio+z6/Tbv8fDDkv9ovIcO7432es9nJa7x5LjwMzcHt2neDYMH4/OY8/DDbS7+gcWmwbjfkdL7E+77j+4i6jNBbSeucQBh2byau3b7ji94DR51fScvsohh6fj+eLW/KZdGkdvqQfEmzScayQLAIcmXKL9F9FpJWZGFFOHopGRPH25GkuDRsmIrYXxJoZ86LHYGKjA3jn6kBgtpyfAe29pee+hWXJjH+R/MQ7uoqhaAyPu3clTFMP3sTyesQcYjYdkjeK+KWLxXLkIjxTFsKlm+FFXQVsXy9p00yKH+Sh0NM3b/G6/QATrytoOPty0tYDbbdL2Fy4xuX7j3kZFCLvXIlPBUmMzKR/04v+BlPiAfsHD15Qo/okTp2xFrtKFFEvR4nf7j1y3t9l/7+lWw1j/N/wvHYDHrXvSnRsDNEJcYzXXEnexU14FPRc/LB/VEfA0D/iLSXWtksC2zvuBzwl95KWFF3RnjIru5F9aWNGnFtMQHgIDwNfYvSXC7rX7ci/rBWLTHeLqO8ZOZc0p9+Juexz16Hg8lZME8Pay/53Kb+qCwOPz8P5wQUc7/ng9ewG5Vd0YpSAozRfZ+tAmogoMigiVCxP0ofyL/phwRacJQOhGfPIz0tLEJFbZMasPFs0nciEAPw0TuE5Ygzvwl4TY2HNk27DCI8Vv2RurgTl+P9DUekme+kxSWF58oCtIwkRIdzt3YpAo9MQFcT1GVN5u2cX76KDiV02T/Qvlu23LAKqGeVlUsD2jZIp9zfqkhL+abEj/VPv89KHPoaSdDbyhRjSN285g159FhMW/paYR32Ij7r0z3L/4jhBtlgxInk6dCwPCxUn8tVLeei40vIomRbVwfKmi9zPe5BKw0S/D2BbJ4PN7o4vmebX56C3Hq+C3zDTaAdZFzfEXNTV9LVggABV7+NzyLaoCbvdNXB9eInsorz9Ay/uvH5KoRXN2e+mywLzXRRZ2Z5bb54QJ4bI72LfschoJ0VWtxWAfUF0TDzTDDZTYmUHngT5fdXX/sMOReUHQP6STT67GZMx8QGS/r078uboQfwmjuZ+i0aE7NvNmzkzeNagHm8PHyRi4TyCcmf5DGjvLbUZKYaib/JlIWjWYt7sPc7jxmV4vGAswUdP8FePtviPHkbQnmMED+zE87yJ/UqPMFKGoopSUx9DSb4cIy6O2bP3UqHSKDZtO07Uk+HExPiJgPbvH4CP63xqaTgrEILfwmU8zJ6PcB8fEcXFc+XFPYqvak3dTQPwfnKdoOhIHgf7c/fNM16FCrCt6cAU/bViSJggoi5dci9sibMAVkB4MEPOLRR1W3HO14SSy9picMMRzctWZBcRoNVtLw6JKK3w4lbcEwBzuO9L9kU1sb/lwQTdtSLqa8Mtv4fypStRcTFM0llHsVWdeCxA9jjwFTU296P34VmER4fLy/8l/bBgk55eKz0tVwJbeCbhrL/wJntGXmfJSaz08EkBm5iMOYkQ9aWTDNK7EkIz5ZDvCpDakh7zLf2Vj9cJS897k56mGyrqSu8tCM2URwwxC4k2fuNNtuxiOYoKiGUTZfIQ9WtxwjJmFsNWEeWJdqRHhUttvZMuQxFD0ujffiNCRJSB6g62rwp6vqLQZ9kiIfH/jyR2qKSpv3MSd1L54LGclljp/c4nJyX+o1L/zJHm/k75vOpHM+8n/5Gv3nr/mXzsew+e06LZn1SrOoI1y2cQHBIoH6+S8v5fnQ+W4CjAFrR6A48z5STM2laALYb4mDjMbjhRZVNf8i1tRrk1nSm0vC29Dv2JX3igGHJ2Yqb2RrF7JjBZbx1Zl9al6saelF/XjSrr+mJ41RGbe77kX9KCFjt+p8bGPhQWw9Wrrx4ww2gjVdf3IigmnMMeRuRd1IKHInKzvestorG2VNvQg467xgkwmuP08DJlBdjqb+tH9Y3dabNnFDcE+OJFRCeWXl6/f9MPC7ZIERGFCUuPC5csXf4RnOU3+dibBJxQ4bdZEx9xJL0fIUJEYmHSU28FuKT3FIQJeAUJ+EjvP4gRw0kJeNKLX6Qb2OX2BCylx4NLkZg0HyeiMOnSkne/ZBLLkEX8zSDDUFqusMwiShMwkx6KKZ+hFelhWbIQeFa9n+4hbeDiHzH18a+8NPfxhiNtRu//+1iJKdLbPuV2PsqVMSXtPEnzkqS5v89nJf4bK6KGZcd02KNvmdTOO1xu3GbmQW0OGYsdTQxJPhwz+lAt8dia9N/Hg9NPU+T1kOrJyyZJ6j1e/Ce1mVQyIel+1KR2E/9LnJVz5HLv6wuJZXlfLq0lfwafWPpsLlz8i3ZtZlG20hi6dZmHvqETAQEhAnB/X78mWwwlxUSSEdGdGIY+8efKmGk8zpaXIAE26WylfDbyXRxvY8Kwu3cRYzGsdH14lTdRoURHx3D95T2eB76QD+I/DHjG1ed/Cd/mhkgPjYsUcEwgNjaGy8/+wvPRNZ6H+nHj+T0io2J4LKK+268fi2FsHC9DXos6d4mKiRb9xvEs2A9HEdV5PLxCSFS4fDzVLywQ+zs++Dy5QbQYNsvLJpb/4+/9/+nHBJt8gW5m+RhXRIYsMrCkPOlC29DMwgJqUkQXlC0xMpMAFSnmpXakKC8RhFIUJ13km5VwEX0FZEusJ120KwHsvaU6Ut0YqQ2RLy2H9N4D6VYsKVqT5iNEW6GZxHJkyCGDTXrSb4xYtqDTav7YIrHxh4RHcP3Rcy7df8yVh0/kJ2hIF9ReffiUS/ceyAfuA4OljTpaft3dxaRywWFh3H78jJtPnvE2NJwrD57IbVx99JSwiEgCw0K4JrUh0qSXHz8PEO2Gh4l2Rbm7j0X6I96IdodsOsTs49oyKqRrmEZuPUqftQfRc/XB9cZdXgYE8MjvNVfuP5GX5c7TF/LO8PzNWy7fe8jFe4+4JdKiY6J4/jqAy2I5rjx4yK0nz8V6RBAQEsqlB2IZRP0bT18SFhaO07XbvH0bymPR7sV7Ik+08fT1G/lK/dvPXsrtXhZ1IsR6PA94K/ch+caTF/JxKWlZ01r/gFSSE6PdOJ48fsXCBYdp0GAG5SqMoV37uSxYeJhz52xxdr3K1asPuXHzMRcv38fa1peDh/WZOG0HY0avwa52O55mL0jYxYsffgi+5PeXZ6S1k6MfFmxRv2UjJFNWEZVlFJGadJwrEUoScELFkDE8Yw4Bm0zCGcVQMjOvcoihY+aMBGUVkZpwRMZM8uOPArMmvaBFRHxhmRNf5BIqygVLT9HNmktuKzhL4vA0WNSTICpDTPyV7lUNyZxNAC2fKJdb/M0rljPxYuEIka7uz2OTIqTlZw2pM2MtA9YdoMWcTfRbdwgj74sM23CI+cf06LFqP8M3H+SkrSvN/9zM2J1naTZ/MxN3H2fK/rP8se88E3edpvncrYzfcZpGs7aySduSyXvPU3/WFtHuEVrN20rnRdux8b7M4E1HWHDMkK4rdjNh9xlGbDnJgqP6SWCLY4TIb7V4D6tO6lNn2gZ2GtvRUPTbadFe+q3aR+0/1mLgeYVFR7T5Y8855h7Rp8H0tZx18qDLsp10WrqDfmv2UXPqGvaZOvH7xmN0XLKDidvPUl+0p+noSfnxi8X6uFNv9gYm7TzHpN1naT5jMybeV0VfGxm9/QQ1p6xiq64Fi45qMH7PeWaLZWw8YzW+dx/KEU9aS9WOLl02I36bRDQWL1+ke/PmQ/bs0eP3Qato0Gg6VapPpGKV0dSoOYFatSfRoP5UunRcyPz5RzC3duf1lRs8q1CJhxWrEfX2zRfB9l4fT3+q/1f+U6e2fkiwSe88CBk+nJeDR+C/eRFvNszhTo2KhBcoTdjiWfhPmMTb9Rt4vW0J/hvncb97T17OmUvY6mX4bZ7P82XTuNW1C282L8Fv45+8KFWC4PK1effnnwTkLsKr+o0I2rSOJ9Nm8KL37wQOGUxQpgI8yVuQtzOnEN2rP+F/Tufp5FGivTUEb9lC+NoFhA4ZJD9gUnrKb0wGAcST6v6gyQSm79Fg9mEdEQXFcNrJnfYLtrBdx4rOy3cx9+BpOi/bQ4vZ65l9woDVGlbEiGGDr4i49B29mLz/BOMF1Nov2M4BS2c5b+5RLSbvOU3/9QfYamBLVHQsDpdv0WjqWo4JmPRYuot5BzXoIkDXQ8Bt+OaTzD+qJy+LFLFJ4Ft93lJEhBECROvZqm9BrakruPrgGZEiauywaCsnzF0YsPowY3Yc5M/956gkYCe96arF3I089PMnPCqaKXvPsOqMEU2mr8HA7ZL8WCQTAVbHy9cpNWE5m7UtqDBhKVMFxGbsPSVHjqft3Om2ZC9Bom8pynO/cYe+qw8wQUSRf+4/TZXJ6zDzkR5imXZkUwWF/+/Ea7yio2LFcDSUe3dfcPHCX3j53OT69Qc8e+ZPqPQ0mrh4wsT38nzOAp7mzMmz5cvF8FG69i3tIrHU1g8JtpBMmXlz+jR395+HWzd4eeIo4WaWXGjWm4hLN/nL1IA4Y2OCp08iZPJEQlevJ8TUjGfV2/K4agventckxMqB+If38Nu3nyBDDXyGTSHhgieXq9ciwUSPR4vmEO1pw8Mxk4j1cuBhky6EDBkrP2L8frc+hPiYcrtGXR6170388+u8aFiNgGLFCJeXNSORIpoMPKfeYJMub50uwLDguJa8q2q6etNhyXYRqWmK6Gcfmw0s6S8iuWazt6Ht4kGDaatpPXcbNaatZMa+c8wUnnZAg2n7NWk4ZT29l+ymzpQ17DCwliO1vcYOcj8et+7TTEQ72w2t6SxgtlXfkj6rD9F9xSFGbz7K0mPa8nETCWyjNh1knaY5IWI43GDmerboWQvAreLOMz9RIoGuy3axz8xRwHYzs8QQdo2WKTWmrhNRoi2tFmzllRjySpcizD6kKdqxYsKu8zSatpEOszdSSwBQ382XChNXcd7Jm3ZztjB51zGmH9Ki17Ld6Ln7yLdohUdGiZ7eycPTZrM2MP+IDmsFOOtMXYmlz1WRp65g+8jScFEeqkqWbmNKvFtBejxUxJs3vFm0mkc5cvO0azdiXvsTHS893SMRjGnh1NYPCbZwMYyM2rmLO7t2gpMN9xu345WIxsKdzIkRO6DfieNE7d/Dk3ZNedqmKUFTZxLl4kDAlLkETvuDKD0dwk+LndnNjXvlquN/YBnBbtYkWNvzeumfRO/dyIN8hXk+tB/RGifwHzeVUP2zxAhf79COl63air7Ocr9IIYIr1RdAtCOgYG4xHM0kL6t82Yj0Vvnzah6xie3riX8gz968lXdV6W6AO89eEhIRwZX7T7ksLL1T4M7T5/IO8vDVG64/esbtpy/lg8+P/f156v+aCBHt/fX0BVcfP+Pus1fygd4HL/3xlx/tnSBAEckt0UZwaIT8TtEr955w97kf95+/ktt89iZQ7l9s8jx6+ZoXgcHy2b1bT1/h/zZYPl4WJfqTStwTdaRjeo/93nDp/hP5+OAtscyvA9/Kx8ekY2Bi45HfDv8qMIio2Bh5nW6IZXvsHyC3c02sQ1hUBAGiHSn9hmhDWlbpboZ7L/xlEEh9SfdDPvCX+nnKzYeiH7GOweERIi/tpQoO/24p+pJOIEi3NsURFRWGn7Mrr9Zu4HHnTjyoXZuXCxcR6fdCvpk98WkdqtpJHae2fhiwSVf2x/+aUYAtk/xu0aDSpXldpjSh1SoQkyW7GELm5FWD6jyrU5Pn5asRVrwM0vtBgzNn4G2+4jxq0pznzZtxs0tdHreojV+JcoRUqSEAlImgAtnwr1uDgAo1eVO9Em8K5RNDyUyE5MzGmxqVeZ2nCA8b18evahVCs+QlOkdewiqWkd9EFZYjF/41qxOTOSNRAmzyC5N/kU5aZCHojPJ0D0UpI1Vw+FpLF9fGCcBHhIcR8+IlkU8eE/lGQD4uTv7BUlUntZ3aUm+w9etOZAbpRcbSC5Gld4qKiEjATbqnU7Z0Ue37i2uF46XLL5KuS0u8I+F9XmKaZOnyDSn6k/Lfl3lfN7GclPf+gt0kf1Rfugj3fZ5cV1jOE+CVLveQXpgslZfBJobLihSlhFTB4WstgS1WAEy66Vy6j1Q6SRMl9i/purW0fnLue6e21BxsXQXYpBcYS9eSSbBJvF5MgtMH6HxiCVof+0v5X1Pms/xPykhp0qOT3gnoxmUU8wJ84VmkJ+ieSFqZn1/SxhokhnaWHj74Sy+6ETuR+Ee29J8Y5yReqybKymff5GzpyjIxbBTD2TfBok5SvnR13OUnT3C/fIMYEWnIB7WlK8tEefmyUvE3TlhuW8qT/4qWxPS1h08ICgnjgfScMZEmdSS1KbX6I+s9EH4Wp7bUGGzveNG3L2EZc4ohXhbxN/HBkhEZsskvKo75LZNKR3/iL+V/TZkv5ycuT3QG6fls0oW6WcSQNQeBp9T9rGjKScLHw5evOWblgNPlWzx8+gzvm7e5K/5aC9i9Dg7B5eIl3oq/dt4XCRTwkTbwBy9eccLMnmuPX+Doe5kw6WXHAkb6Ht44Xb+B6/VbuF6+zr0nz/C4epPQ8Ag8r93k4Ss/PK6I9GfP8bx6jasPHnHx5l2MPS/KN9S7XrvNpb/u4yuWQQKeAjb1cmpLfcEmNsaHW9Zwp08/7vfvye0BPXjQtz/3+vcV893ltPv9e6mF7w3oyd2BwgMGcOf3ztzv25u7/Xvz2sE2aWXSg6QD/284Ye2Eldcl3AWE9hnZ4eB7CQs3b+x8ruAlIPPM/w0nBcgu37knR142PpdxEEAy97rIAWMrAaUAKaTDUMDQ5+49LL0vc8jIQgDuJpa+VwTIXqHl4I6taPe8rTM3njzH6eJ1TD0ucvXOfUw8fHkcEISDiPZsRZq2g6v4jXwfK/64UgWHH9mpLfUFm6S4GOneD2HxKx4bnTgt/VVbS8snljVGTEuWrp5MLxLbqnRmUcfGkduPn4ph5DVcrt7m5qPH3Lj/iMcCaLYiUnv0/CWWAnTPxfBTGl7eExGdmZsPj169xsHHlwjpXaLiR83j5l9YunsTEhGJi4DYIxHZeVy9ygM/f+w8LvDXo6dcvHWHl4FBPBRtXrgrorMbf3HrwWP+evocbwFCad7nxm3RnDSE/bGlCg4/slNb6g02RT+MpI1V8EOOwsRM4gYs0qVYKZEqfx8LS8yREhMvq5Dm5Dryf9KgVvpXKi9ny3/lyQ9lpDmpnHSgTjqOJrUpzSeWfz/wfF9Hmkis8+Mq8bP7eZzaUsCmKEWUCBPpv7/BIun9tPQ3MVH6JzH3fRlJf6e+1z/n3uvz1MQ+/3/5JOD9n/wfRarg8CM7taWATZGiH0Cq4PAjO7WlgE2Roh9AquDwIzu1pYBNkaIfQKrg8CM7taWATZGiH0Cq4PAjO7WlgE2Roh9AquDwIzu1pYBNkaIfQKrg8CM7taWATZGiH0Cq4PAjO7WVqmALCwvj6lXpmeuKv8XSI2VSUwcPHmTevHmKv8G2tql7u1xoaOg/toUrV678VP543VLDqQo2Pz8/vL29uXbtmuJk2tHREemJp6mpPn360K5dO8Xf4FWrViV9iqmjFy9e4Ovrq3LbUPzvdnBwSBuwqSKq4n93WoCtV69etGrVSvE3eOXKlUmfYspLGqo9f/4cHx8flduG4n+3vb29AjZ19beALbnHLnr27EmzZs0Uf4OTC7bkfDcK2L7PaQI2Ly8vlWNsxf9uKZxODti8LQ6zYOZSxkydxcvIpMQvqEePHjRq1EjxN/irwRYfyaEVCxkzZABHLG4mJf673oNNCgpUbRuK/91pAjZPT08uX76sOJlOLthkRYcwrFMdvF8lzX9B3bp1o27duoq/wStWrEj6FL9GsZhsXsBmbd+k+S9LOsYmBQWqtg3F/247O7vUB5uHhweXLl1SnExLvzrJAltcOEcXjaJ27zlEfGW1rl27UrNmTcXf4OSC7YLRfiav+/p3YLwHm6ptQ/G/WwGbGju5YLtovJPyVVtw9UVYUsqX1aVLF6pWrar4G/y1YIuPCcPEyooXl3QYMHtPUuqXpYDt250mYHN3d+fixYuKk2npy0kO2HxszrN5yxZ27tnPw8CYpNR/V6dOnahYsWKKuHHXIRw+fPiDDx7YQJv6rdm8aztdmtX7R9kRM5azdMpQKn2U9m+u37wr23dtolW9mirz/3ZNFm7cxdg+bVXkpayXL1+e9Cl+SfHccDdi1/5jvAr+uu9FkgQ26TCOqm3jY1tpHWTMmDFJnsTazUfw9L2gsux/YVd7S4zM7VTmqfQFH4w1tXFVlfeVlq4xVMCmpk4u2L5FHTt2pEyZMinidhPWiugkgru3rnP9+nWuXLKgU+0WbN69nY6NaokyFWjZqStd2rdml6Ev7mfWUatuYzp3aEVFUb9G3SZ0attcbqtchSq069CVHmKoXKtKBWo37sSO3ZtpXqsqlavXonO3HnTr1oW61SpStmw5WnXoQptWbenavTerd+xjTK+Wcju1GjSmW/futG/RlPJJy5lS/nqwfZu+Fmwam/4gY7ZcVKpShSqVy5M9U3YWHTYWeRewtzJFQ0MbG8fEfdDB2gRDYwuM9PXQ0jfG2/civl6u6GjrYGFhhI6uKT6+vlibGop6uji4esn1fD3d0dfTRENTD3uX98vkg6mBDppahrh4+ODr4YyWli62NpZoaOng4OaFp7M13RuUYdisTTi6eeJkayba1cDAyAwv0bet6NPYwhpjPW10TSzxuSDWZ+dcSpRswHFDC3wu+mJhrC/36+TundTvl51mYLtw4YLiZDotwNa+fXtKlCiRIm49dhVhr++yaEpi9DCwextqNurDo4CXjO7QiAHTt/Li1RMcre149DoUt1NrGDR3Dy//sqK+qD9k7mGeep6jRJnyLNqtw91LV7h2/wlOmlto02ksrwIe0qthPXbqu3HD2wvva3dx1dhIhYqVsLgZzPO7V3G2teBeYCR7ZvWlVqs+uF67haeTA3fv3mflhN4ql/tbnRZgkw7jqNo2Pvb5jZPIV7UzLtK8pz1dahZh+LKjGJ/dSqPKtWjetAlVG7RH39mL1RPbkjNPaVq2FN97qZJMXHEAV+OjFM2bg9pNW9Jr2ByO7VxM3cp1aN6kEXXbD8DCzZ0V43pRrk49GtarTd12w7EVINu3dBw1qtSjcf36tB06BfPz28mRPQfN2nWiesXSNOk3DaOTmymQIwPlqokfs307aVC3Mk1bNqdKuYriO9Zg5oCG5CtdlQ6tmlOkRFnWHTdiRt+aZMpagN6jFrFv8yxqV65Ls0YNadJjODbuPio/g0+tgE2NnRZgk66gL1y4cIq4+ah/HnO6Y7mLKvV68FCAbUTbJmh6P+fU8pGULFGVM063cT25kv5/7uLlLUtqi/qD/jwkwHaWinXacMPvNbO6t6Rmh4HMGjWAxu1GCbA9oFudavQdNo39e45y6a9XxD91o1KlSpjfDOL8+tGULF4du/tv2TW9L3P3mnDF4hCVihdjyNIjPLlsQu0Sqpf9W6xOYMuQJTulSpemdKniZM1XnJ2aFszu24QqjbuxaOF86pYtwMhFh2Swla3fGzs3Hw4uH0GpWj0xM5DAlpstmo74eDkyrHkVGnYczKL5f1KxSEHmbjlEr9qlqNa2B4tWLefweV083C1pVaYAnQZNZu60sRQrUIp1G5aQO1cBDhq7cW7bbHKVaYy1oxttKmZn5uZzeLrZsWzJXEYP70nhfJlpM36lDLa63Sfh6eFA/4bl6T1nB/q7p5O/eBusve3pXacMLbqPYsHsqZQpXJSVh/RVfgafOk3A5ubmJt8aojh5lr6c1AZbmzZtyJ8/f4q4yfClvH3iQ5tqJSlZsiTFixWhQq2uAmwvGNqygwBOIJsndRJlC7BR2xOX48vpNX0bLwTYahTIz5h1mjz3OE2lOt144PeEPk2rkb9QEUoUL0rt1sN5KcDWuWk3bvoHcWb7XCYs2kX4M3fKlSuH2Y0A9szsLdquiM3dQHZM6c8mLU9sjy6hsFi2RmLZAh960riC6mX/Fi9btizpU0wdSWCTggJV28bHPrdhEtkKVmTUmIEUK16I4Qt24u3lzvA2VajZoiuTJ0+WveOorgy2uh0n4y7qGe5bQKHyjdHROCLAVoxjlqIvNxs61ipJ0y4Dk+pN47CGKWaahxnav4MAek4KlqjLmfOnqFIoF11+H59UbibH9qwmT56yaDr5ondwOXlLNcTKwTURbJvOcnbrnxQpU4112w8yoV09Wo1dwcz+DWg9dIlYDxfGtKhO91lb0ds1TYCtNVYupjStWJjWvYYl9TGdk3pWn62/KtvY2KQ+2FxdXeUrqL/G3q52zJowhGmLtuGpIt/w+EbG/LEcFxV5f9uLfatnMXf9IbxV5Hu4WjN55DBOG9l9lifZydaI0+eMVOb9m3WPrGXc1FVfWLavd1qArXXr1uTOnTtF3HDIYgIfedKg5N9pZat34oEA2+Bm1Vlxzp3rpofo0mU0F5+G4nx0KQ0HLpCHr6MGdOOk821eup2iQKnKmF99yqnV0xk0Zxc33PTp2HWoANt9OrQbjF9YCKumDmSTtivRDx0pJYZUptcDRJTWQ/RZFuu7AWz7owvd/tjI079c6d++NXuNfXDRWE+Rj5b3e50WYJOCAlXbxsc+t2Ei+ap0xklMa+5ZRP7CxTigZc3Wmf0o37AnJ04eY9KgIRzWtWH1hLbkKFCFHQfPMLqPGGp2m4ydYSLYjlpIfXmyYHAranccyZnjhxg9aCTn9I2ZM3k0S3bs48SB9ZQRP1q7NAxFZFeedsPnc2LPNkaOmIr2sY2JYHMU+8JHYOtWuxCDpq1n87zh5C/XhONHdtO4TF46TFrNjCSw+fg4M7q5ANvMrViIH6NcBWtyRM+YKT3q07DXJM4c2cfoIePQsXL+x7r/P1tbW6c82OLi/n6XpgQ2FxcX+Qrqr7H5+R2UzJmNnOIDMHNyT0r3xEzrDHsPHmP34iGUqtYLYytj9h89g77OaQ4cPiVfzHrq4AHOGFrK5Q9vXMTSbcdwc7Bg/8HjGOhpsefAYSxFm+6uNsyePJFzJnZ4ONlz5PBe9u0/hrmdC272FvRrUZa2/WdiYGLO8cOH0dYWfRw4hYurO1pnjrBnzx60jKw+LJupxin2HjrO9nkDKFe7P3Yi3cPFkWOHDnHg+EnsRT0PRyvRxhG0NE9w/IQunl7/XG9Vln51UhpsUnsf39oj3fOYPXv2FHHldkMxOLeHyoX+TitSpgFn9LVoU700hcvU58B5M8w0zrD/mAY7Zg8jb5GKrNqrhYWJPjt27kNj13y5Xs0WPTmjYY6NqSmTB7emTI12aOufpn7pkoybuxlbK3O2bd2Ivu4xqhUpwtqj+kzt00TULcKmU/r80aMhufIXYdKi9ViKjfzs3tVULVP0w3KlhD8G26efa0pIApsUFKjaNj62waHVdBw4FRdp3tOFWSO603/KKrHtmzN35ABaNGnC2FmrcPTwZtWENlSo14UB/brRpe9QNIwdcLXQpFuH7mjZJu5vThZ6TBnUk+bNmjFz+U5cPL3RObGTrl1a0Lx5S+av3IWrSLPVO8Ww7u1p0body7cex97wOO3b98HI2RtTsR106DkSO2d39q2aTpOWndhx+BgjB3anZefeTJ80kuHT17Fm7ggmLBQRprcry8b+zoyNx/B0MmFAl7b0GT0PcyNNJvTrSvMWLZm7Zp/c76frr8qpAjbpVpPt27cTHBycTLB5smlqTxp2G0qLKiWZuV1DTtc/voGy4leibY8e1CxTSAbbga1zyJE5O2269qBksYLUalCLbm0ak694Lc7bOjG7f2NaDluE9em1/JYpO807dqdO1dI06DMVR1t9qos6G07qMr1PCyo3bUPrZg2o3mIQelpHqFo8C+VqtGbzth1iOheV67em7/CZ7F41RYCrDj26tqFUyRqcsXRD59AaSpcoRfuePalRumAi2NwdGNWlITUataVF4xo07TsR01ObyJY1Gw1ad2H8nxtw/4/AZmJiwowZM3j06JE837JlSzJnzqz4G7x06VJiY2PR09Nj/PjxhIeHy59pSulrwZYcS2Cr13EKriryfiZ/M9ik2xa2bdsmA+xTN27cmF9//ZWyZcuyadMm+WZu6ULDL9nD1Z6OdUvJ1F40sj01Ok8Q6R4sGdmaJgPmCFp7snlKD0pVlcA2mxxF62Hh5MTMHo2o13cGbrbnqZA3N5vOWfNn/0Yy2KxOrSF73tKctnDn6OpJZKvQCjtr3USwHTlN15olBNjaMWXuXE7qGOPu4cWAJgUYPHsfLuYaVCmej+WHDeXT7tammkyaNJr2LWuQKXNWlhwxYv6QprQYshA3Tw/WTegsg+38sTXky18NAxc37I1PU7lYcVavWUCu3EU4ZuYht6Vq/T+1jo6Oys/3ezx8+HB++eUX8ubNy8KFC6lVq5b8XSlOvqW7NqR7RjNmzEjRokXZsGGDys/8W71vn4hQBNhUbRvf6rP71rB03UHxw6o6/2exlZXVt4FNX1//w6/+pxo7dizFihWTf9EkADo7O6vs/FObHFtBFrHTSTue5Aw5i3PKQoCrd0NaDV+MhyhzcMngv8FWrgVObi7M7tmEJsMX4mWvSUUVYMuZvzo6DuJL3TyLHOVb/g22E8aY65xgwqi+VKhQRAyLanLKyP4TsBVj01lzvDxcmNS9LvW6jkBT6zg1c+dh2VEDpnSrS7sxK+Rl2zO/vwy2Y2I4lbNEQ+w8PHGz0qVW6SLMW/gnufOUR8Ne9bqrcmpEbOfOnSNXrlwy4KSbhZs3b/7h81acPM8VP4aHDh2iRo0a1KlTR34wZErqfcSmattQ/O9OFbBJtwI9fvxYnpaGohLYpCjlS144tAVlm3Rn69atwhtoVC4fwxbu4/CaSRSu2JC1O7fRoUZBAbae7N8iga05Tq7O/NmzMU2GLcDTTkMG28azljLYWgxdiOXJ1QJs1dC29+TMJglsLbC10pbBtu7AacYP7sO0FevYvHIWJUtV5JCeNaM6VqJF7ynonD0qg23jaTM83Z0Y1aEG9buMYO2fI8glhpXLj5mxf/lYClduyvqdW2hbLT9la/XD3FKDeqVLMGreGpZMG0rpas05tX+1DLbzdqrXXZWlcDqlwXbz5k05VH+vtABb4bJV//GAxnZtWlA4VzaVZd87m4huW7RsQq5MGVXmq4OlH25JQUFBmJubEx0dLc+nlCSwSYdxVG0bKWl3FxtOnTzI/v0HMDG3U1nm6+3ByS0LGTZlpXwhr+oyqe9UAdvH+nqwOTNnTH9W7jr7IW338umMnLESJ2cb1s4bS7e+fZk7bwrDxi5C89Queo+YjoubKzsXTWXq6r3yQcdR/fpywsiOncumMGPVXuz0j9BnwFhMnTwxPLGD3iNn4GhvyrjBAzmmZ4XBuQMMGtiN7t17sX7HCVzdPdE+uJ4u3XqxafchxgwZzAkDG7E8HhhrHWZgv14MnzKf6eMGs/mIPm7O1qyePYpu/fqLX/DJjJiwFAex7PpnDzKkXz96DxvNcQ0THIxO0rffSIzFcvxzvf+/UwNsnyotwDZ4xcmk3pIU7cfgRhVUln3vIhWasf/AFsp+AYD/pd+DLbWUFmBzsjVgYOeaZMv6mzy8Ll6uBttPGqks+1V2d2P9oukc07VUnZ9GThOwOTk5yRcaKk6epS/nZwHbFaN9VHp/1X7xomTNVBY971s4WpuI7eg5FhrHOWvtyvMHNxjbsiLl6vXj5i13ahfMw6RNp3jy+AVP7l9h6YjW/CrarNq6Hy6XrvFCbIPa28TQ/9dfGLDwAH9ducy1vx6y9o82KpclJZ0WYJOCAlXbRsrYnY3T+1CkYjP2ntLCROcM/Vo2ZOy83biJvK2LJlK+ZEkxQqrBvC1HcXPXp16hojRr24aiRYvRZ/hw2tWqQolqTTmobYnJsVWUKd0cY9G27qHV1G7cDWsHZwa1qkTjlm2oULIYVVr0xdjBTcWypKwtLS0VsKmrfyawfazgRz7ULFoWu/uvMdr6B/XaTSU8OoChLaqzQvMCPlprqNh4KP5vbtOwQkeeR4ezZdIgevQdxYzhPciSsxAm116wd/oAchethNeDtyz7vRHD15zj7W1LKhfNTI4cOVQuS0r6hwebmwOj29Sg65S1n+VZaWylSJ4y7NG14PzuxRQtUY2zZmepkCELY5btY9eycWTOVZJzJmb0bVyanlPXY3RoMXly18JQ1Nfat4QyVVthZe9M97oFaTX4T+xMz1Axfw7m7DX4rL+UdpqATTorKl1BrTh5/pnAds/VgGH9+9NfuFfXduTOmgi2JcMaU7bWcN68uUGNMvmYfsD+H2BrULgIc/dq8/BpAJEBr9HaM4vChZpy/+0r+jUuJ7e/3fI2BptGyWD7y2ovuTKpXo6UdlqATQoKVG0bKWI3RyZ1rkvbkUtwTUqzMDLEwtaRk2snk7tCGxxEmrPpWSoVL8i6E0eokC0Pa46bcHLDDLJLJ++c7BnZppoA2zoMDy4SYKuJgahzestsildtiaWdE93qFmXkwr2ifVNaFM3HlG1a/1yOVLACNjX2zwS2++6GjPz9d36X3Y+Khep8HdgqVWfQgAE0r1mXkX/uITLkL+rkL4HVrVdsHtedHAVK4Xg7gLUjWihgS7bdOLByAgWKlGH8zAWsWjSbOmUK02fKOkxOradQvgocMrJG68AqihWrxAnj0/8KNktRJ3euEhw1dWDTtD7k/9nBJt0VIN0aojh5lr6cn3EoKgajTGvV8+vAVqIoG45b4P/sFc/9XnF4xQgy/fYbjfpM4Pr9h7x69hLTM2somDnDTwk2KShQtW2klF2crVk6sy8F8mXi119/o3HrrpzXt8TN1YklkwZQrEhxipSryOSlO3Fy0UkE2zHjD2BzdLRjRGsBNjGcdbU1oEejMuQXdRo3rEORKi3l6C8RbHtEfyZJYNP8bDlS2hYWFgrY1NU/C9h++eXzi1ul9Pd//zEt53+SljT98bzqtM/LpKZ/BrC9t3S9nOQvpauclsokpbm5/V3+07+fTqem0wRs0nVt0gopTp5/HrD9nE4LsElBgaptQ/G/WwGbGlsBm3pbAZv6Ok3AJj0wUbrQUHHyLH05CtjU12kBNikoULVtKP53S3eCKGBTUytgU28rYFNfpxnYpAsNFSfP0pejgE19nVZgU7VtKP53m5mZKWBTVytgU28rYFNfpwnYTE1N5Z1UHS19AKrS1cGGhoapDjbpQZOqdlrFX3ZavMxFnfcddba076Qq2KTHJUuPCldHv3r1Sn6mVmRkpMp8dXBqS1r3sLAwtfTx48e5f/++yjx1cEzM17/8+FukzvvOj+BUBZs6a9euXWTKlEm+aVaR+un8+fPyj48iRd+idAm2169fU7VqVXlI0atXr+9/EYeof/PSZVL3Nzx9SQGbou9RugSbdPziyJEjDBw4kBMnThAVFZWU8y2K4NSK+dSu2gtlN0w5KWBT9D1Kt0NRSdJLM75fIbja2dKvsQK2lNTXgi3q1S0O6jskzSlSlCgFbCmgd3GvGdhUAVtK6uvA9o5983pTfdDipHlFihKlgC0FpIAt5fU1YAu+48i4SaNprYBN0SdSwJYSSojjwV/3iE2aVfT9+jLY4uRHhi9cOZeqrYbwIuh7jpMq+tmkgE2RWurLYEsgJPA1Dy8a0aLfHKLj3iWlK1KkgC1pSpG66WtPHihSpEoK2BSppRSwKfoeKWBTpJZSwKboe6SATZFaSbrxf9OmTTRt2pTevXujqamZlKNI0ddLAZsitZO0fUn38WbNmpUHDx4kpSpS9PVSwKZI7RQeHi4/UmnixIlJKYoUJU+pCjbp0S7Pnz/n2bNnaunNmzerTFcHS/ezfvfN+V9QQECAyr7VwdK9vNLr51TlqYOlRxcpUl+lKtj8/f3l9/xduHBBLe3p6akyXR0sPXk4tR80qc7r7+vrK1tVnjr4xo0bSZ+iInVUqoJNeoKut7c3V69eVZxMS9FKaoPNy8tLZd+Kv+zr168nfYqK1FEK2NTUCtjU2wrY1FupDjZp57ly5YriZFp6WW5aDEVV9a34y1bApt5KdbBJO8/ly5cVJ9NpBTZVfSv+shWwqbcUsKmpFbCptxWwqbdSHWzSy1IuXbqkOJmW3imZFmBT1bfiL1sBm3or1cHm7u7OxYsXFSfTaXG5h/Sjo6rvlLUvuif3MrBnd1q0bs2g8QswtHBVUe7/+IIv+qeOoGVmpzr/P7ICNvWWAjY19c8CNuNTmymZNxfVm7eje7fOlM6fk5rtx+Ds5Yu7oxXbN61mw4YtmDkkbieO5gZs3LiajdsOYe/qjaX2QaqVKMiACYuxdvXEzcGabZs2sWX/IZw9vZPq6Mt1Nok6Dm4+/+g/tayATb2VJmBTdYGj4n93WoFNVd8pZw9m9W5Ew95TBYR8xLwvZron2HVGBy9fD4a1q0HzXv3o3ro+1dsMw8XVipaVS9K672BaNqlF80FzMTy2niK5stG6x1iMrIxoU700LboOpH3T6jTqOxVXVwtaVipBm75DaCHqtBw8/5NlSB0rYFNvKWBTU/8UYPNy4vemlRiyaI88v2XpNAYNGsSgUVMxc3Tl1P4N9O7TnRoVi/BbmabYWulQq2gu6rVsy7jZC9C3sMfdwZx6JfOz5rgROtunk7dsGxxEW86GRyierziHdM5Rs4hUpx3j5ToOny9HKlgBm3rrM7AFPLnFulU7CEmaV6XkgE26per97TGKv962trZpAjZVfaecPVk4pA1VWv6OiYMbC8b1pGrl0mTKV5GzOicpnz8X09cd4ei6P8lXvgWOYqhprHmEyRMGUat6KQqW64i1vVki2I4Zcm7DH+Sr3BFn0baryXFK5i/CQWNnjDTe1ylJoQqdcfpsOVLeCtjUW5+A7RVz+w+jVaPhvElKUaXkgM3V1RUfH58U8ZQBLahevfoHN+g0EmcV5X4GpwXYpGhaVd8paUudg9QonpeiZSuK76wa5cuVolarvlibaVAhbw4GjJ9N3+ZVyFS+OTYm2rRr1Zwpi5YzbWRXilXrjL2zNS2rFqXPmIWYGp+lRoliDJ26gLH9WlOxWX/RjpZcZ+ri5Uwd0YXiNbripGI5UtoK2NRbn4AtnsCXN/m9Q8qBzcXFRb6tKiXcp2Ex6rboyvDhw2WPnbkCGxsDFi1axeHDu5g9ZwlGVrbsXLGYVXtO4O7ljZnmAZat2Mb2zRuYuXA5Ns6eeLrYsXbZYvbu3cTcuWtxdPNE4/AOZs6cz1EtC7kvDyd7Nq9dKNIWclTbXE4z1TrGvNkzWbJ0LdZuicukfXwnf/45i5WbDuPs/vkyf6ttbGzSBGyq+k5Ze2Fjaciy6dMYPnIkS7fuwc7FTU4/e3gLw0ePZePW7Uz+Yw6WLu7ont3D2LHDGTduMlrGtnh7eXB8x2qGj52CvpUzptqnmDx+PBPnLsHU2knke6F7ZveHOtrGdp/0nzpWwKbe+mwoGhVyX63BVrt5Z4YOHSp7/ro9mGtup/CvGWjZcxhNa5chb5ECjBg1lCK5C7DmpDFHVgzltww56TlwAu2bVaNy+7G4WOtTp3ROKjfpyfSF6ziyeRoVyjRi2pRxlCpWgr0G1mII1ZbSjTsyZeJQylRoxEntczRvXJuh48bRTAyTWo9YjOmpLRQuWppRk6fSpH51Jizfr3K5v8U/D9h+TitgU299BraY8Ocsnb6SoKR5VUoO2JydneX7RVPCvRsWoUjJ8tSsWVP2gMnLMNPYRuECFTktfqm3/dGbEi0G4+5sSqsKRZi5XZPDy4dSvHJ7zF29sD2zjlx5K3HOUI/apQux9IAeXp5uTOpShyLla9ChQwfKFslN7z/Ws3B4BwqWLEO7Hj1YKV1GYG/LwhljaNeuDRVK5KNMh9EYndxMyYJ5adSiJSNnzEffzF7lcn+L0wpsqvpW/GUrYFNvfQa2r9F/B7ZSTFlz4h9pMtgKV+G8qYMMtpJtR+D1BbCdNZDAVoxVRwxksE0UYGvSZ4L8cEPJusZWuNhbsWfLcvr2bUfBfHkZNXYsxcpUY+8pfVaO6ESlruPx8nBD9/RBJk/6nZpVilG/02ScP1q277ECNvW2Ajb1VpqATbp1JyXcq0FhAaYCFC1aVHbZih04dT4RbOdM7Nn6Ry9KthmOp5NJIti2aXBomRiKZsxFr0ET6diiOjU6T8LRUlcG28rDBnK7xzZOoViJ6vwxeRL1ylZlyykjZg7tTvOe/flz+kRKFinCrAWzKZS3MMPHjKV60RyU6zQG7YMbqVGvAZNmzqJL0yq0GTIf10+W+VttbW2d6mCTzlir6lsd7WhpjrWzi8q8j22udZgl63an2Pfw/6yATb31Q4Ftx5p5TJs27YNnzV6NqaUe8+cvx9LeBd0jO1i0aT+ebvZsXDqfE3pWMthKVevO5l3rmbtkFZYO7rg72rBq8QI0TGwT23Z34fSejcwSbe4+oYOHSHN1tGb9mrlyPweP6+IhorPDosy0uYs5e+Ig85dswdHDg/MntzJ9+jSWLd+AvYvHZ8v8rVZ7sIl1t7O1wtzcAjvH99+xB05iyG5ubomDs9S2Bw621tjYO2BtZSH+OuHq5IiFhSXObu5yHQ93V6wtLbC0ssPdI7FtFycHUcYcS+vENFujszSuXI2NJ3VxcXEUZa2xtbHCxtYxqT9zMW0vlz2+ciSFanbHQbTj7uqMpYUFVjYO8nfq4e4mL4eFhRWOLt8HdQVs6q1UB5uTk5N8vdR/5YPLhlC6em+sVOSps62srNIEbKr6/hpr71tNhYqlqVihImWrtUfT2gkTjT20rF6dShUrU6t1Hwwd7RjXuiZFK9Whds2yFC5bjZ6dWlKyaGF6TV6Hq5szKycNoFL5SpQrW4OJa3fjbGtCv9Z1KFupEsVLVWL6mqNsnzeAzBkzUap8G3ZvnUWWHPmpU68WffqPoX7tClSqLJahbHU2nzTk2IpEsNk4WzK1bwcqVKhM+Ur1WXboNDvmjaVUhbJUKFeBhh1HYSHgq2rdvsYK2NRbPz3YbEx1OHpCCxcVeepsdQfb0uGtKVSjGas2rmHFxs2YWNszp39TqjfvxyaRVq9cQcYu3cNYAbb6fadhb3+OEpmyM2vLCXbOH0rh2l2wNj1Jhbz5mDBrJQsnDiBvkQacPLOdwrnzM2b2QpauXcVRDX1s9I5SrkBx9upbor1zNrmKVOa4kZP4brWYOWcWMyYPoVj+rPScueUD2M4eWUOxQmVZsHw9fwxoQ7k6HejcoAI1OvZn3aY1rNuxD1tHBWw/q1IdbNIjrqWD1IqT57QCm6q+v8ZWeqf4vUdLChTKTp6CpVm7T5vBLStRsW5z+vbtK9yP5dsPMUaAreMfa0UdPSpkzcPqYybsXzqWorU7Y3ZmM3my56ZDd6l8XwYMHIuhtS2rZo2iRtXiZMmZkw4D52Gue4Ry+YuxV89CBlvBMk0xcHDn+PrpFCtXjTlLVtGzdkW6TN3A0eUjKSjAtn/jNPIKGPboldj2yAlzOLJvM13aNiBH7syUrNSUE3q2n63X11oBm3pLAZuaWt3Btmf9IhZu2IqhgQZt6hZi8NxdrBzbicqtBmNgqMeCSZM5pKX/r2CzsdShVrGCzNpwmLO7tzJlzmpM9U4yeeafnNYzYMPcPhSq1Akjw1NULFKUtUd10PwIbGsn96RE3e7oaxymUem89J297QPYtM/uEEPeMmw9psmhtSuYt2wDSxfMYMOhY+ie30/54vlZfkDns/X6WitgU2+lOtikJ8FKO5Di5NnS0jLVwSbd7qaq76+xicYJOrWrTfny5enYbQTGdi7YmeswqktLKom0HkOmY+Foz+yBnRm6YLuoY0ibqrXZfsaM4xtn07jrCJxcXDi2cQFNa1ShWp1GrNp1FmcHO+ZO6kflyuWpUaM+mw/r4uZoyfj+HShfvRX7diyjfsu+GDuIz0j/OG2a1KFaw1b079GOgVPXcXLzTOp3GoW9myNb506gXuWK1G3ajj2nDDm9Zx2NG1ahQoWKDJ+wCBtn1ev2NVbApt5SwKamVnewpXcrYFNvpTrYpEdcSzuQ4uQ5rcCm+Nt87dq1pE9RkTpKAZuaWgGbelsBm3or1cEmPTBRuhFecfJsYWGRJmBT1bfiL1sBm3pLAZuaWgGbelsBm3orTcAm3ValOHmWbhNKbbBJO6iqvhV/2QrY1FsK2NTUCtjU2wrY1FupCrY3b97Ij9+R4KaONjAwUJmuDk6LC3Slm7lV9a0OPnfunAx3VXnq4Nu3byd9iorUUakKNnXW48eP5afwRkdHJ6UoUiedP3+eV69eJc0pUpQ8pVuwLV++nAwZMmBmZpaUokidpIBN0fcoXYLt6dOnlCxZkl9++YVmzZqRkJCQlKNIXaSATdH3KF2CLTAwUH70zIwZM+TjTMpwVP30tWALe3yBTafNk+YUKUpUuh2KStq+fXvSlCJ109eBLZ5tM7pRc9DipHlFihKlgC0FlBATxvmdK9B0upOUouh79TVgC7hmyR/TJ9NaAZuiT6SALQXkdGYbfZu1Z5vexaQURd+rL4MtjnWjezN93h9UbNqfRwGRSemKFClgS5r6Pr17F4/+xqkK2FJQXxOxxcXFEvzIhV5j1/BOOQGk6CMpYEsRJWCggC1F9bUnDxQpUiUFbCmiBDx0DmDgdj9pXtH3SgGbou+RAjZFaikFbIq+RwrYFKmdYmJiOHXqlHzbW2xsbFKqIkVfLwVsitRK0o3/S5YsoWzZstSqVUsGnCJFyZUCNkVqJ+npGdmzZydfvnzyo68UKUquFLApUjtJQ9EePXqweLFy4a2ib1Oqgi0yMpJbt25x8+ZNtfSWLVtUpquD//rrr1S/Of/Jkycq+1YHS89jc3JyUpmnDg4ICEj6FBWpo1IVbNIwwtvbW37aqOLkWXqDfmo/aNLLy0tl34q/7Bs3biR9iorUUWkCtqtXrypOptMKbKr6VvxlKy9MVm8pYFNTK2BTbytgU2+lOtiknefKlSuKk2kHB4c0eeeBqr4Vf9kK2NRbqQ42aee5fPmy4mQ6rcCmqm/FX7YCNvVWqoNNelLtpUuXFCfT9vb2aQI2VX0r/rIVsKm3FLCpqRWwqbcVsKm3Uh1s7u7uXLx4MUV8wduDHeuWMHfuXNmrNh3G1Ut12a+xq5UOixdvxEVF3n9t6er71Aab9KOjqm/FX7YCNvXWDwU2Hzd7WlfNT648+ShYsCA5c2SjequR2Hn4ivwLODvYYW1jj6e3NH9RzNvi7Ob1Ic/Vw1tO93RzxsbGFsNDS8mTuzbmIu2Cry9ODvZY29ri4e0jl3N3ccTB0Ql7WxtcRTtuYt7a2ha3pHa83F1EO9bY2jvhc0H1Mn+rFbCptxWwqbfSBGwXLlxIEXu72tGqajlWHjGQ5/XObqFkvqJsOm3GmZ0LqVWhClUqVafz6D9x8vLl92aFGDz7gCjrxKC65Zm6+RweDkZ0qV+BslVr0bxBdbLlqI2Zrzf7Vk6jUsWqVK5WnuZ9J2Dv4cPycR3IV7w89erWY/KMubSoXoOqlatRr90ADK1M6Nu6DuWrVqVkmcr8ufHUP5b1e51WYFPVt+IvWwGbeuuHBpuPhwsdapZg1sa9dKtenC5D/mT98jmULlKKbefMVYLt3MZJFKnRGTM3Dw4sHk0OATY9OwPqly3B0v1aeDpb0ahCPuZt15DBVqbpQFwEAGb2akjt1oPYsnkddcsUZMCoCRTOXYDx85awcsM6zuib/mNZv9cK2NTbCtjUW6kONjc3N3zFMC8l7OViK8BWlpWH9eV5T1cbmpUryOxVG6ldMh9NO/Zh0KBBwsM5qmeVBLb9+HpY07l6SaZsOsuO6b0p3340XqK++bFl8lD0nPFRAcOyHDO0w9fHm/5NSzN0/i6Wj+1AvR7T8PZ0ZVCLSlRt2Cap/d9Zu+sY6+aOpWb1EmTJmYtOgxfh+dGyfq9txZA4LcCmqm/FX7YCNvVWqoPN1dUVHx+fFLGnswS2orTqNoCxY8fSrVFl8pSswzkLG4Y1r0DHscsx1T7LzClzMbZzYWL3GjTuNwPT07upWCibDDbDA4vIV6IOB/SMWTi8Jdmy1cLQyUJEfmUZuXA7plpHKF+iABuOm7JsbHvqdZ+Gl7cXq8Z2onq7EZiaGLJg0hR27d3LlD/ncN7IhE3z+lC0anccVCzztzotwCZF06r6/lobnt4lfw+Sx40bz4HjOnirKJdy9sZU7wCTJ4/ljz+moWFgJaebaRz4sByS5yzZhq2zJ7aGp5m8YA3e3qra+j4rYFNvpTrYXFxc5NuqUsKeLvYM7lSfSpUqya7fvAc7T5jKeVYCSL2a16dK9ZpMXrQNV09vDI9vpFHtSrTo1I2OTRqyZK82Xh6uLJ3cg+rVq9N7QA9q1+6GpahveGYvHZs3oVLt2sxavh8PkbZl3nB6jl0mwOaNs7U+Y7q1oarot9/oeVg7OLFg6kCqVq1EnTpN2HXS+LPl/R7b2NikCdhU9f213rdkOFlz5KeC+EwqlC1Nrtyl2aVhgaf4jA10NNDQ0BSfk2tSeU+MdbXQNjTFwlQfIzNbOd3VyR5tTU10xA+Eh1diu062FqLuebT1THAX3+P7/jT3LyJ/3uyUKVeBssULkT1/MfZp2XBi7QSyZMsrL0elShUpmDsXvadvxODQcvLXaIenaNfF3gpNzfNo6RrLJ5Het/mtVsCm3vqhwJae/KOArWarsTiLaScrQ+oUyMeMjSdYO32Q+IGoRaO61anX5ncsRfR0fNNMChcvTfN2HahRIT8tBy7C1cGc3i3rUbNeY6pWq8CoxTtxsTWkS+Pq1GrUmHLlKzBuyb6k/hzpU7cEncauwMnVAxdrQ6aNncxp3USwFa/Uho07d7Jz5w661KtCz+kbcDI+xaCJs3F1tKB385pUb9iIihUrMeTPrf9Yj2+xAjb11jeBTUNDg40bN3LkyJF/9bZt2zhw4IB8v6ji5DmtwKaq76/1vsXDyZI9D6XLlqVUyeLkzFOWvdqWaJ/czfipE2nbpCIZC1bglJE1A5oUp+/Mnbi72TC4eXlaDFjI8XXjKV6lE6bObujtW0i+QrU4cW43RXPnZuC4P1i0dh06ZlaJ/TkZUK9wHpYeMf9sOY6vmcAvv/zywRmzFmL+jtMf8u1NjlEyV056jZzAwjVr0TD+vI3kWgGbeuubwCa9YCM0NPSLvn//vnysSNWGofjf/aOArXDpeoyZMIGJk/7k0HkTPF2t6F6nNK0GTeXQ9lUULVCeE4aGtCuXjz82a4h6nszsX0cG29bpvSnbajiuoi1n3d3kzV2Uk+Yu7F4zm+ZNq5IzV3Yadp4i53t52tC5UiGGLT6Eh6cnnu5O7NmyHVNbVxlsFeoOwNTeXr5jY+P43pSu1QNr96Rl9XDjwMYFtG5Rg9x5slO9xWhcktbhW62ATb31TWD7WklDUWdnZ/nWneTYxcEabT0j3OV5DyyM9TG3dcTB2gx9Y4vEDTsZdnZ0TGorZexoY46eoVmylyM5tra2TnWwSWesVfX9td6zaBg1Wo7B8eN0BwMali3AkDmbWf1HH7IXrsQZY3um96tHtY6jOX5sGw3K5JHBZnRyPSWLVmXtvmMsHNeNsvV7Y6R3kmGjx7Dv1BlWTu9O8Zo9sU1qe9eSEeTIV5D2nbvTsWltsmfNxvIDBhwTYMtdsDzde/emt3CjSsWo3mYE9u6J9RxMzjNs5Eh2HT/NurkDKVShPdbvl/cbrYBNvaWWYNPc8Se5SjVJ2qCdGNmmIkOWHeLo+hn0HrsQl0/K/5vNNPbRt8/4796QP/bZ7fPpOuxPnFXkpZR/BLCd2r6QgWOXfvI5uHFw8wKaNm3CoDGT6dm9F8f1rbAzPUe/Tq3p0WsMfVpXovWQJbi5u4nobD6tmzenfb/hnNGzxM3FibWLJtCsWSNat+7MwXOmH7XtxI51U2nZshHNm7dh2fqdog0PNPetoFGjRh/cqUs/TulZfajn7ubK5uVTRJ1GtGrVgd0nDD5q89usgE29lepgk55bL10vlRxrbBdgK9kEG3nekRGtBdiWHuTgivG0HTQTE+19NKzVQACrOxWrVGfC/M04uXngYKbFgC7tqFitGr3HzcbKyYU+DfOSKWtuOg2eh77mITo0qUOV6k2Zu+UQrqJ9a4NT9OxcX64zdM5KnF3d2b1qJnVrVKR69TrM23wMNydbBndqRMfObahWqwPrF02iee9JOIr6Z/aupXn9elRt0JB5mw7hZGvKmP5tqVixMs06DOGcke1n6/c1trKyShOwqeo7NTxnRHsat+rGsiXzqF+uOOPXHFVZ7kexAjb1ltqCLVumjOTOk4c8eXKTJVMGGWzbZvaifMthGJzZTMEcvzJx4WFO7F1FoaLlOSx+7Sf3qEWTXlMxMtCkfd0SDF+wl13z+1GySlf0bS3oW68Ew2bs5My+tZQvV5MTRjaMbF+RtiNmc3bPOlq17omhrTWLZ0xg7e7tDO3egNw1OuFsb0XrqnlpO3QBBibm7Jk/iBIN+mFpdpY6JUsya/Nhzu5dTelS5Zg2YShZi9XkuNZ55s+ZytYjWirX8Uv+2cDmaGXEosmTGT16PEs3HMDeOe36Tg0rYFNvpTrYpEdcSwepk+Pz2/4kR/6yTJef4jGLxhULMXjJAbbOSASb/mkJbGU55+CMi5UBDSoUYcHuQzQrkZcZ2zTlNpaM6UCNLhM4uHQIpav3FKDQoFKhXBQoUpwSJUoIV2LTiXO0Lp+HmdsT60h2c7GmX6tqlKnRhN5tmpG5XEscbS0F2Ioybf1xucy+Bb9TvH5fzhxaRf7itdC3dsTVzowWoszYmQtoXqsM2XNkoWSNRmzcqyWGS5+v45ecVmBT1bfiL1sBm3pLbcEmDUWt5XkHeSj6Odiys+aICWbahylbrDjbzugzoHEJek/ZiLOTHcM7VKHz2NUcWTGSklW7YuFkRptyBZi47hRO1hYcOXQcG0cHetUvwsCZW7E312LmtJkYnN1F3pwF2XXeii0zBpK7Srv/CzZD7f2ULVya7eeMsdI9QdWSxZi/YRdHjh/j6PFd9GlfhTqdxZD1o3X7WitgU28rYFNvpTrYpEdcSztQcnxu2ywBtsZYyfP2DJfBtl+ApiflWwxF79QmAbYcNGnVmnLlStG633SsnVzQO7yBapUqU6lKRWo06co5Y2tMTm6kUL78dBkxnz0rp1KpdBkqV6hA214TMLd35vTOxVStWpryFctQrUVP9E0M6dqwAkXLVqZJ/ZpkKd4IcxsL+VauqeuOycu3d8EgGWx2rk6snDpYLEMVKoo+u4+Yy/lj+2hYv4JYhiqin6os2XEa14/W7WttaWmZ6mCTbndT1bfiL1sBm3pLLcHm7GiHiZlFEhBcsbE0w9reEQc7K8wsbTCRwVaWk2LnNzExxV5A7X1dWytLjE1M5GekSfOurs5YmJlgbmUjpl2wMjeV6zh8VMfayuwfdRzsbcS8qXwNnqmJOc4CAJainq1DYr6jnTWmFtby8rm6SO2bieU1x8k5ERR2IsIzNjbG3MJK9Pn3eiXHCtjU2wrY1FupDjbpgklpB0pJm53dQdWyDdAUsFOV/zM4rcCm+NssvTRZkfrqhwRberACNvW2Ajb1VqqDTXpgonQjvOLk2cLCIk3ApqpvxV+2Ajb1lgI2NbUCNvW2Ajb1VpqATbqtSnHybG5unupgk3ZQVX0r/rIVsKm3FLCpqRWwqbcVsKm3Uh1s0g4qXWyqOHmWLhdJbbBJt7up6lsdbGhoqNbbjgI29Vaqgk3aMVU9p03x1zm1FRERobJfdfDp06fl5/mpylMHx8TEJH2KitRRqQo2RYq+VefPn+fVq1dJc4oUJU8K2BSppRSwKfoeKWBTpJZSwKboe6SATZFa6mvB9tTtLD1m70yaU6QoUQrYFKmlvgpsCZHM+L0J9QctTkpQpChRCtgUqaW+BmzXjPazesdWWitgU/SJFLApUkt9GWxxHFk5myWLJ1O+cR8evIlISlekSAGbIjXV1x5jiwm8zfq9OklzihQlSgGbIrWSdFH3unXrqF+/Pp07d+bcuXNJOYoUfb0UsClSOxkZGZE5c2ayZ8/Oo0ePklIVKfp6KWBTpHaSbvVq06YNU6ZMSUpRpCh5UsCWjuXv78/jx4/V0seOHZPfcKYqTx0cEhKS9CkqUkcpYEvH8vT05OLFi4q/wTdu3Ej6FBWpoxSwpWN5eXlx9epVxd9g5S1V6i0FbOlY/wXYdA+vo0uXLrK7du3Omi1H8b2suqw6WwGbeksBWzqWNBS9cuVKmvrQshHkKVSOth060LZ5I/LkKMa2c5Zc8Hbn+MFd7Nq1G1M7t6TyFzhzeB/7T2mhq3mcMzoWcrqbgzX7du/m0FlNfC5d/tB2WloBm3pLAVs6lgS2y5cvp6kPCrDVbjcJTzHtZm9KnYIFmLfrHAtHdKBmm/b06dKSKg26Yu1+kX1LRpGvdDX6D+xDxRI5aDNkOZ6OxjSvXp7WXfvSsFY5ek3foLKf1LYCNvWWArZ0LAlsly5dSlMfWDqCX3/9jYwZMwpnpmDp+py1cMFE+yjDRwwWsCpFhkKV0LCwo3edAoxZeVLU82R8h2q0HrycI8uHUbr+AFxEW/bnNpInbxUMPVX3lZpWwKbeUsCWjvVfga1UtbasWLuWdRt2YGDlwiVPa9pULkz/GevRPraFYkUqo2lhSaeK+Zi8RUvU82Va71oy2HbP7kf5ViPwFG256e0mT55SaDqp7is1rYBNvaWALR3Lw8ND5aUMqen9S4ZTu+1E3D9Od7ekRcVCdB8zj2n9W5G5cGURsbmyaEQLyjTtzYZ1C6hRIqcA2zJsdPdRvnh5Zi5fz5jeTajZcSyeH7eVRlbApt5SwJaO9V+ATffoZmYu3onXP9J90T29m99/H8T8VZuYOvEPtC2d8HC2YNa44UydsZKRXarTYfQafC/4onV0NyOGDGHsn0uxcnD7qJ20swI29ZYCtnQsCWwXLlxQW88Y0JiyleoxYewIqpQsxbw92irL/RdWwKbeUsCWjqXuYPP1cGbv+vWsWLGag6cN8fZRXe6/sAI29ZYCtnQsCWy+vr6Kv8EK2NRbCtjSsdzd3fHx8fluezibsnHjClatWoOhmb3KMsm3B5YWNirSv96OFnqs2bgLN2/V+d9jBWzqLQVs6VgS2Ly9vb/LNkbHqFe5IFmzZSVrlizkKVqWnWfM5DwvT09cnJ1xcXXDSy7vhauri9yvlO7m7pnYjpeU7oyzs8jz9MLLy5N103rRddRy3Dw88fT0SGzHxQVPr6TyYlpqx1lqR5RJbEf05yLacXGVy1nrH2fs5Pk4iWmvT9uQl+fbrYBNvaWALR3r+8Hmzsy+jajcaghmdi64Whsypk9vVu3UwNPdiSkDO1KyZBlKVarMjI1H8HCypmWVAtRu1JQKJQtTplEPTBw9OLhiGqXLFqdE8TI07ToBA93jVC2Wmey5CjJp0W4mDmxLyVIiv0gxJqw8gJu1HrVL56Nhs+aUKlaQ6u2GYuHoyupZAyhVvjiFixdnwtLd6BxYQq5i9bBydWDK4PaUEm2UFG2MXrJXxbokzwrY1FsK2NKxJLBJN8J/s92s6VGrNGNWHfksT3/fPAoWb4imjRPndswhX+HaGNlZ0aJKfn6fsxUXy5MUz5mbNcd0Gdy0EjW7DmHH7s2s2LQDGyd3JvesSvvhq3B3tWft8nksWDqXZnVKULjZQFytdKlVOg8T1xzBVn8P+XMXYf22zZQqVJKdemac3bKUeWv3oLk/EWwWLvasXzFftDGPlvVKk79h38+WN7lWwKbeUsCWjvXdYPOwZ4iAUq9pW8TwTkrzQPfsWcxtXdg393eKNR6Aq0h3MThEgVz5OKgnga0Ys7eeFWWNqJEzD8uPmqBxYD3tm9cme54slK/ZmjOGDh/AZm96hnoVStJj6FRm9O8kQykRbMVYfdQQF4fzlM1ZmIXLF1K4TG0M7Zw/LJ9uEtgMzc7RoGJJug2ZzKxBXcldt+eHMt9qBWzqLQVs6Vhubm7ybVXfbg/2LBlNrgLFGDRiHBOG9qVonmyMWrIfk+MrKViwOocNLNm/cjwFSjXB3N5SBtufW86IuoZUF2BbdkBbRFML2HHyLEY6R6hYIg+L92ozY0B9mg9cINpZS75C5TisZcK07vUp3nyQiPYE2EoVY9URA5ztz8lgW7dtG+UKFxWw0+Xkhhn0HDKFEzsXy2DTPLWRfPlLc+C8MTN7N6Jw436frEfyrYBNvaWALR3r+8Em2YlNy0ZTqWJxSpYszZBxM7F1cMXDw521s0dTsUwZKjVoyfZjerg5WtOzRW2W7tYQ9UxoVaEy60+acXr3WmrXLE2xYsXpN2w2dq6enNo6jzIlSzBmwSZG9mpBsTIV6dOrC5WbDMDa2oC29Wuz+aSxiNi0aFShJnu1rDi8aRZVq5SkVNUazN10DP0ja6lYuwPmjpaM6dOKYqUr0KtnVyo27IO9ynX5eitgU28pYEvHksAmXcumOPlWwKbeUsCWjqWA7dutgE29pYAtHUsCm3QCQXHyrYBNvaWALR0rJcG2cfFkhg4dKnvs2EloGFh/VkaV7c11mTtuFOOmLcLR2VVlmeTa1cURjZPncFCRl1JWwKbeUsCWjuXq6irDLSU8oFkpChYrQ7Vq1ShbpCBFqnXCwtEJjTOn0NXV5PixszK4LIx0OXr0BAamNgJAzqyf3ofchcozZvYake+I5pmTnDipia2ji9yu7vlTaOtoc/L4KWzsnLG1MBL1j6NtYImryNfXOoOOvhHnTp3gnJ4xLmKdts8fQvmqbTiqbSTKuKB99hTHT5zH2sH5s+X+VitgU28pYEvHSlmwlWPM4oPy9NkN88iZrSynjAxpWD4v5WrUp1mHIZw7vZ2GFarTrGlTKtZowjEDUwY0L0X2PEX4ffIKVk7uR/Wq9WlYpw7tR87AzsmF7nULUqxCTVq068uJ0/tpUakaTZo2p0r1Bmw9a8DvLctQVOS3bdaQgsUrsOOsCYNbFSd77mIMnbqaDXOHUa1yPRrXq0erQROxFm1+uuzfYgVs6i0FbOlYEthSylLElitvQYoXL06BPLkoUbsXlpYS2PIzcdVh+Z7OhYNbUqZWa2bNmknDSkXo9cdG9i8dSZk63TG30aVW/px0GTSJKWMGkT9PGfbrWQiwFRLl1uLk7MKOWQMpUKYOM2fNon2DijTpM4sBAmzthi/Ayc6AluUKM2rVUfYsHEiZmn2wdDSkSfG8tO83nmnjh1E4Xwm2nTVWufzJ9bVr15I+RUXqKAVs6VjSDirdFJ4SHtCsNPXb9GbSpEnMnLsaQwsHHCwMBNiKMnf7WbnM+M41qdSwnVxG8rpdJ9m3JBFsZobHKZ4rO92HTEjKn4mmGK52q1uU4fN3yfWXju5E0SoNP9Rfsn4fA1uWo/fkDSLfjK6VSjBs+SH2LJDA1hsLizNUKJCTzoPGJdWZzllDqw/L/D1WwKbeUsCWjpWyYCvL6IX7/5H2Kdh2LxhKiWqt2bNvL+P7D2DrCf2/wWZvQ89axeg8aj671y5n0NApmNrY/wNs57fPIV+xmmzdu5+Zw4exbMdJBqkA27HV4ylSrhlHNHUY1KQsrQfPYt+mNfz++wT0Le0+LN/3WAGbeksBWzpWSoJt7tg+LNt+5h9pjtZmjOzbjS3H9BLnbU1ZOHYwrZo2ZfgfCzG3d+L0ziX0HjYDKwcXjE/vZ1DntrRq15FVO0/g5OTM9GHdWLz1RFKbdqydPoY2ov6AkdPQM7dl/vi+zFpzUORZMa1/DxbtPoe14Sl6dmjN0KkrMDp/hCHd2tOyTXuWbj6MgxjSfryM32oFbOotBWzpWNIOKh37Upx8K2BTbylgS8eSwObk5KT4G6yATb2lgC0dS3pgooODg1r67NmzWFpaqsxTB9+9ezfpU1SkjlLApkgtdf78eV69epU0p0hR8qSATZFaSgGbou+RAjZFaikFbIq+RwrYFKmlvgVsoYF+3Lt3D//AsKQURelVCtgUqaWSD7Z37JoxnLVHNLh0+0VSmqL0KgVsitRSyQZb/GvGt2vLn9P/QNtdOWOZ3qWATZFaKtlgS4gn+G0wkTeNaDVufVKiovQqBWyK1FLJBlvUW86c1cDLcAvjN+gmJSpKr1LApkitlJCQgJ+fH3v27OHixYsEBgYm5XxZT6/4oG9uS1BsUoKidCsFbIrUSu/evWPRokXkz59ffrabdAeCIkXJlQI2RWonHx8f8uTJQ7FixQgLUy7dUJR8KWBTpHaShqOjR49m9+7dSSmKFCVPCtjSsWJiYuRjWOpoX19fHj9+rDLvv3Z4eHjSJ6hIXaWALR3r6dOn8tlHxcmzp6dn0ieoSF2lgC0dSwHbt1kBm/pLAVs61n8BNhNrZ27cuCFbeoWdg40ZGirKqbMVsKm/FLClY/0XYHO4cJf42CiCg4IIDgkjNiYMJ3NDNDS1MDE1x9zcDH0draTyGhiZmmFqbIiBkTHGBnpyupaOLmZmUroRmhqf95HaVsCm/lLAlo71X4Et8NlNtMW0joEJAVExXHGxwePqPYIDAvB785Y3z+6gr62BjdsVIiPCePnsGW9Do3l5xxctXSMevgwg4LUfb4NCuOnjpLKf1LQCNvWXArZ0rP8uYosmJDiY0LBwEbGF4mBmgLm1E9evXueFfwgJUUFYGutx/3U49y85o6mpx71XITLYbD1uEP72KYZampg5XSA6MgBjTdV9pZYVsKm/FLClY/1XYIsMec2Na9e4dvUSdhZGYhiqz5OAMF7cu4qDiw9R0cECbCa8EFHaVVdLud7Vh69lsLldfUjwi9toijRtc2diYiKx1lfdV2pZAZv6SwFbOtZ/PRT9kK5jwmsBsdsXXfC8/pD4yLdYGOlw5eEbAh/fxMramddhMTLYjK09CA8Pws3OCt9bjwl9/QCdj9tKAytgU38pYEvH+i/AZulygbvXvdD6R7oG9q6+vHz1iru3rvHg8UOsxVBU19CC+09f8OjBTR69DOL5X95oaGji6HmR5y9f8vTBX5ib6H/UTtpYAZv6SwFbOtZ/Abbk+OLtp7x6/hAPT19eh0Rw3d1GZbm0tgI29ZcCtnQsdQeblp4xF65d48aN63i72aOtqaGyXFpbAZv6SwFbOpa6g01drYBN/aWALR0rpcCmoaWHlZUNNjbW6OtpqyyTfGugp6ujIv3rra1rgLW1hXwGVVX+t1oBm/pLAVs6VkqATUffnMcvg3j3TmoxgdDAV9iYJt4h8D128LrOvavuKvO+1obm9jy4dx0djZQdwipgU38pYEvH+n6waeB7+zlhb55hbWGCiaUdz9684ZKHtZznceUOoeHhhAS8xs3WDE1tPR75BfPi2TORHoH/o5voa53H3MmTwKAwIiJCeXjLByMTa4Ij3xEfF8MNH0e8r90T5SMJCwvG19ECLT0Tnr8J4dnTZ4RHRPD8zmV0Nc9j536F4JBwwoOD8HGywtTWnZCgF+hpauF59e6HNi46W32yHsmzAjb1lwK2dKzvBpumPo/ehPKXj91neUa2XkRHBWJtpIut5zViwv0x1NXnRXAsj655oG1sT3RsDO42ZtwTsPO7exVzCzsuX/AW5TS5/jiQ57e8BAz18b14GVdHVx69DCbi1V209E15ExbHnQuO6Fu4EhsTgauLE6FRkXhYGGPve4PbV7ywdPAmNioAQwFUn6Q2Hj5/S5T//c+WNzlWwKb+UsCWjvXdYNPQ5b6A0r1L7+/X1MDAyAhdbU0cL94lXABEul5Ny9SeKAExBzMJbFFcdpbuJjAhSKR52pmISOsSgcFhvIuNx+/ZPUwNtD6ATVvfjJcBIfi/eMjdp35EvX6QBLYovGyM0dK2JCw2El+fC0SFB2Ks+/cxPrMksBnpmfJCRHivXz7kzpNXxAQ8+lDmW6yATf2lgC0dKyWGom5X7hMd9paLPh54+F7hrRju3fS2w9TBl6iI11jo62DpeokY6Z5OPRVgczDDxt4RWwtLrO1cCYuKxcfBXL7r4OVtXwysPUXdYKxM9Lhw9+VHEds/webh7ibqhuNibij69uTGZU+snRLBZmblTkxUCDamIvoTQ+dIJWL76aWALR0rJU4eaGrpc/nmU+LipHcVvOPlk/sYGYioSVObK3efEh4RTnjIW3xdbdDUUQE2exOcvK8SFhIhykaKiO0Ohjqa2HvfIjY2mr8uefH0dbCAZCgv/AOIDn6GvgqwOVkZ4X7pDuFhEUSGR4h6rlg4JkVsukY88Q8mOiJMtPGGmJAX33UblgI29ZcCtnSslABbojXkW500NTU/eWikSJfSPjorKU2/L6Oh+dH0+/ofnq/2vm5iHU2prFQ3qa1P20msk9ROUhmpjffTqtr4VitgU38pYEvHSjmwpS8rYFN/KWBLx1LA9m1WwKb+UsCWjvXtYNPCztENHx8vnGzN//Xx3KbWDjjbW33Xew20dPRx8/TA0tIWTzfHb7qTQFNHDzcPD4w+Omv6rVbApv5SwJaO9a1g87j+mPj4OPm9pHHxsdy96CiDS1tHFy35eJcGOjo6MvC8bj7jzeMb6Il5HR3tvwGnkVhGVy6XeMxLS1sHbW1tdHRFmnQ8TFMLXV1dDM1tCImOwNvFg+uXvdBKqqullZivran5UZu6clrickjH37REe7oYmFkRHBWJk6mBqKctl9HR1vom4CpgU38pYEvH+law3XkZzst7l2UouVz8i1cPb8hQ8wuL5YKDhShjzJuoaNytdGWwRYUHERAYQERYMD6OIl9DE89rdwkV86HBody75oW2gNLtl2GEhwTz9q0/9lZm3HjsL+qE4O/vT2x8BNeu3iU65HnSWdEY3vi9IiQsgqAX9zDU1sDB+zohIWEEh4bh9/imgKku1x6+IiI8sY2Y+EhcHZzwDwghJDiEsJBAnC0NP1u/L1kBm/pLAVs61reCzdbtEmHh0QQHvuHx/VvYmxmjqf3/wRbm/xADHQ1cL98n1P8BZhaORESHYW+sh4GFAyERYTiZGchg87t/SX48kaGNG9FRwVjpaWPh4E30u0/BFst1Dxt0TZyIjonA0cIAKwdXLvtc4K4A4ruoEJzdvIgSf631dTC38yTqXSTutrZcvniJS1duEx4VJ79TQdU6/psVsKm/FLClY30T2DR1cXb3wNbSHFtbF24/fE5UyCuMdPX+BpuOuRg6xnwAm9+DK/IdCOauV4gMeomTiy+xEa/REwDT1DPGPyRK1DMVYAvl4RU3uR9Ll8vEhr2S6+mZWMlD0X+C7ZPr2KzNuPM8gDfP7+PhfZmo6FB8Ll4nNtxPRIPn0TW2kIeiN67eJiI0kEsXvHksIreHV1w/X8cvWAGb+ksBWzrWt0VsOjx4HUro2+dcv3qVRy/8iI8OwFhXl6dvo7l70QUjBx9i4uI+gC0m/DUWIjq7+NdzMWy8jYGxDSFREXjamolozJPw8GBsRP7HYNM1dyQyJhI3cyMcPG8RxxfAZm8rvzfhhqcNtl43iRPRnr2TKxGiDen+UTv3G8QmRPJERHNhrx9gaGKNnyh/72LyX9+ngE39pYAtHetbh6L6JrY8evqG0NBQ3vq/wsNBupNAA3uP67wNDuXFo0e8fvsWJ3MdXC/dxf/lU/zfBBDg9ww7s8R3FFi7+Mhlgt744+VqLR/Ev3L/JTd9HD/04+Jzm6CQEF4+ecKbt/74+lwj4OU99ESU9+TVG1wtDdHSMuNV4GvRroEof53g4BBePLnPS79X2Jka4OT9F2/lNh6LNl7jZu/MS/9A3r5+yYMnL7grQJrcEwgK2NRfCtjSsb4VbOndCtjUXwrY0rEUsH2bFbCpvxSwpWO9e/eOqKgoxcl0bGxs0ieoSF2lgE2RIkU/nRSwKVKk6KeTAjZFihT9dFLApkiRop9OvyhSpEjRz6VffvkfhJVielRbdJEAAAAASUVORK5CYII=" width="310" height="279" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT, en su carácter de Administrador, realiza la Cobranza de los Créditos Hipotecarios mediante el cobro a: i) cada uno de las Empresas Empleadoras de los Deudores Hipotecarios de los montos a su cargo por concepto de la Aportación Patronal del 5% y el Descuento en Nómina del 25% del salario integrado de cada trabajador que sea un Deudor Hipotecario, en aquellos casos en los que dichos Deudores Hipotecarios mantengan una relación laboral con un patrón afiliado al IMSS, y ii) directamente a cada uno de los Deudores Hipotecarios que dejen de tener una relación laboral formal con un patrón afiliado al IMSS.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El monto total de la Cobranza que se obtiene durante cada Periodo de Generación es transferido en forma bimestral a más tardar en cada Fecha de Transferencia a la Cuenta del Fideicomiso, después de deducir la Comisión por Administración y los Gastos de Cobranza que pudiesen aplicar de conformidad con el Contrato de Administración.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Como la fuente de pago de los Certificados Bursátiles es únicamente la Cobranza que recibe el Fiduciario Emisor de los Créditos Hipotecarios y sus accesorios, éste conserva la propiedad de los derechos derivados de los Créditos Hipotecarios que le fueron cedidos por el INFONAVIT a fin de que, a partir del flujo de la Cobranza se liquiden las cantidades que se adeuden a los Tenedores de los Certificados Bursátiles de la presente Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El Representante Común informa al Fiduciario Emisor los importes a pagar de conformidad con las reglas y prelación de las distribuciones establecidas en el Fideicomiso y el Fiduciario Emisor transfiere los recursos necesarios para el pago de los mismos.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los pagos de los Certificados Bursátiles se harán solamente en los términos previstos en el Contrato de Fideicomiso y hasta donde alcance el patrimonio del mismo. En caso de falta de disposición expresa en el Contrato de Fideicomiso, el Fiduciario procederá de conformidad con las determinaciones que tome el Representante Común.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Las cantidades disponibles en la Cuenta del Fideicomiso son utilizadas por el Fiduciario Emisor para efectuar, en cada Fecha de Pago, las distribuciones que el Representante Común establezca en el Reporte de Distribuciones correspondiente.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Una vez que hayan sido liquidados los pagos previstos en los numerales (1) a (11) de la Cláusula Decima Segunda inciso b) del Fideicomiso, el remanente de la Cuenta del Fideicomiso es distribuido a los tenedores de las Constancias Subordinadas.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Principales eventos relevantes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado el Fiduciario Emisor no tuvo conocimiento ni le notificaron eventos relevantes relacionados con factores de riesgo, cumplimiento con los contratos aplicables, procesos judiciales, administrativos o arbitrales, participantes relevantes en la operación tales como el fideicomitente u originador, administrador u operador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Administración y cobranza de los créditos hipotecarios</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Fiduciario conserva y mantiene la titularidad de todos los Créditos Hipotecarios y sus accesorios como parte del Patrimonio del Fideicomiso. La administración y cobranza de los Créditos Hipotecarios y sus accesorios está encomendada, en forma exclusiva al INFONAVIT de conformidad con los términos y condiciones del Contrato de Administración. Dicho contrato tiene como objeto la administración y cobranza de los Créditos Hipotecarios, reclamación de cualquier cantidad adeudada bajo los Seguros, el mantenimiento y enajenación de cualquier Inmueble Adjudicado, incluyendo, entre otras la ejecución de las garantías, en los términos establecidos en el citado Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT mediante el Contrato de Administración celebrado con el Fiduciario se obliga a llevar a cabo la administración y cobranza de los Créditos Hipotecarios, utilizando sus procedimientos generales y de conformidad con sus políticas de riesgo, administración, y cobranza de cartera hipotecaria. Asimismo, reconoce expresamente que será responsable en todo tiempo de la guarda, custodia y conservación de todos los documentos que compongan los Expedientes de Crédito y Documentos Adicionales de los Créditos Hipotecarios, los cuales estarán debidamente identificados como un activo propiedad del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Fiduciario, en términos del Contrato de Fideicomiso, goza de las más amplias facultades y atribuciones para administrar y disponer de los bienes que integran el Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">COBRANZA DE LOS CRÉDITOS HIPOTECARIOS</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los recursos que han sido depositados en el Fideicomiso por parte del INFONAVIT como resultado de la recuperación de los Créditos Hipotecarios y sus accesorios han sido:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<img 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" 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</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Distribución de los recursos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los recursos han sido aplicados por el Fiduciario con base en lo establecido en el Contrato de Fideicomiso de la siguiente manera:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<img 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" 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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">RESUMEN DE INFORMACIÓN FINANCIERA</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt; font-style:italic">Efectivo y equivalentes de efectivo.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el siguiente cuadro se detalla el efectivo y equivalentes de efectivo al cierre de los último tres ejercicios y los intereses del 1 de enero al 31 de diciembre de cada ejercicio:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los intereses ganados se registran en el estado de resultados en el rubro de “Ingresos financieros”.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 3 a) y 4 </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Derechos de Cobro</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En enero de 2016, entró en vigor el Decreto en materia de Desindexación del Salario Mínimo (el Decreto), el cual tiene como objeto la desvinculación del Salario Mínimo como unidad de referencia para actualizar multas, recargos, derechos, prestaciones, tarifas, así como también créditos hipotecarios del INFONAVIT. </span>
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<span style="font-family:Arial; font-size:8pt">El Decreto dio origen a la Ley para determinar el valor de la Unidad de Medida y Actualización (UMA). Dicha Ley UMA entró en vigor el 30 de diciembre de 2016. El valor diario, mensual y anual de la UMA es publicado por el Instituto Nacional de Estadística y Geografía dentro de los primeros 10 días del mes de enero de cada año y entran en vigor el 1° de febrero de dicho año. El propio Decreto contiene una cláusula de protección para los acreditados en caso de incrementos sustanciales al Salario Mínimo (Artículo 6º transitorio del Decreto), la cual establece que los créditos otorgados en VSM a la fecha de publicación del Decreto, se actualizarán anualmente con el incremento que resulte menor entre el Salario Mínimo y la UMA.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">No obstante, lo anterior, el INFONAVIT reconoce la Unidad Mixta INFONAVIT (UMIX) para efectos operativos internos necesarios para actualizar el saldo del portafolio hipotecario, conforme con lo señalado en el artículo 44 de la Ley del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para 2023, el Consejo de Administración del INFONAVIT propuso un mecanismo para determinar la actualización de los créditos denominados en salarios mínimos, el cual fue aprobado en Sesión Ordinaria número 875, celebrada el 15 de diciembre de 2022. Dicho mecanismo contempla la aplicación de la tasa que resulte menor entre:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:31.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">La tasa de incremento porcentual anual del salario mínimo vigente en el año en curso.</span>
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<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">La tasa del incremento porcentual anual de la UMA vigente en el año en curso.</span>
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<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">La tasa que resulte de calcular el promedio aritmético de los incrementos porcentuales anuales que hubieses observado el Índice Nacional de Precios al Consumidor (INPC) durante los últimos cinco años calendario.</span>
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<span style="font-family:Arial; font-size:8pt">Por lo anterior, el portafolio hipotecario denominado en salarios mínimos se actualizó en 2024 en 4.66 %, toda vez que el incremento porcentual, correspondiente a la tasa que resultó de promediar de manera aritmética los incrementos anuales que observó el INPC durante los últimos cinco años, es la menor entre las tres tasas utilizadas conforme al mecanismo aprobado, por lo que el valor de la Unidad Mixta de INFONAVIT para el año 2024 fue de $100.81 pesos diarios.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el siguiente cuadro se muestran los Derechos de Cobro sobre Cartera Hipotecaria al cierre de los últimos tres ejercicios:</span>
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" width="576" height="68" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">A partir del 1 de enero de 2018, los derechos de cobro sobre cartera hipotecaria se valúan a valor razonable con el método de valor presente de los flujos esperados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, </span><span style="font-family:Arial; font-size:8pt">referirse a la nota 3 c) y </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022.</span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre Certificados Bursátiles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las obligaciones sobre certificados bursátiles fiduciarios representan las obligaciones contractuales de pago que tiene el Fideicomiso con los tenedores, a los que les representa el derecho, en primer lugar, al cobro del principal e intereses, adeudados por el Fideicomiso, de acuerdo con los términos estipulados en el Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Con fecha 10 de septiembre de 2015, el Fideicomiso emitió certificados bursátiles fiduciarios preferentes y subordinados correspondientes a 7,583,978 y 404,333 certificados, respectivamente, con valor nominal de 100 UDI´s cada uno, bajo la clave CDVITOT 15U y CDVITOT 15U-2U por un importe equivalente en Moneda Nacional a $4,018,095 y $214,221 miles de pesos, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 2.80% y 4.12%, respectivamente. La amortización de capital y de los intereses devengados de los certificados será de manera semestral en los meses de marzo y septiembre, de cada año hasta el mes de septiembre de 2043.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las obligaciones sobre los CEDEVIS del Fideicomiso que devengan intereses se valúan a valor razonable para los ejercicios de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la nota 3 h) y 6</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la nota 10 </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">que se adjunta al presente reporte anual se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la siguiente tabla, se muestra el saldo de las obligaciones sobre el CDVITOT 15U y CDVITOT 15U-2U por los últimos dos ejercicios:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">INFONAVIT COMO ADMINISTRADOR</span>
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<span style="font-family:Arial; font-size:8pt">De acuerdo con la sesión ordinaria número </span><span style="font-family:Arial; font-size:8pt">131, celebrada el día 07 de octubre de 2024</span><span style="font-family:Arial; font-size:8pt">, la H. Asamblea General del INFONAVIT aprobó las adecuaciones al Estatuto Orgánico del Instituto del Fondo Nacional de la Vivienda para los Trabajadores</span><a style="color:#000000" href="#_ftn1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Organigrama del Administrador</span>
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" width="484" height="274" alt="Interfaz de usuario gráfica

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<span style="font-family:Arial; font-size:8pt"> Estas adecuaciones se publicaron el día </span><span style="font-family:Arial; font-size:8pt">29</span><span style="font-family:Arial; font-size:8pt"> de </span><span style="font-family:Arial; font-size:8pt">noviembre</span><span style="font-family:Arial; font-size:8pt"> de 2024 en el Diario Oficial de la Federación.</span>
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<span style="font-family:Arial; font-size:8pt">Principales funciones de:</span>
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<span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">La Dirección General:</span>
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</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Representar legalmente al Infonavit con todas las facultades que corresponden a los mandatarios generales para pleitos y cobranzas, actos de administración y de dominio, y las especiales que requieran cláusula especial conforme a la Ley, en los términos de los tres primeros párrafos del artículo 2554 del Código Civil para el Distrito Federal. Estas facultades las ejercerá en la forma que acuerde el Consejo de Administración. </span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:0.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Director o Directora General podrá delegar la representación, incluyendo la facultad expresa para conciliar ante el Centro Federal de Conciliación y Registro Laboral, así como ante los Tribunales federales en materia laboral, así como otorgar y revocar poderes generales o especiales.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:0.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Director o Directora General podrá suscribir instrumentos jurídicos con instituciones o entidades del sector público o privado con la finalidad de cumplir con los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:26.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejercer las facultades y atribuciones que corresponden al Infonavit, en su carácter de organismo fiscal autónomo, conforme a lo señalado en los artículos 23 y 30 de la Ley;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de la Asamblea y del Consejo de Administración, con voz, pero sin voto;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de los otros Órganos Colegiados del Infonavit, con voz, pero sin voto, cuando lo considere necesario para el cumplimiento de los fines del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar los acuerdos de la Asamblea y los del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar anualmente al Consejo de Administración, dentro de los dos primeros meses del año siguiente, los estados financieros y el informe de actividades del ejercicio anterior;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar al Consejo de Administración, a más tardar el último día de octubre de cada año, los presupuestos de ingresos y egresos y de gastos de administración, operación y vigilancia, el plan financiero a cinco años y sus actualizaciones, así como los programas de labores y de financiamientos para el año siguiente y, en su caso, las modificaciones necesarias a este Estatuto Orgánico;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar a la consideración del Consejo de Administración, un informe mensual sobre las actividades del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar al Consejo de Administración, para su consideración y, en su caso, aprobación, los programas de crédito a que se refiere la fracción II del artículo 42 de la Ley;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las estrategias y líneas generales de acción del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las políticas necesarias para la operación del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar que existan los sistemas y mecanismos necesarios para el cumplimiento de los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración los nombramientos del personal directivo y de las o los Delegados Regionales del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XIV.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Dirigir las actividades de la Administración del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XV.</span><span style="width:23.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Nombrar y remover al personal del Infonavit, señalando sus funciones y remuneraciones, con sujeción a las leyes, presupuestos, tabuladores y, en su caso, del Contrato Colectivo de Trabajo;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XVI.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Efectuar la readscripción de las unidades administrativas y del personal del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XVII.</span><span style="width:18.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Resolver los casos de duda que se presenten con motivo de la interpretación o aplicación del presente Estatuto, así como los casos no previstos en el mismo;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XVIII.</span><span style="width:16.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la integración de los Comités Internos con carácter temporal o permanente para el mejor cumplimiento de los fines del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XIX.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Elaborar las bases para el establecimiento, organización y funcionamiento de un sistema permanente de profesionalización y desarrollo de los trabajadores del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XX.</span><span style="width:23.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Después de ser aprobado por la Asamblea, enviar al Congreso de la Unión, durante el mes de octubre de cada año, un informe sobre la situación financiera, patrimonial y operativa que guarda el Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXI.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Alinear los esfuerzos que, para conocer las necesidades de los usuarios, realicen todas las áreas;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXI Bis. </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Conducir las actividades de las Delegaciones y Cesi, con el apoyo de las áreas competentes;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXII.</span><span style="width:18.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar evaluaciones periódicas de la operación de las Delegaciones, en el cumplimiento de los objetivos y metas institucionales;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIII.</span><span style="width:16.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Constituir a través de la figura jurídica correspondiente, centros de investigación, análisis estadísticos, agencias, comisiones especiales o cualquier otra unidad que permita llevar a cabo estudios y publicaciones relacionados con el quehacer del Instituto, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIV.</span><span style="width:15.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Comité de Auditoría el establecimiento, diseño y actualizaciones al Sistema de Control Interno Institucional. El Comité de Auditoría, a su vez lo someterá a aprobación del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIV Bis.Designar a la o el Oficial en Jefe de Seguridad de la Información quien deberá vigilar el cumplimiento de las </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">políticas institucionales para la seguridad de la información;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXV.</span><span style="width:17.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Garantizar el mantenimiento, supervisión y cumplimiento del Sistema de Control Interno Institucional, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXVI.</span><span style="width:15.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Las demás que le señalen la Ley del Infonavit y sus disposiciones reglamentarias o que le sean encomendadas por la Asamblea o el Consejo de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Direcciones Sectoriales</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de la Asamblea General, con voz, pero sin voto;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones del Consejo de Administración y de la Comisión de Vigilancia, con voz, pero sin voto; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de los otros Órganos Colegiados del Infonavit, con voz, pero sin voto, cuando lo consideren necesario para el cumplimiento de los fines del Infonavit, relacionados con su competencia;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Solicitar la incorporación de asuntos en el orden del día de las sesiones de la Asamblea General, del Consejo de Administración y de sus Órganos Auxiliares, de la Comisión de Vigilancia, del Comité de Auditoría, del Comité de Transparencia, de la Comisión de Inconformidades y de las Comisiones Consultivas Regionales, por conducto del Director o Directora General;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar el nombramiento y funcionamiento de los miembros de la Asamblea General, del Consejo de Administración y de sus Órganos Auxiliares, de la Comisión de Vigilancia, del Comité de Auditoría, del Comité de Transparencia, de la Comisión de Inconformidades, del Comité de Inversiones y de las Comisiones Consultivas Regionales, en lo referente al sector que representan; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Plantear las políticas y criterios del sector que representan al Director o Directora General, para coadyuvar a la mejor realización de los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar y recopilar las opiniones, sugerencias, políticas y criterios de su sector y propiciar su enlace adecuado con el Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ser órgano de enlace de las organizaciones respectivas y la Dirección General, para la participación de ésta en reuniones de trabajo e informativas en materia de vivienda;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Suscribir los contratos, convenios y demás instrumentos jurídicos relativos a las contrataciones requeridas en la Dirección Sectorial a su cargo, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En general, todas aquellas cuestiones necesarias y relativas al debido cumplimiento de los fines del Infonavit, relacionadas con su competencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Secretaría General y Jurídica</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fungir como unidad de apoyo a los Órganos Colegiados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Tener a su cargo las Secretarías de la Asamblea General, del Consejo de Administración, de la Comisión de Vigilancia, del Comité de Auditoría y del Comité de Transparencia, así como de todos aquellos Comités, Comisiones y Subcomisiones que se deriven de éstos; y convocar a los integrantes de dichos órganos, así como, de la Comisión de Inconformidades y las Direcciones Sectoriales a sus respectivas sesiones y reuniones; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Representar legalmente a los Órganos Colegiados para efectos de rendir los informes previos y justificado que en materia de amparo les sean requeridos por la autoridad judicial, cuando algún Órgano Colegiado sea señalado como autoridad responsable o intervenir cuando alguno de éstos tenga el carácter de tercero perjudicado en los juicios de amparo; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer comunicación permanente con las Direcciones Sectoriales; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fungir como unidad de enlace entre la Dirección General y las Comisiones Consultivas Regionales;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar las funciones de la Unidad de Transparencia y de la Secretaría de la Comisión de Inconformidades, en los términos de la normatividad aplicable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar las relaciones institucionales con el Poder Legislativo Federal y de las entidades federativas, autoridades estatales y municipales e instituciones académicas, a efecto de propiciar acuerdos que deriven en el mejor cumplimiento de la labor del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Dar seguimiento a las recomendaciones, resoluciones y acuerdos dictados en las sesiones de los Órganos Colegiados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Controlar y conservar en documento original y formato electrónico los libros de actas y acuerdos de los Órganos Colegiados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX Bis. Tener a su cargo la Secretaría de Actas o equivalente de los Grupos de Trabajo que constituya el Director o Directora General, así como de los Comités Técnicos de los Fideicomisos en los que el Instituto sea parte;</span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X. </span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar el envío, conforme a las Reglas de Operación de cada Órgano Colegiado, de la información de los asuntos que sean parte del orden del día de las sesiones de dichos Órganos, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI. </span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Para efectos de lo establecido en las fracciones V y VII, mantener una vinculación permanente con las delegaciones, en coordinación con la Subdirección General de Operaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Contraloría General</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Difundir los objetivos y lineamientos del Sistema de Control Interno al personal del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Previa autorización de la Dirección General, proponer a la consideración del Comité de Auditoría para aprobación del Consejo de Administración, las actualizaciones o ratificaciones a los Lineamientos Generales en materia de Control Interno que el Infonavit requiera para su adecuado funcionamiento, por lo menos una vez al año; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Verificar que los modelos, políticas, procesos y procedimientos de operación elaborados por las áreas responsables, cumplan con los aspectos y lineamientos de control interno aprobados por el Consejo de Administración y gestionar la aprobación del Comité de Auditoría en la parte relativa a políticas, procesos y procedimientos en materia de control interno, previa autorización de la Dirección General; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar y establecer programas de verificación y autocontrol sobre el cumplimiento del Sistema de Control Interno, para su aplicación en los niveles estratégico, directivo y operativo, sobre todo en los procesos con mayor exposición al riesgo y mayor impacto financiero asociado a su operación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En el caso de desviaciones o incumplimientos a la normatividad, por iniciativa propia o por encargo expreso de un Órgano Colegiado del Instituto, investigar y, en su caso, instruir a las áreas responsables las medidas preventivas, correctivas y sanciones a que hubiere lugar, de conformidad con los ordenamientos correspondientes y asegurarse de su aplicación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Contar con un registro permanentemente actualizado de los objetivos del Sistema de Control Interno, de los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> lineamientos para su implantación, así como de los manuales que se consideren relevantes para la operación acorde al objeto del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proveer al menos dos veces al año un reporte de su gestión, a la Dirección General y al Comité de Auditoría, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Participar en calidad de testigo en los eventos de entrega-recepción de oficinas, Delegaciones y transmisión del conocimiento; y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar un diagnóstico del diseño, implementación y operación de los Objetivos y Lineamientos Generales de Control Interno, a través de los elementos de control para identificar las debilidades significativas de control y las desviaciones que pueden afectar el cumplimiento de los objetivos institucionales, a efecto de promover el establecimiento de medidas correctivas y preventivas, y consolidar el Sistema de Control Interno institucional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Planeación Financiera y Fiscalización</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la operación financiera y contable, y elaborar los estados financieros;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer, de manera conjunta con la Subdirección General de Administración y Recursos Humanos, los lineamientos y medidas de eficiencia y eficacia en el ejercicio del presupuesto de gastos e inversiones propias; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Formular y administrar los presupuestos globales anuales de ingresos y egresos; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los recursos financieros con que cuenta el Infonavit y los depósitos puestos a su cuidado o disposición; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar los cálculos de los remanentes de operación de cada ejercicio para aplicar al pago de intereses de las Subcuentas de Vivienda de los derechohabientes y asegurar el rendimiento de los fondos, procurando incrementar el valor patrimonial de los mismos conforme a lo estipulado en la Ley del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, formular, dar seguimiento y evaluar los criterios financieros para la regeneración de la vivienda recuperada; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, formular, dar seguimiento y evaluar los criterios financieros para los Recursos del Fondo revolvente de Recaudación Fiscal, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la operación financiera asociada a la captación y dispersión de los recursos financieros con que cuenta el Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Crédito</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, desarrollar e implantar alternativas de financiamiento a soluciones de vivienda para atender las necesidades de los derechohabientes del Infonavit, bajo la observancia del marco jurídico aplicable y asegurando su viabilidad financiera; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la implantación de los mecanismos tecnológicos que procuren la satisfacción del derechohabiente en la tramitación y formalización de su crédito hipotecario, bajo estándares de operación y servicio de calidad, basados en las mejores prácticas nacionales e internacionales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la originación de crédito, procurando que los responsables internos y externos cuenten con los mecanismos tecnológicos, soporte operativo y controles adecuados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la actuación de los terceros participantes en el proceso de originación de crédito, desarrollar y establecer mecanismos de prestación de servicios por dichos actores y promover y coordinar las redes de difusión y colocación de crédito, internas y externas;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Supervisar la operación financiera de la originación y administración de crédito; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la participación de las entidades financieras en los programas crediticios conjuntos; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar y ejecutar el proceso de originación hasta la titulación del crédito, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Supervisar, monitorear y apoyar las actividades que realizan las gerencias de las Delegaciones que competen a su área, a fin de dar seguimiento a la ejecución y desarrollo de los programas y proyectos de la Institución en beneficio de los usuarios del Infonavit. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> La Subdirección General de Gestión de Cartera</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:28.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Planear, diseñar e instrumentar estrategias para la adecuada administración del portafolio hipotecario y del cobro de éste;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, ofrecer, instrumentar y monitorear soluciones de cobranza social individuales o a la medida de las posibilidades y situación particular de cada acreditado, siempre y cuando éstas impliquen una recuperación que considere la situación real de la cartera;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar e instrumentar la cobranza social, a través de programas de facilidades de pago a los acreditados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III Bis. </span><span style="width:9.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar ante los órganos colegiados competentes, en coordinación con aquellas áreas que por sus facultades y funciones corresponda la intervención, los mecanismos que permitan atender y operar los casos no previstos en los procedimientos vigentes que se originen por diversas causas y que sean instruidos a través de resoluciones, dictámenes o recomendaciones;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt"> Establecer e instrumentar programas y soluciones de cobranza que permitan regularizar los créditos y promover la cultura de pago oportuno;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer mecanismos para la recuperación extrajudicial, vía mediación o justicia alternativa;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Analizar y determinar el nivel de riesgo y no pago por tipo de cartera, estableciendo las estrategias por canal, por perfil de acreditado y problemática social;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Instrumentar mecanismos de control por los diferentes esquemas de recuperación de cartera; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Emitir periódicamente estados de cuenta para el cobro de los créditos, así como información a los acreditados sobre la situación de su crédito; IX. Derogada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Derogada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la liberación de los gravámenes constituidos por el otorgamiento de los créditos;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar las acciones pertinentes o gestionar las autorizaciones requeridas para la segregación en función de las estrategias que se implementen para tales efectos y castigo de los créditos que, por sus características, no cuenten con los elementos suficientes para gestionar un juicio hipotecario ordinario, o bien, que por su alta precariedad social resultaría inequitativa la ejecución de las garantías hipotecarias, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En coordinación con la Subdirección General de Operaciones, supervisar, monitorear y apoyar las actividades que en materia de recuperación del crédito que realizan las áreas competentes de las Delegaciones y de los Cesi, a fin de dar atención, soporte y seguimiento a la ejecución y desarrollo de los programas sustantivos de la Institución en beneficio de los usuarios del Infonavit. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Operaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar la entrega de productos y servicios con oportunidad y calidad, buscando superar las expectativas de los usuarios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Recibir por los canales institucionales establecidos todas las quejas, denuncias, infracciones, solicitudes y manifestaciones relacionadas con el Instituto; para posteriormente remitirlas al área competente; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, normar, administrar y operar los canales de atención dirigidos a las y los derechohabientes y acreditados en las vías tradicionales y digitales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fomentar y facilitar el uso de los canales digitales de atención dirigidos a las y los derechohabientes y acreditados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer mecanismos para asegurar la homogeneidad y consistencia de la información en los diversos canales de atención dirigidos a las y los derechohabientes y acreditados, así como la calidad y disponibilidad de los servicios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Recibir de las distintas áreas del Infonavit, especificaciones de productos y servicios a implantar en los canales de atención dirigidos a las y los derechohabientes y acreditados; desarrollar los procesos de atención requeridos y definir conjuntamente los mecanismos de enlace entre los procesos de atención y los de operación; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">. Solicitar a las distintas áreas del Infonavit la atención ágil y oportuna de los requerimientos relacionados con los trámites y servicios que se brindan en las Delegaciones y Cesi;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Mantener permanentemente actualizado el catálogo institucional de servicios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Desarrollar y mantener actualizado el modelo de atención en los canales de atención dirigidos a las y los derechohabientes y acreditados;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar la Base Única de Contactos de conformidad con la normatividad aplicable;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar la correcta implementación de las iniciativas de orientación que se operen en los canales internos; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Garantizar la emisión oportuna de informes y estadísticas que permitan medir la eficiencia de la operación de los canales de atención dirigidos a las y los derechohabientes y acreditados; y</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Recibir, procesar y analizar los resultados de encuestas, quejas de usuarios, reportes internos, niveles de servicio e indicadores de los canales de atención dirigidos a las y los derechohabientes y acreditados, para proponer correcciones inmediatas y soluciones permanentes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> La Subdirección General de Administración y Recursos Humanos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:28.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Negociar y dar cumplimiento al contrato colectivo de trabajo, así como atender los conflictos laborales que surjan entre el Infonavit y sus trabajadores;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Difundir y promover entre los empleados el cumplimiento del Código de Ética;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer y supervisar el sistema permanente de profesionalización y desarrollo del personal del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar las compensaciones, prestaciones y programas de previsión social para el personal del Infonavit, con base en los lineamientos determinados por el Consejo de Administración, así como controlar las estructuras de organización que soportan la operación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, desarrollar e implantar planes de formación y desarrollo para los empleados del Infonavit, a los que deberán proporcionarles cursos, talleres o conferencias respecto al origen y evolución del Infonavit, así como la participación tripartita de los Sectores en ese proceso;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar las sanciones procedentes, cuando se deban imponer a los trabajadores del Infonavit atendiendo en todo momento a las disposiciones del Reglamento Interior del Trabajo;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer lineamientos en materia de gastos de operación del capital humano, cuidando su optimización;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los pasivos laborales, con criterios que aseguren su viabilidad en el mediano y largo plazo; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Medir el clima laboral, y establecer los planes de acción para promover un entorno organizacional favorable;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Participar en calidad de testigo en los eventos de entrega-recepción de oficinas y transmisión del conocimiento, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fomentar la aplicación de prácticas en materia de igualdad, inclusión, no discriminación y respeto a los derechos humanos, para prevenir el hostigamiento y acoso sexual y laboral; promover la igualdad laboral en el acceso al empleo, el desarrollo profesional, la capacitación y la promoción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Comunicación</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer la imagen institucional de los productos, materiales y eventos del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer las políticas de comunicación institucional, interna y externa, desarrollar campañas de difusión y actuar como enlace con los medios masivos de comunicación; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar los eventos institucionales nacionales e internacionales que sean solicitados por la Dirección General o el personal directivo;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la normatividad en materia de comunicación interna, administrar los canales de comunicación interna y validar la difusión y/o publicación de contenidos que propongan las unidades administrativas en la materia;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V. </span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, supervisar y validar el diseño, control y contenido editorial, así como del desarrollo audiovisual y experiencia del usuario de los canales de atención y comunicación; y hacerlo de conocimiento del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI. </span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, administrar y supervisar el uso de la imagen y marcas del Infonavit, de conformidad con las acciones de protección de la propiedad intelectual e industrial que determine la Secretaría General y Jurídica; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII. </span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y operar en coordinación con la Subdirección General de Tecnologías de Información el portal Institucional;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y operar en coordinación con la Subdirección General de Tecnologías de Información el portal Institucional;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir y ejecutar la estrategia de difusión cultural y académica del Infonavit, </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y coordinar el funcionamiento del Museo Nacional de la Vivienda, el Centro de Información Documental-Biblioteca del Infonavit y coordinar las redes de colaboración cultural y académica con instituciones sociales, públicas, privadas y organismos nacionales e internacionales, y </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar y coordinar a nivel institucional las investigaciones cualitativas y cuantitativas dirigidas a los derechohabientes, los patrones, usuarios y trabajadores del Infonavit, en materia de satisfacción, evaluación, detección de necesidades, opinión y experiencia directa sobre los productos, programas, servicios y aspectos de cultura organizacional del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Tecnologías de Información</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir e implementar la estrategia tecnológica del Infonavit; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Desarrollar y actualizar los sistemas de informática que requiere el Infonavit; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los activos informáticos;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Implementar, monitorear y dar soporte a la infraestructura tecnológica y sistemas informáticos; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Derogada.</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir, diseñar, administrar e implementar la arquitectura tecnológica y la plataforma e infraestructura de comunicaciones y tecnologías de la información del Infonavit, así como dirigir su rediseño técnico y evolución, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la arquitectura de seguridad de la información, así como procedimientos, normas y estándares para la conservación, integridad, confiabilidad, confidencialidad y disponibilidad de los datos que se encuentran en los sistemas del Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Coordinación General de Riesgos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer y difundir la normatividad operativa de administración de riesgos al personal del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer para aprobación del Consejo de Administración, a través del Comité de Riesgos, la normativa, metodologías, modelos, límites, niveles de tolerancia y parámetros para la administración de riesgos del Infonavit para identificar, medir, vigilar, limitar, informar y revelar los distintos tipos de riesgo a que se encuentra expuesto y que requiera para su adecuado funcionamiento, estimar los impactos cuantitativos y cualitativos de las contingencias operativas, así como sus actualizaciones anuales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir la estrategia y coordinar las actividades de la Institución en términos de la identificación, medición y administración del riesgo operativo, legal, tecnológico, de mercado, de crédito, de extensión, de contraparte, de liquidez y no cuantificables, en apego a la normativa aplicable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar que en las áreas del Infonavit se implementen los indicadores de riesgos que fueron identificados y aprobados por la Subdirección General, Coordinación General, Contraloría o Secretaría responsable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Informar periódicamente al Consejo de Administración, a través del Comité de Riesgos, la información mandatada en las disposiciones establecidas por la Comisión Nacional Bancaria y de Valores, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Evaluar los riesgos y emitir opinión sobre los nuevos productos y servicios que son propuestos por las áreas del Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Coordinación General de Inversiones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">(Se deroga)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Antecedentes del Administrador</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT es la entidad que administra la mayor cantidad de Créditos Hipotecarios individuales en México, además de ser la entidad que administra la mayor cantidad de cuentas y recursos relacionados con la actividad de gestión de fondos para el retiro en México (Ver inciso d) de la sección III. “La Operación de Bursatilización” para una descripción más detallada del INFONAVIT).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Estas actividades han sido desarrolladas por el INFONAVIT desde 1972, dentro de un contexto de actuación mixta, es decir, combinando la recaudación de aportaciones patronales como organismo fiscal autónomo, y gestionando los recursos de los trabajadores y administrando los créditos hipotecarios originados, actividades que se asemejan a las inherentes a la de una institución hipotecaria.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">La ejecución de las funciones del INFONAVIT se desarrolla dentro de un contexto geográfico que cubre la totalidad del territorio de la República Mexicana. Adicionalmente el INFONAVIT registra, procesa, administra, cobra y controla créditos </span><span style="font-family:Arial; font-size:8pt">hipotecarios propios y de terceros como es el caso de la administración que realiza de los créditos hipotecarios de las emisiones</span><span style="font-family:Arial; font-size:8pt"> CDVITOT 11U y CDVITOT 11-3U realizadas al amparo del programa autorizado por la CNBV el 19 de julio de 2011, la emisión de CEDEVIS 12U y CEDEVIS 13U realizadas al amparo del programa autorizado por la CNBV el 2 de febrero de 2012, las emisiones de CDVITOT 13U, 13-2U, 14U y 14-2U realizadas al amparo del programa autorizado por la CNBV el 9 de agosto de 2013, y por último las emisiones de CDVITOT 15U y 15-2U realizadas al amparo del programa autorizado por la CNBV el 16 de julio de 2015.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Dichas actividades se han desarrollado derivado de los diferentes</span><span style="font-family:Arial; font-size:8pt"> programas que se han dado a través de los años para atender las necesidades de vivienda de los trabajadores mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En base a lo anterior el INFONAVIT tiene la capacidad, experiencia e infraestructura adecuadas, para proveer el servicio de administración de cartera de los créditos hipotecarios que conforman el patrimonio del Fideicomiso, especialmente por los siguientes atributos:</span>
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<span style="font-family:Arial; font-size:8pt">Experiencia probada en la adecuada administración de grandes volúmenes de Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">Calificado por Moody´s SQ1- (fuerte) como Administrador de Hipotecas.</span>
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<span style="font-family:Arial; font-size:8pt">Capacidad de administrar diferentes modelos de contrato hipotecario (multimoneda y multiproducto).</span>
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<span style="font-family:Arial; font-size:8pt">Cobertura nacional a través de las 32 delegaciones regionales.</span>
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<span style="font-family:Arial; font-size:8pt">Contexto de actuación y atribuciones de carácter fiscal.</span>
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<span style="font-family:Arial; font-size:8pt">Mecánica de cobro a través de las Aportaciones Patronales y el descuento directo en nómina que efectúa el patrón, que entera y paga bimestralmente al INFONAVIT para acreditados en ROA.</span>
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<span style="font-family:Arial; font-size:8pt">Amplia red de captación de pagos para acreditados en REA a través de seis de los principales bancos y sus redes de sucursales, así como a través de distintos establecimientos comerciales. También se reciben pagos provenientes de los Estados Unidos de América, a través del sistema Dolex y a través de la página electrónica de la red mundial (Internet) del INFONAVIT: www.INFONAVIT.org.mx.</span>
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<span style="font-family:Arial; font-size:8pt">Infraestructura para atender cartera con omisiones a través de despachos externos de Cobranza con cobertura a nivel nacional.</span>
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<span style="font-family:Arial; font-size:8pt">La capacidad operativa del INFONAVIT por su volumen de administración de créditos hipotecarios, le permite figurar dentro de las </span><span style="font-family:Arial; font-size:8pt">primeras entidades hipotecarias con mayor número de créditos administrados, si se compara con otras instituciones a nivel internacional. </span><span style="font-family:Arial; font-size:8pt">La calificación de SQ1 menos (SQ1-) otorgada por Moody´s reconoce cinco componentes de la operación de INFONAVIT previamente evaluados por encima del promedio: la calidad del desempeño de INFONAVIT como administrador de los créditos hipotecarios, su capacidad de cobranza, los fuertes resultados en mitigación de pérdidas de crédito, la administración de procesos de recuperación y su estabilidad institucional. Cabe mencionar que dicha calificación es la más elevada en la escala nacional que otorga Moody´s. Durante 2023, Moody´s realizó la revisión correspondiente y el dictamen con la ratificación de la calificación fue otorgado en 2019. Moody's elevó la evaluación de SQ2 a SQ1- (SQ1 menos) de calidad como administrador de hipotecas del INFONAVIT. Dicha evaluación se encuentra en el rango más alto de la escala de evaluación de Moody´s.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Sistemas de administración</span>
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<span style="font-family:Arial; font-size:8pt">El sistema de administración de cartera hipotecaria que utiliza el INFONAVIT es el Advance Loan System Servicer Manager (“ALS/SM”) desarrollado por Fidelity Information Services, basada en Arkansas, Estados Unidos de América. Dicho sistema es una solución probada de alta utilidad y aceptación a nivel internacional para el manejo de créditos hipotecarios. Las principales ventajas de este sistema son: que permite el manejo de información con altos niveles de seguridad, la capacidad de manejar altos volúmenes de crédito y su flexibilidad, lo que ha permitido adaptarlo a las distintas necesidades del INFONAVIT, como Administrador de Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema ALS/SM es utilizado por el INFONAVIT desde mayo del 2003. A partir de marzo 2004 se migraron 1.8 (uno punto ocho) millones de créditos del viejo sistema al ALS/SM, y en marzo de 2007 se actualizó a la versión 205, al mes de diciembre de 2017 se administraban en el ALS/SM alrededor de 6 (seis) millones de créditos hipotecarios, incluyendo los Créditos Hipotecarios, segregados con reserva y los portafolios que respaldan las emisiones de CEDEVIS. El proceso de migración fue diseñado y se implementó bajo el esquema de servicio continuo, de tal forma que en ningún momento se interrumpieron los procesos de la administración y Cobranza de los Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema ALS/SM está desarrollado en plataforma IBM mainframe y sus características principales son: </span>
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<span style="font-family:Arial; font-size:8pt">Mejora los niveles de atención al acreditado contando con conexión automática con los diferentes canales de atención y distribución de información.</span>
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<span style="font-family:Arial; font-size:8pt">Garantiza la seguridad y la integridad de la información relacionada a los cargos y abonos de los acreditados. </span>
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<span style="font-family:Arial; font-size:8pt">Facilita la administración de los créditos ya otorgados, considerando sus características. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con facilidades para generar paramétricamente nuevos tipos de créditos (productos). </span>
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<span style="font-family:Arial; font-size:8pt">Opera eficientemente al menos cinco millones de créditos. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con las interfases automatizadas necesarias para interactuar con otras áreas del Instituto, así como con organismos externos. </span>
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<span style="font-family:Arial; font-size:8pt">Operación multiempresa con cierres independientes, permitiendo administrar cartera de terceros. </span>
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<span style="font-family:Arial; font-size:8pt">Opera transacciones multimoneda. Esta funcionalidad permite el registro de los créditos en la moneda o unidad monetaria en que fue escriturado el crédito, conservando sus características financieras de manera directa, facilitando su administración. </span>
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<span style="font-family:Arial; font-size:8pt">Administración de la seguridad del sistema a través de perfiles, claves de acceso y registros de auditoría. </span>
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<span style="font-family:Arial; font-size:8pt">Permite esquemas de cifras de control, conciliándose la aplicación con ella misma y sus interfases, ejemplo: Créditos al mes anterior + altas – bajas = Créditos actuales. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con las herramientas de conciliación en el Sistema de Administración de Cartera y su interfase al módulo contable. </span>
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<span style="font-family:Arial; font-size:8pt">Procesamiento a través de múltiples terminales.</span>
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<span style="font-family:Arial; font-size:8pt">Funciones que permiten, de origen, administrar carteras bursatilizadas como es el caso de la cartera hipotecaria correspondiente a las emisiones de CEDEVIS.</span>
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<span style="font-family:Arial; font-size:8pt">Capacidad de procesamiento de información en tiempo real.</span>
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<span style="font-family:Arial; font-size:8pt">Control de archivos a través de la generación de aproximadamente 400 tipos de reportes impresos.</span>
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<span style="font-family:Arial; font-size:8pt">Explotación de la información a través de reportes predefinidos y consultas ad hoc.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema de administración de cartera hipotecaria utilizado por el INFONAVIT registra todos los créditos otorgados, en sus diferentes modalidades. Con respecto a cada uno de ellos, registra todas sus características, tales como plazo de amortización, tipo de Tasa de Interés (fija o variable), la Tasa de Interés, moneda (Pesos o VSM) y factor de descuento sobre el salario o monto del pago fijo, etc.</span>
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<span style="font-family:Arial; font-size:8pt">La información se procesa, actualiza y respalda en forma diaria. Los respaldos diarios son de la actividad del día y la base de datos completa actualizada se respalda en forma semanal. El sistema le permite al INFONAVIT llevar a cabo la facturación de la cartera en forma mensual. Los pagos recibidos se aplican en forma diaria.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema identifica los segmentos omisos, y al aplicar los pagos correspondientes a periodos atrasados, ubica el pago en el periodo más antiguo y recalcula saldos e intereses para el crédito. </span>
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<span style="font-family:Arial; font-size:8pt">Los respaldos son almacenados físicamente en dos sitios:</span>
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<span style="font-family:Arial; font-size:8pt">En la bóveda ubicada dentro del centro de cómputo del INFONAVIT; y</span>
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<span style="font-family:Arial; font-size:8pt">En la bóveda ubicada en Toluca, Estado de México, en donde se custodian los respaldos semanales realizados en el centro de cómputo del INFONAVIT. Este servicio está incluido en el contrato celebrado con la empresa SunGard, proveedor actual de contingencia en caso de desastre</span>
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<span style="font-family:Arial; font-size:8pt">En caso de catástrofe, se toman los datos con el último respaldo efectuado y es aplicado en el ambiente de producción una vez restaurada la infraestructura.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobro de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">El flujo de la cobranza de los Créditos Hipotecarios se da a través de la deducción directa sobre la nómina del trabajador empleado, misma que es enterada al INFONAVIT bimestralmente a través del sistema único de autodeterminación (SUA). Los pagos son recibidos por los bancos receptores autorizados, concentrando la recaudación en las cuentas del Instituto en Banco de México. La cobranza realizada a los trabajadores que no se encuentran afiliados al sistema, se lleva a cabo mediante el pago que los trabajadores realizan directamente en la red de bancos y establecimientos comerciales autorizados, éstos transfieren la cobranza a la cuenta que el Instituto mantiene en el Banco de México.</span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Aspectos Operacionales del Cobro</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Régimen Ordinario de Amortización (“ROA”)</span>
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<span style="font-family:Arial; font-size:8pt">Los pagos al INFONAVIT por servicio de los Créditos Hipotecarios de los trabajadores empleados (ROA), se realizan por periodos bimestrales y deben ser pagados por el patrón al INFONAVIT a más tardar el día 17 del mes siguiente al bimestre o el Día Hábil posterior.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Mientras el trabajador acreditado está laborando formalmente en una empresa considerada en el apartado A del artículo 123 Constitucional, el patrón deberá realizar el pago al INFONAVIT por concepto de Aportación Patronal y Descuento de Nómina para la amortización del crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El proceso de cobranza para los acreditados con relación laboral comienza con la emisión de la cédula de autodeterminación por parte del IMSS.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En dicha cédula de autodeterminación se incluyen las cuotas del IMSS así como las cantidades que por concepto de Descuentos en Nómina y/o Aportaciones Patronales deban pagarse al INFONAVIT. Dado que los datos de la cédula de autodeterminación son calculados con base en información de la base de datos del IMSS, la empresa obligada revisa los datos contenidos en el documento, donde aplica las correcciones correspondientes con base en los días trabajados y/o incapacidades que se dieron en el periodo a enterar.</span>
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<span style="font-family:Arial; font-size:8pt">Posteriormente la responsabilidad recae en la empresa, quien es obligada solidaria del trabajador, y tiene la obligación de enterar el pago a través del sistema bancario. Este proceso se realiza de forma electrónica a través del SUA (Sistema Único de Autodeterminación). El uso del SUA como medio de pago es obligatorio, sólo las Empresas Empleadoras con </span><span style="font-family:Arial; font-size:8pt">menos de 5 trabajadores, pueden optar por el uso de la cédula de determinación como medio de pago ante las entidades bancarias.</span>
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<span style="font-family:Arial; font-size:8pt">Una vez recibido el pago por la institución bancaria, dicha institución envía: (i) los fondos a las cuentas de INFONAVIT en Banco de México y (ii) la información individualizada de los pagos recibidos a Procesar, S.A. de C.V. para su concentración y envío al INFONAVIT conforme al calendario pactado.</span>
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<span style="font-family:Arial; font-size:8pt">Una vez recibidos los pagos y la información por el INFONAVIT, éstos son verificados internamente y conciliados con Banco de México y Procesar, S.A. de C.V.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Acto seguido, se lleva a cabo la aplicación de la Aportación Patronal, la cual se transfiere a la subcuenta de vivienda del trabajador, o en caso de existir un crédito hipotecario a la amortización de dicho crédito junto con el Descuento de Nómina.</span>
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<span style="font-family:Arial; font-size:8pt">Los pagos no efectuados por las Empresas Empleadoras de las Aportaciones Patronales y Descuentos de Nómina, respecto a trabajadores formalmente empleados son detectados a través de los procesos de conciliación bimestral y registrados como una cuenta por cobrar del INFONAVIT a la Empresa Empleadora. El INFONAVIT notifica y le requiere el pago para aclararlo o realizarlo dentro de los 45 (cuarenta y cinco) días siguientes. Si en dicho plazo la Empresa Empleadora no realiza la aclaración o el pago correspondiente, entonces se procede a contabilizar como crédito fiscal y se inicia el proceso administrativo de ejecución contra la Empresa Empleadora, mediante el cual se garantiza el adeudo con bienes o interviniendo cuentas de cheques de dicha empresa. Aún y cuando el Deudor Hipotecario no necesariamente ha incumplido en su pago, el crédito se clasifica como ROA vencido bajo estas circunstancias.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Régimen Especial de Amortización (“REA”)</span>
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<span style="font-family:Arial; font-size:8pt">Se clasifica en este régimen a los acreditados que han perdido su relación laboral de acuerdo a lo reportado por el IMSS. Dado que no existe Empresa Empleadora que realice el Descuento en Nómina, el acreditado debe efectuar el pago de la amortización de su crédito. En este caso, se le entrega un estado de cuenta por correo en su domicilio que funcionará como medio de pago, y dicho pago podrá ser realizado en cualquiera de los bancos y establecimientos comerciales autorizados por el INFONAVIT para tal fin. En este caso, el Deudor Hipotecario debe pagar un factor mayor al que se paga mientras tiene relación laboral, para cubrir la porción de la Aportación Patronal que previamente realizaba la Empresa Empleadora.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">COBRANZA</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Cobranza Social </span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Social es un derecho que le otorga la Ley del Infonavit a sus acreditados para apoyarles en momentos de dificultad. Es un modelo orientado a preservar el patrimonio de las y los trabajadores a través de soluciones accesibles y financieramente viables para el Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt">En primer lugar, se destaca la administración integral de los Créditos Infonavit y la cartera hipotecaria, priorizando la viabilidad del pago de los acreditados a través de soluciones clasificadas. Además, se enfatiza en un enfoque de servicio y plena información para los trabajadores acreditados, basado en el respeto a los derechos humanos, la seguridad jurídica y la protección de datos personales. </span>
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<span style="font-family:Arial; font-size:8pt">La mediación se establece como un mecanismo clave para facilitar acuerdos de regularización crediticia. Se promueven alianzas estratégicas con entidades especializadas en cobranza y mediación, así como el reconocimiento de la diversidad de formas de obtener ingresos. Finalmente, se subraya la importancia de medir la eficacia de la aplicación de la Cobranza Social, evaluando el desempeño de los agentes internos y externos con un enfoque basado en evidencia.</span>
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<span style="font-family:Arial; font-size:8pt">Uno de los cambios principales que se implementaron durante 2023 y se continuará aplicando hacia los siguientes años es la Cobranza Dual, la cual consiste en aplicar estrategias y programas a créditos de manera continua, sujeto a las reglas de cada una de las soluciones aprobadas, a todos aquellos créditos que aún no se encuentran bajo proceso judicial y que podrían ser atendidos. Esta estrategia permitirá consolidar un modelo de soluciones para todos los créditos, de manera independiente a su estatus contable, situación laboral, omisiones en el pago, la etapa de recuperación en la que se encuentra, entre otros.</span>
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<span style="font-family:Arial; font-size:8pt">El esquema de Cobranza Social propuesto en la Política de Cobranza Social engloba los siguientes procesos:</span>
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<span style="font-family:Arial; font-size:8pt">Acciones previas a la Cobranza:</span><span style="font-family:Arial; font-size:8pt"> Es la etapa de seguimiento y análisis de las y los acreditados. Durante esta etapa, a través de herramientas construidas con otras áreas de la administración del Infonavit, se debe dar seguimiento a la totalidad de las cuentas, en especial aquellas que tengan un perfil de riesgo específico, para anticipar los problemas que se presenten por cambios exógenos al Instituto, como son: las condiciones económicas adversas, dinámica del mercado laboral, revolución tecnológica, desastres naturales, entre otros.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Preventiva:</span><span style="font-family:Arial; font-size:8pt"> Es la etapa que corresponde a la reciente pérdida de la relación laboral, que incluye el uso de las prórrogas por pérdida de relación laboral, cuando se registre la primera mensualidad no pagada, mensualidades incompletas, créditos vigentes con cierto perfil de riesgo, entre otras estrategias que se desarrollen para atender el portafolio. Se incentiva el uso de programas, seguros y soluciones que pagan los </span><span style="font-family:Arial; font-size:8pt">acreditados con su crédito, como es el Fondo de Protección de Pagos. El objetivo es promover la recuperación de pagos completos y atender preventivamente el potencial deterioro de las cuentas.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Administrativa:</span><span style="font-family:Arial; font-size:8pt"> Esta etapa comprende las acciones que permitan, mediante esfuerzos de cobranza temprana, ofrecer apoyos a las y los acreditados con problemas de pago. En esta etapa las cuentas tienen exhibiciones atrasadas (no cubiertas), y se impulsa recuperar el hábito de pago, ofreciendo soluciones con la información suficiente que mitigue el deterioro de la cuenta. Primordialmente, esta etapa se enfoca en cartera sin deterioro. Los productos que se ofrezcan en esta etapa deberán privilegiar, entre otros, los siguientes aspectos: regularización de pagos, reducción en las exhibiciones atrasadas y, de requerirse, reducción temporal en el pago que se haga con el consecuente regreso al nivel original de pago en un lapso razonable. El objetivo siempre será obtener el pago completo por parte de las y los acreditados.</span>
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<span style="font-family:Arial; font-size:8pt">Recuperación de Cartera deteriorada: </span><span style="font-family:Arial; font-size:8pt">En esta etapa se incluyen a las y los acreditados que presentan dificultades en el pago y presentan cuatro o más mensualidades atrasadas y que no se encuentren dentro de un proceso judicial. Se buscará ofrecer facilidades para regresar el estatus de estos créditos a una situación de cartera vigente (etapa 1) a través de pagos completos para que se reduzca el deterioro de la cuenta.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Dual:</span><span style="font-family:Arial; font-size:8pt"> En esta etapa se incluyen a las y los acreditados que presenten nueve o más mensualidades atrasadas y las acciones se coordinan con el área de Recuperación Especializada (RE).Las y los trabajadores que pierdan una relación laboral podrán solicitar una prórroga en términos del artículo 41 de la Ley del Infonavit, dicha solicitud puede ser a través de los medios que el Infonavit ponga al alcance de las y los acreditados o mediante la aplicación del mecanismo contractual establecido directamente en los contratos de originación. El Instituto tendrá disponibles y ofrecerá a las y los acreditados que utilicen las prórrogas, esquemas y soluciones que les permitan reanudar con los pagos de su crédito lo más pronto posible; lo anterior, en beneficio tanto de la o el acreditado como del Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Soluciones de Cobranza Social</span>
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<span style="font-family:Arial; font-size:8pt">A partir de la reforma a la Ley del INFONAVIT del 15 de enero de 2014, mediante la cual se incorpora el artículo 71 a la Ley del INFONAVIT, el INFONAVIT buscó evolucionar el esquema de garantía INFONAVIT al esquema de cobranza social, con el fin de atender los requerimientos de los acreditados durante toda la vida de su crédito y buscar</span><span style="font-family:Arial; font-size:8pt"> en todo momento que conserve su patrimonio.</span>
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<span style="font-family:Arial; font-size:8pt">Las soluciones de Cobranza Social se fundamentan en varios pilares fundamentales: Soluciones de Ley Infonavit, Soluciones de apoyo a acreditados, Esquemas de recompensas, y Conversión de VSM a Pesos. </span><span style="font-family:Arial; font-size:8pt">Por lo que ofrece las siguientes soluciones financieras a los acreditados acordes a sus necesidades:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Soluciones por Ley INFONAVIT</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Auto seguro por incapacidad: </span><span style="font-family:Arial; font-size:8pt">Seguro por incapacidad total permanente: Si el acreditado llegara a tener una incapacidad total permanente que le impida desempeñar cualquier trabajo, puede solicitar la condonación de su deuda.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Seguro por incapacidad parcial permanente:</span><span style="font-family:Arial; font-size:8pt"> Si el acreditado tiene una incapacidad parcial permanente del 50% o más, el Infonavit te apoya con una prórroga hasta por 2 años, periodo en el que no tendrás que pagar ni se generarán intereses.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Auto seguro por defunción:</span><span style="font-family:Arial; font-size:8pt"> En caso de fallecimiento, el Infonavit provee un seguro para que los beneficiarios del acreditado soliciten la liberación del adeudo.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Seguro de Daños: </span><span style="font-family:Arial; font-size:8pt">El seguro de daños es un beneficio que ayuda a reparar tu vivienda (casa o departamento comprado con un crédito Infonavit) si sufre alguna afectación generada por una situación súbita e imprevista como:</span>
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<span style="font-family:Arial; font-size:8pt">Desastre natural: desplazamiento de terreno, deslave, incendio, inundación, granizada, nevada, huracán, ciclón, terremoto, tornados o erupción volcánica.</span>
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<span style="font-family:Arial; font-size:8pt">Accidente: incendio doméstico, caída de árbol, caída de objetos desde un avión o explosión.</span>
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<span style="font-family:Arial; font-size:8pt">Otro tipo de imprevistos incluidos en la póliza del seguro de daños Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt">En caso de que no se encuentre el acreditado al día en los pagos, primero se debe poner el crédito hipotecario al corriente, o bien si las características del crédito lo permiten, firmar un convenio de regularización de pagos en el área de Cartera de las oficinas del Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Prórrogas por pérdida laboral:</span><span style="font-family:Arial; font-size:8pt"> De acuerdo con el Art. 41, de la Ley del Infonavit cuando un trabajador pierde su empleo, éste tiene derecho a disponer de una prórroga para el pago de su crédito. </span><span style="font-family:Arial; font-size:8pt">Para créditos otorgados hasta el 31 de julio de 1997, no genera interés, cuenta hasta con 12 meses consecutivos de prórroga en toda la vida del crédito. Para créditos otorgados entre el 1 de agosto de 1997 y diciembre de 2007, genera intereses, capitalizándose mensualmente, se puede ejercer hasta 24 meses de prórroga, en periodos no mayores de 12 meses consecutivos, la cantidad correspondiente al interés incrementa el saldo de la deuda por los meses que dure la prórroga. La prórroga puede formar parte del programa FLEXIPAGO.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Soluciones de apoyo a los acreditados</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Apoyo para pensionados y jubilados:</span><span style="font-family:Arial; font-size:8pt"> La nueva versión del Programa de Apoyo a Jubilados permite a las personas jubiladas solicitar un ajuste en el monto de amortización de acuerdo con su pensión. Antes solo contemplaba a los créditos originados en VSM; sin embargo, a partir de noviembre de 2023 también incluye a los créditos en pesos y se amplió el número de ocasiones para la reinscripción al programa hasta por 3 veces durante la vida del crédito. La aplicación del producto contempla un cambio en su factor de pago, el cual se ajusta a 25% de la pensión mensual dictaminada de la persona acreditada, la puesta en producción hacia las personas acreditadas se dio el 7 de noviembre de 2023. </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Apoyo por paro técnico y huelga:</span><span style="font-family:Arial; font-size:8pt"> Paro técnico: Si la empresa donde labora el acreditado se encuentra en paro técnico y el crédito está al corriente y sin reestructura vigente, se cuenta con un apoyo hasta por 12 meses para reducir los pagos en un 25%. Para obtener este apoyo, la empresa donde trabaja el acreditado debe tener la solicitud o autorización al convenio de modificación temporal de condiciones de trabajo, presentado o autorizado por la Junta de Conciliación y Arbitraje, y llevarlo al Infonavit junto con el listado de los trabajadores que tienen y quieren recibir este beneficio.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Huelga:</span><span style="font-family:Arial; font-size:8pt"> En cuanto al apoyo para trabajadores en huelga, aplica para créditos que se encuentren con relación laboral (ROA) y que la empresa donde labore se encuentre en huelga, para lo que deberá existir el documento oficial de la Junta de Conciliación Arbitraje que avale la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">existencia legal de huelga.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Estudio socioeconómico:</span><span style="font-family:Arial; font-size:8pt"> Si los ingresos del acreditado se han visto afectados a causa de una enfermedad crónica-degenerativa, ya sea del acreditado, cónyuge o hijos, o en caso de edad avanzada sin ingresos fijos o situación de abandono, este apoyo se puede aplicar.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Solución a tu medida (STM):</span><span style="font-family:Arial; font-size:8pt"> Para ponerse al corriente con los pagos del crédito, se puede solicitar una reestructura, en la que se fijará la cantidad que se paga durante 12 meses, considerando el adeudo y la capacidad de pago.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Dictamen de capacidad de pago (DCP): </span><span style="font-family:Arial; font-size:8pt">Es una reducción temporal en el pago mensual del crédito, este se determina con base en el ingreso y gasto del acreditado. Un asesor certificado de cobranza visitará al acreditado para realizar una encuesta con la que determinará la capacidad de pago y confirmar si es candidato para recibir este apoyo.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Borrón y cuenta nueva (BCN):</span><span style="font-family:Arial; font-size:8pt"> Ofrece una alternativa de regularización que abarque todos los créditos con omisiones en ROA y REA y que no requieren disminución de factor de pago. La reestructura se formalizará mediante tres esquemas distintos: Convenio Privado, Aplicación Automática y Convenio Judicial. En Infonavit apoya sumando las mensualidades que se pagaron al saldo del crédito, para que se mantenga al corriente en los pagos. Este apoyo aplica de forma automática si:</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">El acreditado tiene empleo y ha hecho al menos el pago de dos bimestres.</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">No tiene empleo, pero ha realizado por su cuenta al menos 3 pagos continuos efectivos.</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">No tiene una reestructura vigente a su crédito. </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Borrón y Cuenta Nueva Convenio Privado:</span><span style="font-family:Arial; font-size:8pt"> La nueva versión de Borrón y Cuenta Nueva entró en operación en septiembre de 2023. Además de la inclusión de créditos en pesos, se tienen las siguientes mejoras:</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Posibilidad de otorgar un beneficio económico</span><a href="#_ftn1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> a las personas acreditadas que cumplan con el pago sostenido una vez reestructurado su crédito, con la finalidad de hacerlos volver a la senda del buen pago.</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Se elimina el requisito de pagos </span><span style="font-family:Arial; font-size:8pt; font-style:italic">a priori</span><span style="font-family:Arial; font-size:8pt"> para acceder a esta reestructura, incentivando la regularización de manera inmediata.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Fondo de protección de pagos (FPP):</span><span style="font-family:Arial; font-size:8pt"> Todos los créditos otorgados a partir de 2009 cuentan con el respaldo del de este producto, el cual apoya con la mensualidad en caso de desempleo. Quedarse sin empleo es uno de los temas que más puede comprometer el pago de las mensualidades del crédito, por eso en Infonavit contamos con el Fondo de Protección de Pagos, el cual se nutre con las aportaciones de todos los créditos que se otorgaron a partir de 2009. Para crearlo se aporta el 2% del pago mensual del crédito y el de todas las personas que tengan su financiamiento a partir de ese año. Ese monto sirve para cubrir los pagos de quienes no puedan cumplir con sus mensualidades en determinado momento. Este beneficio ayuda a mantener el crédito al corriente al menos por seis meses y se puede solicitar cada cinco años, si es necesario. </span><span style="font-family:Arial; font-size:8pt">El FPP forma parte del programa FLEXIPAGO. </span><span style="font-family:Arial; font-size:8pt">Los requisitos para ser candidato a este apoyo son:</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Que el crédito haya sido otorgado después de 2009.</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Haber tenido una relación laboral de al menos 6 meses.</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Tener un mes de desempleo, siempre y cuando no haya sido por pensión, incapacidad o invalidez.</span>
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<p style="margin:0pt 0pt 0pt 71.7pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">No haber recibido este apoyo en los cinco años previos.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Flexipago:</span><span style="font-family:Arial; font-size:8pt"> La estrategia de Flexipago Infonavit por desempleo consiste en que mes a mes, el acreditado puede pasar de realizar el pago completo, utilizar el Fondo de Protección de Pagos o hacer uso de la prórroga, siempre y cuando se cuente con meses disponibles.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Mediación:</span><span style="font-family:Arial; font-size:8pt"> Adicionalmente a estas soluciones existe el servicio de Mediación en donde se solicita el apoyo de un mediador neutral e imparcial para encontrar la mejor solución para el pago del crédito e impedir que se inicien procesos judiciales. La mediación se lleva a cabo a través de una sesión en la que un profesional independiente facilita la comunicación entre el acreditado y el Infonavit para ayudarle a encontrar la mejor solución al pago del crédito mediante un convenio.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Esquemas de recompensas</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Descuento por liquidación anticipada</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:super">:</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:super"> </span><span style="font-family:Arial; font-size:8pt">El objetivo del programa es otorgar un incentivo del 50% como descuento al pago del saldo, a los acreditados que liquiden de manera anticipada el saldo total de su crédito Infonavit. Este porcentaje de descuento puede cambiar cada año. </span><span style="font-family:Arial; font-size:8pt">Los descuentos para otorgar por el Instituto son con base en las condiciones y presupuesto anual autorizado por el H. Consejo de Administración del Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Conversión de VSM a Pesos</span>
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<span style="font-family:Arial; font-size:8pt">Responsabilidad Compartida: Si el Crédito Infonavit está denominado en Veces Salario Mínimo (VSM), y con el fin de evitar que la mensualidad suba, se puede realizar la conversión del financiamiento a pesos a través de la Ventanilla Universal de Responsabilidad Compartida en Mi Cuenta Infonavit. Todos los créditos denominados en VSM registran un ajuste anual ligado al aumento del salario mínimo o a la Unidad Mixta Infonavit (UMI), la cual se calcula año con año con base en el incremento de la Unidad de Medida y Actualización (UMA). Si el crédito se originó antes de 2016, lo más probable es que el financiamiento esté denominado en VSM, por lo tanto, se puede hacer la conversión a pesos a través de la nueva Ventanilla Universal de Responsabilidad Compartida de forma fácil y sencilla. Conforme al Contrato Prestaciones de Servicios de Administración y Cobranza celebrado entre el Infonavit y el fideicomiso emisor, los créditos cedidos al fideicomiso no son elegibles a este programa.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza y Gestión Móvil</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Modelo operativo de la asignación de cuentas del portafolio hipotecario para la cobranza social</span><span style="font-family:Arial; font-size:8pt; font-style:italic">.</span>
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<span style="font-family:Arial; font-size:8pt">El objetivo es establecer un proceso transparente de evaluación y asignación de cartera a cobrar, que mida los resultados de recuperación de las agencias de cobranza extrajudicial; como se muestra en el siguiente modelo.</span>
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<p style="margin:0pt; text-align:center">
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" 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<span style="font-family:Arial; font-size:8pt">Como parte de la mejora en el proceso de asignación, se cuenta con reportes en Power BI con la finalidad de que los usuarios puedan visualizar y seleccionar diferentes indicadores y reportes.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Mejoras a la ruta</span>
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<span style="font-family:Arial; font-size:8pt">La gestión a través de los dispositivos móviles ha permitido contar con medidores sobre las gestiones realizadas por los despachos de cobranza, de modo que puede medirse la eficiencia en la recuperación y cobranza de la cartera asignada a cada uno de los despachos, así como validar la veracidad de dicha gestión mediante la geolocalización, lo que permite verificar que el domicilio de la garantía coincida con la ubicación donde se realizó la visita domiciliara por parte de los gestores.</span>
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<span style="font-family:Arial; font-size:8pt">En lo referente a la plataforma de Gestión Móvil el Instituto implementó mejoras en el proceso de asignación, definiendo reglas automáticas sobre la validación del estatus del crédito en los últimos cuatro meses, identificación del dictamen dominante, pagos recibidos y despachos asignados de manera individual y masiva. Esto permite controlar las acciones y soluciones que ofrece un asesor de acuerdo con el historial del crédito.</span>
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<span style="font-family:Arial; font-size:8pt">Estas reglas se ejecutan desde el proceso la carga de créditos a la plataforma:</span>
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+Q+JiVyjglmFkxsZAY7z5IX4mZCHs9QT9StrUvqmrxQNq6TX+rGXmdWOs/7Ky6BnvF/P9QndcdwAOWg7gH5Jx9MYqSuSYe8sBrBxkP98QzARW3TEQiAbidC+gKBRo5JP2W55+Xkle6YM0hdhwRN+iM7v6R+ZZ3+4nSkr0PKquC4lGWeCk40mUJ31AxJn9nsLIP64IMPDMEwe5tJSCxXglxZ4saac5YEsRTIHxAFZAdpYFFDGCx5YiY6s+e5ZpcS8cuMbLtenFnaWJxY6ixPYrY0VjWkjxLC89zPpiTEx0xvlAlgSR+QB9KGoIiTZ5jZjoLBhjh2zTbEzUxoCJM1/ywRYzYzhI+lThmYfc2yKWbeEyfKBLPNSZtVBMyUZuWCnVkPSJ/Z4szktmBJFbPXyQ91ydI80mPlAev4WRbIMkMUHWa4kzb1DFHzLriXeqRMzOwmH3g3AM+QX2Z98wx5tc+wvIsZ8sRJGk8++aRRlqgP8kk9sHKAuKhDykM98z7IG7PySYvzKAPEQzooPwIB0O1ISF8g0MgR6auwEldqwp+XntAJW8eXUUXvvlvdc+fdavmwkmddN2Gle3nK6tJ/caLLELqjZkj6LEuyliDECAGwJIj/EB9Lg1gOhKULqfiD5WPskMbSInY1Y+mSXW9/7733mvP+m4dwP9YxFifkBWlB+Ex8Ik3SZnkVygOkBbCM07uf/UkfKxRiJV7InDQfeOABkxYkx/X0pA9BQoI8x1IylnVZQPos5yJf3EM6rGmHuMkn1/EuAK5D8AR/a5h6wqMBITPcQdkgU8idnfDII7/UO0oEG+awKQsKy3PPPWeuUxYsdpQkhjFYVgZQUvyfYT8B+8wzzzxjFDMseMDSskCkz94BvFvqBE8M91E3dliFsqLYsCSMnQt5fwIB0O1ISF8g0MgR6aescVdPWRmcEojQsfQHtCquen31vIpbdLalb8LKYJW0ytXQiS5D6I6aIemzXps195AKhIB1jsWLhQwp8h/3MhYkxIpr3s44xkXMPZAmG/WgHED6uLVZaw15QzC4uyEZ3OcQJERkSR9lgDSwlkkbSx9iZk061iYETfyswyc9AEFBeFjCrEVnTTPkzdpxrGW7ZhyS4xmsdfIGgRI36fiTIKQHUVIGSJ177TNY5MSPxYvbm3TsR4hID4WAfFA/FpA+hA7pE58lfTZsIW/Ei0cFhQYPAXGynhoL3G60Q73hraBu8Ihg3VN/uOztM6y5Jh77TJ8+fUydoTxR9xA2SgseB9JEMaC85ANPDvWKQsV/lDvKSjyUHa8P8yuoE/YSIB5b/4JLF0L6AkEqsk36fDI3eU3w2JRVwYkZhtVOCHTNhjWeWXgMnGgDIjPSh8DZiAayZrzb7urF3vYHDx40JAmhsUUqxAHZMvZrwWYnbDyDx4CxcJ6FICB1dpXDNQxZsBEOv5AKigP3QEB2ZzWeY7wZBYNxdYgUyxgywoqG+KyygSsaooLcICbIkAA5Q+DECylDWJA/RAg5kwcUELtdKteJmzggZRQLyA6lBMLF28CQAxY+ShFj5ljAeCp4DpIkHwTSJk7AXAbqi3iID68D+SceFCziZciC8kC6HJMex5A9HhPSsRv/kDfuB9wDyfMM+eCYPPIMCgH1QH3yDOv6eSfsMIcHhXfBXAPeDRsJUSd4ItgVjryhcOE5sPGioNl0uIdyCC5tCOkLBKnImXt/ueufKUtcxXMT1JIKpJUpdEfNs+/pQ/iQcyBATFiTEF5WgbVtx+oFuQfKAx4NPAcoYyg9AkFeQUhfIEhFjkg/v6AF/winz55XYAliWWYHdla7IO/ANrp4S8QdL8hr6L76hyNWBIJLGgWa9HVHfdvpswKBQJBjaFnypSNWBIJLGgWa9HVfvUx31lE6iK9XIBDkCMnJyfO0DLnOESsCwSWNAk36QHfWv+jQWIedOkRJkCBBQhbDXs35HfXvzY44EQgueRR40hcIBAKBQJA3ENIXCAQCgeASgZC+QCAQCASXCIT0BQKBQCC4RCCkLxAIBALBJQIhfYFAIBAILhEI6QsEAoFAcImgUJB+SkrKM8nJyX3170wdFkqQIEFCLsIMHfoqpYo5IkYguGRQ4Ek/KSnpS91B483WWgKBQJBH0HIlTgfZnldwSeGCkX7t12u+1sD98SeVH6p8tXPqLOgO+YwO8l1UgUBwXqDlS6wOzzsiJ+fQkTycnJw8Mbdhw4YNE+Pj4wNeyyzo9P/hZEUgyAwXjPQHtOi9aNHEBYnuR8o95pw6C7ot93P6pkAgEJwXaL7s64icnENH8rIORJarkJiYGPB8FsLtTlYEhRT6HVbQoWagkJSSdEYIdE+6UN6JNj0uCOlXL1bxgYGt+xzbvGJjYlDRMo87p8+Czvdsp18KBALBeYGWM5MckZNz6EjyhPRzEYT0Czm0ldtBB59/OJl8yncw6bBvZ8JO37b4Lb4tOvD/YNJB34nkE76k5KQz7o9PjtchwafbQzsn2vTId9Kv+GCFu7o17bZk1A8j1JbVm85F+gucfhkQtPWpU6ca5Rhs3LhRhYeHm/+BoOsk7d7zifnz55u8ZQexsbFqxYoVztGfiI8vXNMZdu7cqfbt2+cc5R68s1mzZqmjR4+a95tVrF271nybPy9w+PBhtWXLFufo/CIpKcmEjLB161Z14MAB5+hskE/yey4kJCSYOsoK4uLi1NKlS02bnjhxopo+fXq23kVWcfz4cZNOfkOXK39In8ZMZVL5ga7bQAPgXv7za/+fIwjpF3Lo95xG+pD5yeSTvi0JW3xTTk31DYkZ4ut3op8JP8f87Jt4aqJvfcL6NOKPS47zHU464tuWsN23N2GvLyYl5nyS/mUlSpS48oMXa4TWf/3D5qmhrvlt8OqHTd59NvSOEkVKXBl8f6nbPg36uPbP3w3ZtXPvUTX+53Fqy6rckT5C6/nnn1dr1qwxx/369QtInBbjx49XM2bMcI7OD+h/9erVM/00Ozh16lRaOfzx+eefGzlRWPD7778bUsgroPS8++67KiIiwhBeVvH999+rBQsybT5ZxsKFC9XgwYOdo/OLYcOGqT/++MM5Ohu//vqrmj07YwfY9u3bjYJ0Lmzbts28q6zg9OnTatWqVWrXrl3qrbfeMvnLzrvIKlBYmjdv7hzlH3SfzR/S3717t6pfv7767bffbMJnBUBF2JdI44uMjAx4b7ogpF/IYUkfa31f0j7fkrglvgknJ6QRfs8TPU3oc6KPb3DMYN/sU7O19b/Ntythl29x/GLf4FNDfD1jevrGnRrn25u8+3yQ/mWflK9bpUfTHnO7ft51accP28UN6fiT+sUv/Nx+oGpdveWOHzsOXjH65wlHly3ZkLzzYIQ6djox16RPO2/RooWaMmWKat26tTkH6S9fvlwNGDBAaUVEffLJJ4ZMv/rqK/XGG2+oZ555Rr322mumH5UvX16VKlXKWCw//vijevnll1XdunXN/YD4f/jhB/XKK6+oTz/91CjnxIfQI2CVAJTyrl27muebNWtmPAmW9ImjSZMmJm3yValSJVWmTBnjCTh58qSqXr26yc+bb76pduzYoXr27GkIk3PcixJQtGhR1bZtW9WwYUNVsWJFo9Rw7fXXXzdKjMWXX36pPvzwQ1Ou9evXqzlz5qiyZcuq0qVLm7ibNm1qnkPpcblc5nl/qyoqKkpVqVLF3EM8CHXqhTK0atVKnThxwuT31VdfVSNHjjTnAYqX2+1WFSpUUOvWrTuL9G0d9ujRwxC41+s1dfXZZ5+Z40GDBpm8UAfIuZYtW6rKlSurRYsWmXojP+XKlTNxDx8+3NRx1apVTZrcT7y869q1a5s8duzY0cQXFBRkSH/06NHmPYeGhhrS+u6770z85Jv3MHbsWBUdHa2++eYbJ8fKeCrID3UXFhZ2FunTvqiH9957z8hj5Dhl5P1RJtrbSy+9pLp3727aA++O6ygiXKfdUgeNGzc2hPr++++bMvGfd0bee/XqZfKJZU1euJ+yQPoffPCBiY884dl65513THojRoww9b9y5Ur1888/mzzSpmNiYtQXX3xh0vB4PEaBotzjxo0zeaZtQ7YbNmww9UR90zbmzp1r2kSnTp1MvRHHPffco4YOHWreBfVLGo0aNTL1h8JC29u0aZMaMmSIWrJkiWmPpImSwTMocLyvZcuWObWpTB0TD/mj7lBcaOvUBe3gfEO35fNP+ggECjNv3jzTUCdPnqx++eUX8wKnTZtmBNHevXuNy2/16tVqz549qk+fPurrr79WmzdvNg2CjoVCMGbMGNNY0qUhpF/IYUn/SNJh36RTk3w9TvQwZD/x5ETfolOLfCvjVvpWxa/yLYpb5Jt+arpvyskpvqknpxrL/4sTX/jKR5X3lY0s6/Oe8PqWJy7Pc9Kv8rDnv10adj0ybcI8tX7DLvXDVz3U2L6jdBiZFkb/MEKNGjhW7ToYqfYcjlKHT8SpyNNJKiohOdekj7BFoCBoEBiQFqRPn0JAIhwh6UmTJhmy4jpkRf9CmCGkIGCeQRC1a9dODRw40JCxjZ94EXCQ4MyZM41Qoo9CgtYqR3mHHBBoNWrUMP3an/SrVatmSAWyQ9hDcsSDUOQZ+v/bb79t+nWbNm3MfQ0aNDD9/ciRIyYuFBGe4V7yuXjxYiPIKRckAkgbeUC+EOCQOwSIAkFdQFAoKigfHTp0UMHBwerbb781zwKIDBKAECAdhDfKDGUgD8gn6oH6DgkJMbKJax9//LHq3Lmzef6jjz5So0aNSiN9PBQQGvmHZAkIdZ6DEJF7lIvr5Jdz3E/dQ5C49Q8ePGgInnz379/fEB6kzL2QBfVEnTz22GNG0UFBo04gIo4pN/UGAaE8oWxAKuDYsWOGyJChtBML6gflAlJFwYPcLOmTd5Qh7nnyyScNOdLeUD4gZRQElBUImGch0hdffNHkl7qBkFFsiKdLly7GaofUkeHgp59+MnHwDnmXlJV2gVLD+6bdUA/UP2VjOIVyQe6kR/ui3lAKeGeUl3xRrwx3QN6Uh/qlT9DWIGnaCnVBXOSB9sT7QWmjTZAfiBsFgHdBvdesWdO8K5Qn0unbt68pH/lGmeDd9u7d2/AVcZNvlBL6KG0LoBRRLtom7YZ6J9APyAfXqKvzCR1//lj6VCQWCto6FcDLmDBhgqkYBAkNGm2bxkOnRTND2PCf+6hMhBQvBmsjXfxC+oUc2sLvEJF01Fj4/WP6+zod7+QbcXKEcfGfTI4xbnzCqeRTvr1J+4ylj2LwVuRbvkciHvHdEXGHr0RkCV+nmE6+9cnr8570Hwi5r9Mn30aP+nGc2nvgqOr7dW81vv9oHX5PC+M08U8cNkUdi082ZG9DXpA+AhQLq1u3bsaSQhBD4Ah6hCwCFZLlGNKij0D69BcIgf8IYvobViSkhbDGsgKQOxYJ8SDwEMQ2HivcAAQC6SNEITQscX/St88QB5Yd8SHQ6Lv0YwgPAWtJn/hQNGrVqmXKxvMoIjYe7kGoQqjcY13/kKEde8aq535kC8Kc+OzzEA4EhkCFrC2wDJkfAUFiZWF4YGSQNsKb+iENysmQgyV9FAHqGflFoF4t6VM2rpMuMg0XMaTCc8RH/iAjSJr6pW5Q1CACyo4bGVIhP5b0IXUIknRQUvAE8CyKGzLTelvIE8fUrVU6qHfeEXFaUD8QC0qUBXKZNkV+qANIzZI+5YakIU5Ij3cBiVH2F154Qfl8PtOOyD/eF94nzyPjscZROlE4qQOIk7pCceIY8F6Ij3qC8CFx3hNKJ+8b0sc7TB1wTDtCAUGRRcHkfu5FESFPvG/SsPWK0oaCZd89PEJ/QDmhzLQdnmvfvr1RhOCdQKRPH6BNodDSF3iW8lDnpE95eSeUA+WSdOijKKy0LeoHkCfaFe+I9837Q0HAQ0b98zx96XxC133+jenv37/fVCYF5cXR6dCwuUbnpYFQwVgETN6go9D46NxopwgNGnCA+IX0Czmik6M6LI9f5hseM9xY71NOTfFtjt9sxvZ1+zgjnEg64ZseN9336fFPfQ9EPOD7Z8Q/fc9GPutrGdPStyB+oS8yJfI8kH75+4Z3Gxa9fNkGtfdgeAakP0pNGjpFRcb/Sfh5Qfq0caxKO2kPwYMARugggBCqCD3cinjJsEIgHgROyZIlDXEVL17ckDVCDPJHUcC1accq6YMIHAQ157E4bTz0QzxwwLpGeR5LizxxH8+TT/sMigUWNJY31hNWJhYz+cSjQH9HBmCVoWzg2oQsEM4QD2RHPKSLh4J7EPgWEBdClmuQK89BQri2sbRsPrD+mAfBfRCCBfmhvnDTkycsL8qNNUnA6wD5cg1CJS5AHskr9YqBAkkg9AHlxwqnDpFxKBAoatQV+eW9QTBcp24YhoA8IAKUBIYhyAO/vFdIA4UDwqOekI8QMHVh53bwLqhPnoFEeFfkGZc1dUeZKasF+Yd0yKsFli/PEw8WPN4bjC1A3sg7ljTlgGxpe6SBNY71jNXNNX5Ji/Nch6S5DllyneeoZ96tTR8rnbqgLcAPKDSUjTqG1FHg+CU+ykabpi1TPtofdUS5qVfyiEcHxcPWK++I51BOAMoQ75VruNzxnjE8gvJA/XIfHIPBSTyQuX0X5JW6R8khfs4/99xzpry0cfiMdkE/Q5mGu/CMUL94AixQ/qhrhil4P8RDO6SvkNfzDV3355/0AQ0ULRfiRqPBzUIl0/C5hwrmhSIMqFwaJo2DBlinTh3zUrEqaDTp49dBSL+Q43Di4Q7jT4739Tjewzf+5AQzQz8hOeEswkcJWJWwytc+pr3vpciXfLdE3OJ7NPJRX5OYJr5FCYvNdd0e8pz03f8rc+/s8XOPY8XvOxSpSb/XGYR/JunnvaVf2IESABnT/yED66bPKbAWcxsHQPhDKigzFzsgYCx965ko7MALgZXMUEZ+AsUab0FhhZYz+WPp07lwpfGLawP3Eh3NWgj8ok3bX65zH8dozGi79t4AQUi/kGN/4v4OI2JG+L47/p0Zs49MivRFJUX5DiYcNJY9CgCz9FcmrDSEXyKqhO/OiDt9j0Q85KsRVcM36uQoM4Nft5HzQvrspNfuw9a95k7549jMMbNO/NC0e4pvwNmk/1O7gaeXLVwds2Xb/qTw2HghfQcQNJY6pIPQzC2wpKz1nRsgU7Ci8yKugg68N7jTkcEXAxizx9tl5wfkFzA8seoLK7ScyR/S9w9oaIybBLqWwyCkX8gB6Y+MGWlIf3zMeN/y+OW+MafG+Pqf7O+bETfDtzlhs29h/EJfh5MdfC9EvWDG8J+LfM5X83hN37cnOvpmn5yllYTI80b6oHKRyleUuufFOyvcVerBz90Nureq1vygt35n1erTLqplrTanvVW/mvv2kxXdrrvKPFDzpaoh3zft/vviBavjjyemXPKkLxAICga0nMl/0mcSDxOTsOTROpmcYy15jvEAMDaEZ8B6AzgfKC4nCOkHwIwZM25cu3Zt0MaNG1tu2rSppw69C2rYe3zP8knHJu0aED5g17jIcbvGHx+/q2WEd1fNozV3toxsualHVI/FjU40moRL30za05Z+m5g2vsEnf/b1iumpLf2RvgNJB84r6afDZTXKN+jcfMRC9bVvharfoNtGz+Oem5xrBq2KtLq8xovvhU4cPiW8oJE+/cpO1soOGKNkKM6CiYKMVfsDqz6zjWLos4y18psZkAlM5EoPLFYmLGYFTMZiIpc/WMrGODzLHxm/ZSw5MzCsSBlxjzM/gmFHhiCZd0Q5LDBmGPsNVC7SYWKevcbYNeP4FkxiY+zbBiagkU97jBubIRLemf99TIIDvBfylBmQt0zss88y74FhV+qYfHGdPCJvA4GhGfIAaD/IcH8wOdLGzZg39coYtT3H5DbSwDq35wjUL2ly3U4wZDUXQ7+CvId+1/lL+rjRmM1IY2MSERNDmNjAUg6WYzCpgYkZTHBg5i4dlkk1TPgLFJ8ThPTPxOWLFy9+XitXK3VIZp5EQQ+7I3araRHT1JCjQ/TvdDX92HTV4WgH9c6hd9T7h99XHx/5OCX0UOix+w/fP+clbel3PNnRx8S/RacWmvX7/WL6+LYlbc9P0i9SK6Rx53aLdqv2646qBp91n1y5cuVAcV1W+9Xqb/zUYUD8llWbc0X6KMd2FjlAgNpxbevitEoygWExjgH3cT/niQcXJWPZgHu419/FTRrcT7DpASZ4MWPZ5gNXPXETiIP46dvMweG/PU/cHJNP4rSKA8f2OX9wD0TJPCBAPDZNZAETziwwCLhGHKRDnASOIXcIFfAs90G45A9igbiZLEccBPLCrwX5YPIjdcaELYiOCWDUHRMIWVvOPYBhAtzngQCJM8nLKkOQK0RtgdyDkImTQN6Yz8SEMo4hdCbUUW9MdmYSG88wkZJyQZ7MWLfvG1Bn1AGB89QNdccwC5M/mehH3hmfRg5TTmRxIBAHa9iZZAl4jnlZ/rDLBskvbcDeg2LCOSZEEj9kbicEUgaUKZQJJhOyQgHwnsiPf5sU5A10e8lf0qdTsUSEyXm8aGZLWuuBNY1MyqCxow1yD9olnTSDCXw2COn/ict0x3tSW8/hgci1oIY9EXvUdE32w8KHqTnH5qiVx1eqEZEjVOMjjVSVQ1WU+5DbhNqHa5/qePzbWUzmi0iKMOv2WbrX/0R/3/aEC0D6S/aqb9aFq1pvfD7QOX0WWmklbEjnQSux9CsULf2Ec/os6HxnSPoIU2Y0M+uXPkO/YNYx5/CIIfQRkMwSRuAye5wZ68wQ5joz0iEoxiKZ4c4MZmYuQ6zMqude4oAoAKtlmCHNbGWUcAtmw7NszC7XYlkYSjzxkRfIhMCabiw40iBulu/h4eMeFHpmevMcx5SDJVEWTDTjHOmQfwiQ2c3kh1nS/qSPPEExoEx2CRWzp/nPMijSZpY/JMJEQuIlLgiF1QrEd/fddxujg3jIj60zQNmxhCEqjBALrqNYECeKBXUPKdvn/ME1CBmiY04DCET6zPTn/RAs6UOkHNt9Eaxywr3IPkDekKnEjUJgQR0QB2VjFrwFbQklxIJNf6gzu6dAICCDeUeki+ISiPTxgKAUkV/SIJ+0KZQhzvEs3hWAJ5c2atOjzVDXrFJBwQC0LauwCfIOus7zl/RZMoHmR+OkgdAg6DQIBLRA/iNMWFaEYECrpsHQgALF5wQhfQf33nvvNbqOJwQi1oIc9kfsV4ujFqnxEePVtMipalnUUn28WA2PHKaaHW2mahypqRoebagGR/6i1kSv2RMeHz5xY/wGH/MAIHw28WGf/vwn/X2q/dJ9qnqp2o2d0wHR/J0vv+7W6LvJJR8IyfCLkDrfGZI+CjIuU6xFyAcygLBRhrHi/Ekf4nv66afNci6IE+sJqwpBDTmwRhnrCnJD0aYf0o+wKnkXACFPepC7/zIiSJ9nUCwgGQQz/yFdiI0+TF5Zl2yXQSHEiYu13hA+aZFf3L+cZ5kaM/o5T6BsuPAhI4iUuNjQB1JC6SE9S/pYqyyrouzUBWVn/wKeZ0dC6gCFBCWGFUHUFSTIEj9In7ziOmflEK57gIveznCHbLmfevHf3AfliPQgQMiOeKi/QIDcWXJGXliOxlBBINLH0uXdEpB7EDYKGfE/++yzacMB6UkfwqR+UAp4BxZ4TrnGO0eJsEhP+ng7WDZHOtRjepAO7Ye4eVfUUyDSR15D5OSfe1CKqHPOoWxxnrwDf9InLsrHmvknnnjCcAGg3eX3zPxLAbrO85f0cUehDdP5cPnQ4HjJuPBpmDRsGgSdjQ0paPxcDxSXXxDST8XlP//888Payo/yJ9ScBAQSZBHoWlaCzoN5b4GuBQpHIo+oHdHb1YJj8zXxj1NTIierFceXqyXHF6shEUNUl6Nd1a8Rv6rl+tz+E/tPrz+5fjrj+D+c6OUbd3Kcb3M8m/ikrunX7SFfSP+DCg06fD1snmrUevD+Sk8EP+SczgikTcgQOt8Zkj6EgfIL6bIWnPFYrCAIHOKBHOk3CF6UaqxZrCosUQSnVQqwcLE4GetmnTr3oGBzjWVwlli4H+KHUP3Xx+PeJ36ehzghfd61VdZRSrDYuIYygbsbgiR/tCnc6vRZ4idu+jmuaza1cfqyEf5Y88gHFBMsTAgVBYL0MBws6VN+3MakgVIB6RMn8gQio85QhCB1SBGiZuzZWvqQNXWJ8kC6pE/9Ehewm+9ATLj0aavILogUBQeFBi8GG9OgjAQC+WPsn3JSDuopEOnjdfAHpI8CAlBk7HV/0uc/dUT92yEAO4TAO0VRwnrmXgt/0uce6p7y08YCufeJD6WM+HkH1AMKZ3rSpw447w8UKhRM6p3hAZs3f9KnPngXxE++yAfgveMtEuQtdJ3n/0S+rAZccggJGkig635BSD8VVw4dOrSsJtvE9KSa3YBwwjWKUAx0/VwBC4POHOhaoBAZGaEiYyLUtuhtalbkLDU2YqyaEjFVTY+crkZFjFJDw4eqSZGT1MJjC7VisED9cvSXsB7He0wYFjPMtzZ+jS8mOcYQfn6Sfp1iruvfvbfcHTr8zTmVK+h8Z+rex8pFqGNFQbQQu92BDY8Z7m8saYbKIGfuZxwaJRuSg6AQughtLDDc3xAYpMXGJpCKtfTYdAbXPvH7j1OjJEDGKOi4vSEvlA/i4H7IGAHPUALue5QQ8oHVz/g/+aLPkh+IHSUB0mKsmPwB3NV4KLA8aYfkH2IiHpQertsJdFaR4RpDHngQISbS4F7yxDAhsgRlB/c9Y/jkHULF20AeIRziYeMcLFI7zEEZ7MYqKDrklbriHdj8ouSgxNhjfxAPZaOeAR4INqKhfvGisGkNww+QLpvOcEywioglYZ7nfUGqlBmlijLSP61iACg79WABcVJWf0CkKEMAhQblDDBUYncf9Af32vsB7xxjjJ0LbX6JA+XGHlOPKC20BzvkgZJj65JzTNyjDChQKAaAYxQVrqN8YRSiuAryDrqO8570s4PM7ucajf1ccerrQvqpuHrw4MEVA5FqdgLWE4KIzsdsYc7xy+5TWA0IQoQOLjlIAeGNgGZM1Apf3MuM5zKWiABgtymsJ55H8CKc/dNEmMWcjFERmvg3Hd+kZh2brUaFjzIT+yD83yN+V75InxoTMUYNPTpUdT3cdc6wE8MmrIxf6YtKTl2qZ4NuD/lC+nkNne/5TpMWFBAgf3Dr46rOCpicjEJgAyRntw7Ob6CcQcwsj84qUFxQqPzLwPBGfgN5gBJ6LtkvyD50neYv6fvfh8Z6rnCu+IC+R0g/Fddorb+SP5nmJOBiY6tJrHXGQ+1ELVyQjI2isUP4aOAQPZYG24NilbCEi/E/tH6GB+i4WDpYNWj2bJOZnvAJdHIsjRgdwmPC1ebozWpe1Hw1NXKqmhk5Q/+fp+ZGzTWz+idHTlZjwsfMXXlq5cSo5Kizvquv20NhJf3AU6cFFxRY5+mt34yA14M5DzZg0VuvQX4DbwxDIdkBpM8QiX8ZUB7yG3YYWJD30HJmrCNycg4dSZZI317HHQlBME7FZA3GDPm1/wm4kAhomefqNDpOIf1UXKPrrnJ6Qs1OYByemd5Y7kyywnLH9cl4HOTP2ChjxEy44R7cx7gPWUKEm5PxXqx/SB+BwQQjXHyMF0P6eBCIJ326lvRTiT9GHYuJUodjDqt9J/ap3Sd2q50ndqodJ3aoXSd2qb0n9qp9x/fNjUmImZie8As56RfevT0FAkGBh5YxoKEjcnIOHUm23PtooMwExZokYC0yVsbMUMYbGbfEsmRc8KuvmqujR484TwaGTlNIPxW5Jn1c8BC4PWYMlnE+xiGZDW0tdSYSYe3jtkcp4F1xjXFJPAVY+MwJwJ2Pq5/AGF3mpB+TRvz+4cTJEypKKwEE/nMuJiZmblJS0sT0hF+YSV835et1/jemtmqBQCDIW2jZuE6HGxyRk3PoSLJl6TP5BAuRyTqQPu5gSD8kJPUrV7Vq1jLXIJ/PPmt4zrWaOk4h/VTkmvQJTBILdAxZ2xn5/HJsr0HmuBL9n+W//33897/uH5jkxaSqzMK+/fvS/mvFo150dHRQYmJi2fRBt4ennfpIjwJN+kDn/TYdhuuQNX+yQCAQnAOOPBmpw52OqMkddIRZtvQZG2OmJ+PFWH5YkKz37dCho2rfvqNq176dat68mVk+07RZc9W2XRvzOUhtAemnA8et0xTST0WekH5OAuP7gSz48xXq1q1bTJf36tRiZxkFnvSBbtJXxsXF/U+364ckSJAgIbdBy5R7kCuOiMk9dKRZJn1mkjJmz+QvdozCnczSlFWrVqq1a1aqcZMnqXa9B6rWg33qi+5D1Pe9+irfmN9VghnX13EHiF6nKaSfigtG+vkdLmbSFwgEggKN7JI+634hfJaDMDEs1e2b6jqeNHWW6tR3uGo3LEw1/GGM6tzrRzVBk35mk/mE9NOQI9Kn3hmDz8j1ntXApiesAeY/s/jZ2CT9PYECa7jZCCb9+czylEPSv1yHG4X0BQKBIBfIDumzBSWk36VLFxNwCyPce+vwQ5++qtt3XVXzZi1Uo6+8qlGzVqpFu/ZaEZjibN+YrA39s+MX0k9Dji19uxVyoGtZDWwgw5p9/qMAoNClvydQYFIg30dPf541xhkNGWSD9C+bXK7c/2Z73LWmuYPqTAgq653urrBjVnBQhL4mpC8QCATZRVZJn2usvWcXKAQ6M/X5ZRJY1Xf17ztv6+O3VfXqVXV4T9Wo9q76kM1gNm9x3Ppn73gFdLxC+qnIkPTZcIOZ9XwIhaWRbHvJjHp2F4OceQfsoMVs/GLFipkleezuxQx9NuXhOjuacZ042LiH68TJdUibbTlZYsnqC+LmIx7s3MW+4zzH8j/W/JIfhnSYxMmzrArgefZcJ222T2UvgDwi/aumu4LGzQlxK/8w2VV+lb72bx2E9AUCgSA70KSbLUsfK5A1+mwRidXP8c8/D1Y/Dxqi+miLv5W3tWreqp1q6m2nvu3USU2d4nxwB+YPEP2lSPqqcuUrwkKDHpkZXOG12R7XGzp8qC3ZFjMaNvBt3rDhLJKEVNl6lS0yWV/Punk+5sFyPIgZUu/QoYN5J6yuYAkepA7xYr2znBIXPNuhsjSP5Xjskc2kTFz6bNwD6bMDH8v08BqwPp8hHNJhX3JWbLDxB/nB9c9kTUiddf2s6X/00UfTPsDCc3lA+ozhXxf6vzufavzkYx81ePzRht5nnv7WV6GstvRdWPpC+gKBQJBdZIf0WY8N0bNRC/vqs9GLGdNHuG/dpCZNn6G6Dh6tuk5YrpoOmqy+6zNITRg71pnIx77gZ8d/KZL+5HLl/hbmce9Ib8FOb9Z0XAYkaQidOmdfb/vtb6xy9jeH9BluYctRCJx93SF9XO+8HwiYa+yux658XGefdzbmYVOeGTNmGNLHo4AHh7F4vAl2Qx6O2Z/dfrGMncqIGwUDi5/84DXg4y+kwf4AeUT61+iAG/9+Hfis7QtDSr02xRnTF9IXCASC7CI7pM9EPnbag4DsZ0Bx5S5ZslgtXbZEjRo7Tn3duadq2mOo+rhDX9W+a281dsxoM5EvRdz7adCkf4227nv6E/4sT9CCgf36vRWIJCF43Oi4zrHucfHjWmcffMbzUQRwvbPzHp//xO3PeRQCSJ/rfGyFffR5BiJnKSXkj+seBYF7WY2B6x83PeSPG59nIX2WaLJjH/lhf3/76VZ27WPIh/38yROeBBQJnssD9z6T97jvLzrcqMMdo8qWGiMT+QQCgSCHyA7ps06fT1+yTSsBouBzmV5vG+Vt1Va1/LqF+qJRI9WoYSNNCo3Mjnxz57FOHyv/7G89g0uN9HHra5KfGOZxJVvCDwtxnfitdOkXc7Nkz353nfeC9W0n5RXEkA3St8Dqh+Bvktn7AoFAkAtkh/T5ahVWIe5mxpUZ/00LH36sPq77sfq0fn31Sb16qp6+3qhhY7Vh3UaYXVv6l7Z7/49KlW7W5N5xjsd1yhC9x7UxzBP0mT6Ome0JaqtvyfU6fb6mx3i6nXBXUEMOSB/keJ2+bmOv6FAiayGhRILzy3ECvwnp7wkY8uQTvQKBQHBeoYVVlkmfb+NrYjLuZn4Z22WS2QQd+B3666+q/TffqhYdv1dftf1OE1A3NWH82Ew/savPX9Skv7xOnavmhAZVnuNxb0ole3f0nFD3N39UKnOz0kSmj9+fGBT0d31rvm3Ow1g8rvv059iKlzkBDAkQ/K/nZbgApJ95w/YD6qlulM7/tL/nhE7iRSc5duW7XB8/qUNdHb6SIEGChDwIzZKSkt7U8gXZl3PoiLI9kY8JW2y/y9gt5LBx4wa1bdMmNXnqLNXt1wmq69S1qumQ6apTvx/VhHFjzES+JOXM4E8HneZFS/ozg4MfCgsJ8mlrPjksxJ2irfuJs0KDHncup0e+kT6T9Bim8T/HfgudOnUyWyzzXrt163bG9bwMBY30U5KS1OlNG9XJnwepWG9LdbpJE3WyVQsV8+NAFacVIa6fCzoJQ/r67xU6ePXxhfkmq0AguKihZcsuHZ4ywi0n0A9ni/SZ0c2SPUiCcWQmiE2ZPFlNnzJV/frrUNWiQ2fV5Nte6rO2XdQ3nb9XY34f7Vj6l85EPix3bdm31UQf7bjyt8yt6KoSVqJEZvsn5xnpo4ihmDHswuQ7n89nZuujsLEsj4l87KTHvRMmTDDL8fhyIqTP++3atatZq89sfTZgYlkeM/3Tp5PTUFBInzYZt2qViqpRXcU8+aSKfuJxdfSFF9SRUq+rQy++oCL18fHHH1XHqlZVsX8s1A8EbsNAJ2FIX/8+o0OCc/oMnD592ihcTHIk8N8fZJPlj0x8PXIk869TpgeeGr6gyOqM1M2w/gTpMgk3q2B5Jx9GygvYDzllhLi4uGzljfKxIyhexgxea5bBROTdu3c7R+cffKGUCbb5BSbSssLqfGDnzp1mubAFE7p37drlHKWCb64cOnTIOQoM3iP8kBvggWYFEnULR/mDOseIIR+p34DJWxw4cMD0V7gwt+0xO9BpzTXCLSfQD2eZ9BEeuPGZuQ1J1KtXL/W3/ifqw48/VB/X+0gTyAeqVq06qk6t2urzxp+p5SuXZxqvvnbRkH6rVq0unx3i9miSX++QPeP3naeFlv6Xc0tmyDPSpwGyZA6SZ7UFVjsKAEvrmF0P8UPkdJTy5cubuQBM/mNZH8sA8QIwK5/P7LIigHX5LpcrbfZ+bkNBIH1ORf32mzr2zNMqQhP+vq++UpGLF6tThw+r01HHVKz+jdACc1eLr9W+xx9TEVoBiOg/IEOrX8dnSD8pKamec+osnDhxwtQ7ApLA/gdseGWzB1nv2LHDkCQKGOc5Z1a/6P8ILY55xoLzXEd4slSS57mPe+xzCD2G4/iPgLXnuYdgh9/seQQkn0AmLa7Z9IiXe6zwTH/dwj9tCB2hbOPnGXsPz7JpFO2U6/5lBTavFjzD1ztZPQLpcOyfFuAZgkX6Y2DLwYoTNrdKnzdg88Oz6a/bvNv0bfw2Xs75wz7PO8dDCgLlK306Nj7OE2y8/vnwv54+vyj0KPcgUHoZ5dee5xekTxew0ge5YdNHSWUfF5snnuUcq4H4nz5Om9f07dVeTw/ut2kB//v5ymf79u3NF13hKJsW98bExJj2zJLjqKiotLqxZbH5sLDPcp577f22DvyPuRcOPHXqlGmPwD+fBJtP/mflelah0z5thFtOoBPLMukDXhKT+OyndfnFcqxarap66+039XGoqlLpDfVWlbfUF182VQcPHdRPZaxh6TQvCtIPq+h6QBP8WOvKn+1xT54VlKErPxDyjPQheix2e8xGO3R+rKR7773XLOtjuZ1dT889kAJEA+lPnTrVbALEsky8OlxnVQDP2zhzEy486aeoE77xKvKRh9XxB+9Xh+t+pBK1wNI9wLnuwDyWosJXr1GbS5dSh+6/T0VqQXfWfRo6CWvpN3NOnQVIn6WQs2bNMgErGMUKT8zRo0eNYKJv8R4efvhho5SxxLJEiRJmmSwWLkoaSyQt8BawW2KpUqXUL7/8Yt5beHi46ZOc5xxKOu980qRJZqdFlnSiGEJ6derUMdeIh90XeeekA0GxGRTLRN98802Td+5liSf5RLiyBBRlEDmA4AIIVu4nbZRF2gztiTb4+uuvG3mBkG7SpInyeDzmHHs8YJFSNuLv0KGDkTNsIlWyZEmjhALyfMcdd5i2jKeENluuXDmz8yRpUC/UA+dYksrW0uSDeNixEuBZ0O3P3Ed5IX2UYps36+HYvn27qXs2oWrWrJm5H4UZy5E+w6ZV/Nr6w2NAPZNf6gOysaA/UufUJcNnKM+8B+LnHQOaKARp0zmslU7eJfnnGebg4F3lPtoI+WDJLffTNlCEKCerqag/2gzHKFS0L/JFGcePH5+WHvXAORR76sWeZ3dN7mdDMNoly4Q5j4FnyRLSpw5oA7QZFADOodTyLO8H4+Kuu+4y5eWz66T1/vvvG0WQvLHaCNKkPdg2Qx2Qlj9QHqgT4iUtrHm3223iIx3aCqRPPSFfyCdx0b7xfnGe/oS3k7qhzmhrKAm8B/IE8fPOkH+0wccff9x4LugXpIOySb5Zukw+qDPK9d///te0R+qMFVO0PZ6nD+Mx4z3QzvC8bt261aRLmvRL+hjXaRvswZJdGOGWE+gKzjbps5ELQoXv6L+tw/vvV1fV9Uut/l41fe4tHd5W1aq+ozvMV+rgQeveCRy3TrNQk/6MyqVuDPO4W2irPgLrfk6Ia5dWAKqxFt+5Jau4RhPsG5s3b05JT5LZDbgtaVxY9+y8Z0kfAYeQZmMdGi2CEYsewUUnsZY+bn0a5m/aEqYBcz8dBXdeoPSyGy406Sfoznvo+eLqoCaL3VpwHy1aVB1+512VcBAFNQCh6xClSWDzU0+pfU8+rk5t25Z6wQ86iSyRPu/FLnmF8CEZBDXDJ7w3hCACHIFlLRRIBMGEIoegsWAJLUMzCGKet6RPPBA35xGQCB+EP+5e4kPgIgARaKz0QBngfpQFBDzkgkCiLUDutA+UFIRd69atjcDlOUiP6whZyB5wH20NIYqFD+njhYAcSLNWrVpmyAiCPKjrm/Kwq6f9gBd5Jj28Ewhb8mMJm9doLSuEPV/75ONQ7CpJ20WhonwQB4RC2ghh6pp2B/CiUN9YWPxSVyjA5I1nqAcA6dN3APtiIPMgDspNGSBJ6ocyUrd4LCAk8vfAAw+YsgGUIe7nl7QgIMpHfGxkhRy1zdOm89BDD5l6+fLLL0198F7Skz4kgvxl2TR9FK9RmzZtTN1A1jxH/6WOIPfjx4+bwH/KTjwM43FMfikH4Dx5ol2hTNg2wfn0pE+dY92z0yfv0O79QZwcUwcoTJznnRMHvyhn1Alx8R5RcKh/S7hY0P5AKaAtQKysHkMJpE1xH0oZdW9Jn//UK3FD0pA+ShfpQOr0E/oIO4jSxulXtkw8Sx+jfigz/ZA9S6hj6oT+yvtFsaG9Eh8yljogb/RZZCTx8Y5R6LgPrxnHKAykR1lpl7R3lAP6EHGmL/e5YIRbTqBfRLZJn5ePZoZmzJavdLbq1arrRlhVvVG5kqqoQ5W33lTN9Av5c0wncNw6zUJJ+sy8n+MJqhAW4lrruPLj9W/XmW43O8XlBNdoLbScFkpx6UkyJwHiRvtG+0ToY0lxnl8Egd1dD2FCR6Az0TmZo4FgZCiAe7GWEGo0UP/4cxo08cRpocTueheM9CMGDFSH7r5bHerdSyVq4X2gXXt14N571cFXX1Mxq1Y6d50Jotg5cIDafeed6pDuvOmhr2eJ9BEO6QEpIcghEkv6WCQISIicd2CFMKsrLBAWCEqECsLDkj4CGTcy13lvvH88NggbhucQmhAeQghrBuHElsyQAkRjSR8CQhBBpOQBwUf7IG5IkTxzHcFuSYM2hOVMWWg/EC/WJcom/2l7KBkIaxQFyA2yI03c0SgypLNNK1aQJHlFybAuUH/Sh1goG3NY2JESAUz8EAJ1R9sn3wheZBZAfvEOqBvICUGPBU7e8BxQPkD5qFMEOwoy+YFkIX3qmHJbEsSixZq297EVtSV9lB+UCeoW0uC9kneUCzwX5I1y0TZ4nnRRxCkX8VNu/lMWlBAIkvt4HnKjLnmveI1QBPzbBHFTH7wniBPLljoi77wv4qFP8m7s+4PwkA0QM7KdX+Ij/7wHS5C0Mdob6VEfvAvqkvtRxFBuUdwgT9oS7Y1yQqC8c+qAfPBLPaBMUga8P5z3B+RNnmijKKy0CfoCeUHhQCm0pE9dEaetN0v65JHxd8qMxY1iRL4waMgXoL2ST8oECSMHMX5ov7RP2hJ5R7GlP9Jm+KUd06aof9oPdU8btjKYNkBfQimgz9HOUbjpm7Q5ymv7UnZghFtOoAucI9LH3ZEaqhjSr6rDu9Xe02T/lg5VzAd4mjb5QpN+auPPCDrNQkf6cyoGFZ3jcY3SJJ8wx+NO1tb9jNkhQcVQBJxbcoKrtVb5gBYqO9IT5cUUdEdbcd999/2fLu9VqcXOMvKE9BmT31+1mtrzwIMq1pl4lKzPHR45Qu3TFtaBRx9RUb//rlICdMAYLTQ26Xu2v66tkaRU4Wehkzgn6SMMcFPiNifgXUE4IRys8EdwWRc55IWHBUEFGeMuRxD5A8HDPQg6CB2igjgRrsSP2xsXLYKdSYKcQyBxH2SLIET4QPwQHIKLdCAZLDkEEYSKNcMx+YZ8IHUIjOt4krgOKA+ETjqQNgIS4Qs5kU8IDdc06UB0kBh5g7ghFyw60sfCxJOA5YewB7Z+EMoIUIgWpRXFBcUVZQmXM1YUhEOcxA2pQ1KA/GLN4bVA4EM0CGGbN4gR8AuRkSZ1Tz7ID5YcdUc8KD+QJCTHeeQi8RKP/6Q2yBCywruBAo1igMGEe593D4iPIQ+bDhMzIRrcvzxDmSEq0oCYIGEIh3rmOnIZpQJAUuSDNsF/6oh6IOAVAaRHfJAa7Yv3YAGh4pKmflAGIFRkPcRJeQHKD+2N90198C44x/vhWeqMPKLwQJSQOt4eyI52xvsjD/xSV7w3lCXKBClD1Ba0E0iRukDZoS5Q/nCL8y5pw5An9cB7w+PCvSgleLcwYGhT5Il8cA3Ool3SpnnHACWC/HGdeiFf1ttJ26RNEg/lo1wMOxAf9UUfwcAlXtoSaVLvtC3iJR36IZY+bZx46WPWY2H7UnZghFtOoAucZdIn82g7aMhkngIaK//96qra+/q3RnX1HsdaqL6nr3/WqKHpiDbeQLHra4WG9Je7XNdrkv9ShyPGug9xHZgb6vogrHqJa51bcgNm9t+mNcP2eeHiL4hBE1aSFvaf63IysTFLhO2HPCH9pNhTaneJV9WuZ5414/hAt3waojqmhcDuZ55R++66S4V3+14la+Hij3hNdGuLF1c7tWKQxDW/Bq2TOCfpCwSCcwPlGIUxv4HCgDKBQoqSQz4KMoxwywm0kMoy6aP1oU0xAQy3Bdr79GnTTJgxbboaOWqM+rbHD6pDr4Gqzfd9VPc+A7SmOSFtdmRhJX1tNl0+N8RVRpP96tRxe3ectu57TAsNzcqs/KyCfeZv1HhSW2TDIchAxFlYgy5Pgta8B+gyPqzDX3XIrlckb0hfE/dubQXteupJleiMQ/+JFHVKW6HbQzxq3623qv116qhEx+0J4rUFvV4rBdsfcUjfDzoJIX2BoJCD4TM8S1j1BR1GuOUEWkhlmfTt5jyM2eGOYCwFFxoux62btyrf5KmqbZ8hquWIuap+j1Gqfff+avy48cYFZBAgfp1mQSb9y2ZVrHDXHI9rWFiI+3QY++V73PPnejwvtGplSDqvwTj3rddee23xZs2afT1z5sxFq1atCi/MQXeiI9OmTVtYv379z6+77rpndflQlLLr2gd5Qvr83ffhh2r3HXeomDVr0imixuZXCSei1d4GDdSe225Te8uUTpu4F43ycvfdamuFCmct3dPxCukLBIJ8gxFuOYEWUtmy9BkHhPgZc2G8EHc/rpi5c2arUb+PUh269VItev+imnQZoL7v0VuNH/N7mqUfCDrNAkn6W8uVu4a98TXRG1e+tuwPh4UE1c0jV35GgNiI/z86sNzvVR3K6+DSwV0IA/kup0MJHR7VgUmOrGrIrpUP8oT0QaTPp/b+859qf+NGuv2dPY4G9SdpRfVQj55qz+23q71s3BM2W+1q7VU7/nmLOtSzp3Pnn9BJFBrS18rYOfu6QCAo2DDCLSfQnT/LpM+sWSYeMJmESR78MgaSGuqaj+zUrfOh+uiDWqpO7Q9Uw/r11LIlS8xcgNRP654dv06zQJH+yMqVr5gb6n5dE/0K1ttrKz9utieoT1jlCpBMfgBywxLmAy6kebcO/9PhXh2KFqJAfsk3+acclCcnFr5FnpF+0uk4tbtcObXv9jtU1KjfnXbvf0vqfybzhU+ZovY+/JDa85/b1M7//Edtf/ZZFR9x9g5yOo5zkj6T3xg3ZIIPk5OY/MakPfoHS/fIBxOymODDhCkmvKEwc53Z10yAwv1IHFxnhjheNmY3M5mJCVDEQT+F2O0Mcp5lHTkzw4mDSWTcz4Q/4svu7n8CgeDCwwi3nEALiSyRPkKGMXyWHrB0I2AIDtGhogr2eFSwO1iFhL6hvm7pVRs2btAxpBesqdBpFhjSnx5c6jZt0Q/S1j076SVrS3/pnIrBr+nazYllmlswfMDkPixjAh6AwhbIN0MWlCO3wyF5RvpY8ifXrVN7H3lEHbrrbhXZv59K0gQYCCgIB7yt1P5//lPt1vcenzPHuXImdBLnJH0Imo1cWLPLZFg8ZSjRkDYz4lnuxKx9liGxxI6ZycwwZmY4S9BYbkVgNjoEzmxnFG/6Hv2SGdsQP+e4jyVmED6zyYmTWcMszWTjEdImH8yK5nr67UsFAkHBhhFuOYEWUlkifZYTsPSC5Tksm0gffujTV/X5Qf/X4Ye+HPdWvfX/vlp47dq5w4nlbOg0Lzjp/1Gp0nWzQ131znTluz/JwQY7gvOHPCN9wKlT69epgyVKqKOa0A+9/JI61qWLipkdpk5qko2ZO0dFdO+mDmqiPHjzzWqvJspo3f71g04MZ0LHlyXSt0uEWJqEEu1P+pA1m5uwPpolQ1j0LCEiQN4sjWLVzCNaWWEzFrteHPLGG8CwG/uP33///SYOSJ6lTBA+HgPWbNOHUQiIm01ZuI+lTyxFEggEhQdGuOUE+tmrtRC6LSshPDz8Ni24shhWpP2PjQ0PGB9Bp58lwX0+gCt/XkX3i5roFzNJz5ms9yOT95xbBAUHeUr6gNPM4I/s3l2Fv/CiirzjDhV5660q4t//1uFWFX7rf9ThJ59UR9u2UfHGVZ6xUqzjsqR/9u47DnRfSFuPz5AY67dZ087mJAyXQeqszYa4UaS574svvjDrrVnzjBeAzUZQCBgiYNMcSJ+48MRB+sTJDn6su4fkWZeNMoFSwKobSB/FAY8A8bFOnLTIG9Z+dtcKCwSC/Ifup8lGuAmyDpbbzfa4+ziufNbcr2RZ3gVy5QvOjTwnfX8knTyp4rT1fHLMaHVy8GB1YsQIFbtsqUrUZJsV6CQs6Zd0Tp0Fxthxq5Mdlrwyxs+GIZAuljYTZdlUB8vc7ryHAsAGNzyDQsD2paycgaTZjMXGBVlD+Lj92ZiGjVfY/Yu1xmxSglLAUAGrbdh0BkWDCbjsPIb3gRU2bBjCOL9AICjY0P1+vRFugnPD53JdHxYSXBsXviF7j+tImMf9WViJ8zorX5B75Ib0F+uw5DyHx0hL98erNQH/oo/PqWgIBAJBdqFFS5QOQUa4ZQIEZmEJ5wXagrqcrXK1RT9vjseVpIk+Qf/+GuZ2M8tcUPBB28gR6ec3dL+8VnfKt3T4VocuEiRIkJBHoZWWL8V0CMyVgwYNunbdunXVNm7c2GfTpk1jCngYofP53dq1a0tUrlw5T4U5H8FhBz2W32Hdzw5xrZrr8ZQVV36hQqEhfYFAIMhvXDZjxow7NYnO3rx5c3KgbVELatD5Pb1+/frvu3Tpcp1TlhyDjXS0dV9dW/d7U2flu8PnelyfTy5XjjXjgsIFIX2BQCAIhIceeuhqbTH/FohUC0lIXLFiRR1dlBwLdW3dP6ZJfoYzKz9ldohbk0Xw/c5lQeGDkL5AIBAEwOWjR49+atOmTacDkGmhCRs2bNisy4K1ny0XvHHle9xdNeGfxrrne/dhoe5yGY6BCAoLhPQFAoEgAK6aNGnSO4X986w6/wm6LDfrkKWd3NhIR5P8m5rwd+jflDkhrij9/6swj+cm5xZB4YaQvkAgEATANWPHjq0TiEgLU9Ckn6TLgmBnC9dMMe8NXPmuKXNw5Rt3vmtMWEXXA85lwcUBIX2BQCAIgGtHjRr1USAiLUzBIf3bdMiQ9OdVKneLJvoO2qKPYdxe/26a4/G4lxcrlpsPuwgKJoT0BQKBIACuGzFiRN1ARFqYgkP67Mt/FumrVq0u1xZ9SJjHvdWM27Ornieo7dRKZRgOEFycENIXCASCALioSV9b8o9qsp+cOm7vTtQWvk9m5V8SyG/SZ1nnc0Wuuaac/i2uw985mR0ope5JSUlprMNAHQZJkHARhBY6POM0cUEBwUVJ+vODgv4+O8TVigl6uPI18W+f63G9sb5yZT7dKrj4kV+kf0WRa6+tUuSN8puL9O9w+orxA5Mv+7FTfJF3PNuK3HB9DX39nHNMAIIxOTl5vyZ+geCigm7b0TpUdJq6oAAgS6Q/f/588w3uQNc04Sqv12t+A13PauCrYXzli/989GPo0KFn3ZNRsKRf7t57r5kb4vaY8frUDXZOhgW7Os4ICflHanEFlwjyivSf1uG5QOGmm2567Pp//7NmEW/D0/fsX67aHdiqflq3XHXat1k9dHClKvL914lFbvpbfX3vOaGF4kRHRp4BPnzTpEkT8018At+850M7GUHHYz7Iwwd1AB/Z4Qt5gcC13bt3O0c5w4QJE0yf9Qcf/VmyZInJBx/wySj9c4GPCPHRHws+OMQXBH///XfnTM6Qvo7S49ChQ5mm0bVr17T30bBhw0zfR1awY8cOU0+ZgbySLp88zgucPn3ayOuNGzeaDzSdb+j8b9D1Lp8eLyDIEulD6iVLllRz5swxx2vXrlWTJ082nZJjOjq/HPNlML7gtW7durRjOjDXUR74LjjXaHTEx9e7+M/vhg0b1KpVq1Tnzp3NZz3tM3zSk6+BcRwoQPpfPvXU67M8rnG48U3wMEO//KOyfe4liTwh/ddffz1cE1tCBiHu9ncqnv77zgXq044dVNGnX1K3v+RW9z7zsmra6Rv1f1oRKFLVc1BH85/U2DKGFoiHHfl4BvjELZ/RPXz4sIqKijKfzEXwQ0yQKeeOHj1qCBEy27t3r/lyHv/59C2fy42OjnZiSwXP0N9atGhh+iEEsGnTJhNPIJA2aUE8PMu3+vmmP3kZNGiQOQf44h7x9O3b1ygDkBl9li8Dkgbx078twfEVQUiHaxbh4eFq/fr1KiYmRk2fPv0M8l28eLH5aiAkS5rERR7I14EDB0y5qRfSIY/UCeXki4Cco95Im2ft54W5n/S4l7ioP8L+/ftNHaIUIV+414LykBbxUH4+UWzrftu2bebeU6dOmXoj/RMnTpjnKBN5pu4AeSZuFAdkHOXgedIkPgvqifPvvfeeqSviI882XgvyzH379u0zx+SP++yXEP3rHxmLAnXkyBETSJsy7dy50/wnj9QN8XGcPm+0S/JOPfvnNSPo55P0fbKzaQHBOUmfhoKFMXr0aPXpp5+ac1j9fIebb3XTYN99911D/C+//LIKDg5WjzzyiCH7xx57zNxHgOy53+PxmOeHDx+utFA158aOHavq1q1riN/lcqkqVaqYaygNTz/9tKpcubKJ2yoP6cPG5cuVJvxjxrr3uPeFhbjfZi2+U0bBpYc8If1q1aqlfSt36dKlqn379uZTtYRPNRlf1aGJ+svXDdTXXzVT/3m1onrphefVLS8Gqx8HDFB1Ni9VRfp/k6ijeS01toyhBeKZEtwBwpW+1atXL0Om9EGE9DPPPKNq1qxpvnFPP4JkEcAtW7Y0hAZR0I/q1Kmj3n777TSihTArVapkPqVLv4L0Ef58Mvett94yxOEP4qxQoYLp/xDwAF2uihUrGoWfPlq7dm318ccfm/iJk2/vFy9eXPl8PpMPPu9bokQJtWzZMlW2bFlD2twDeYSGhpoytG3b1qQFCdLPyQtxTps27QzS//7779Xzzz+vFi1apEJCQkzZuJ/nXnvtNRMPZUFJKlOmjJFVyCLyzDXKhvFAfZE3FA7yUL16dfXVV1+pX3/91cgmSJzPB48ZM8bILcqOlW1BvN999515HxDxxIkTjdyiXsg7itZyLY9eeuklU17qHxLllzyTJwiV+iCv1A+fSCafpFW1alUjSwHKFvcRb7Fixcy7Jx7qnU8qo1wA5GL58uVNeyA+FD7qhvuQtSg05I/8kH+8qLwnfvnUMu2LeGkbmg9Ux44dTd2UKlXK5IWy0g51fzB1iCfW3k9Zs4gbneYuuMA4J+nzPe0HHnjANFZ+6cB0EhoNnZZOSIPgHEIJbZ/GAenTudB2aYxY7jRqSB7X2BdffGE6tk0H0qcBNmvWzBz379/fdHSepYN+9NFHRsGw9/uHDQsXqNmeoBPauo9cIBP1BHlI+pB99+7djSCkjTdv3tyEnt26qetafqr+MbCzauNtrd6p/bF60PWeqlzjI3Pvv7u2UkW6t2LTqBdSY8sYmZE+fQkiQdCiOCP4P//8c2N9QbQQCGRPX8Gyo8+NGjXKfAMfkHf7vX2U6H79+pn/ECF996GHHjJplCtXzqTjD4YAEPIWAwcOVAsWLDAuYfo/z6GMcw8WKxgyZIhRQsgHSgUECZHi1QMQHO5/ZADkDbFjLUJMlAvl49VXXzXyw5/0sUKpV2QG+QIQ5ZQpUwx5EgdpYgFzHU+BfSYQ6VNvn3zyiSFHCA7S5xk8FDzTuHHjNKscgrUeCRSL3r17GyKm3gHpE4etR8rXo0cPc420USCs4sA7/O233wwh4xVAkUSGQdoQPuVH1lEe0qH9cR+ylnp/9tlnTTqvvPKKSQe0a9fOWOLkkWdRyl588UVzH7+8fwgaRZD3Txl5hvbAOycv9h1QPt4Z3lyuo7iheBAXih51h5xHuSAtPARZhJB+AUGmpA9ho5nzktH4aOTdtLBD86OToLnSeCD9nj17mvFHNF8aBJ0WQUAcXG/durXpADxL4+OYuEaOHKnGjx9vSN9q1ygIHCNAeBZFAo01Q9Jfvjxlqrv8Om3ps7ve3DCX659O+QSXJvKM9CE52nj60FML9X+//rK6fvNs1WrKePVpg0/VB5oIGmgCaDd2pLppxwJVpFwJtoc+p7DLjPQRsrt27TIWLRY8bmOUDktyEAL9EmLiP+foJ02bNjWuXqw7ngcoz1h6CH1ICisN4p0xY4YR/ij0/uA8BED/o/9D3hANz5Ee6aBsEB+EBfHQb62ljxJCXiEh+jsWPoo/3kMInfOQJK5v0kIhYGiQcxmRPgTWqFEjQ+KkBSmiLFAfkDiueogd69uf9EmL94ZCQN4wZpBZED1WMFYvigllwdInLzwD+SEDqVuAUcIwBARL3VIW0oCgqSOsZuqRa6QPWXIMafM+qA/SIQ8obniNGAZBluLxpO5QCgCKG/W7evXqNI8J8VDvyE7rmUEZIzAEgnFGfLYddOnSxdQ75aaOGaZlHgZ1Rj6oB0ifcygVyHDipq1QtxhfKJfkhbzhCeAdUVbi/vrrr00esgAh/QKCTEmfBs9LpdNzjGVAB6Izut1u01is25PGD8kjTHAJ0qDoAJA+12koaJt0BgQSDZjGRKegsaIJ0/DQkNF6EWTEybPEwXnSSp9Hgr6eVPP++5+eHRK0HBd/WIhr9rxy5W5xyii49JBnpI8CCgEwryV9+FYL+39/9J76qyb+d8K3qDZHd6jqEVvVTdvnqSKfVI8ucv3VFZyoMkVGpG8JHWuUgKWFMIbUIDkEPcRBv0R5tucYv6bv4SXD6ucewC/P4tJGYDMOTb+EsOnnkK8/SB9C434sOixlO86LV448kR73QRi4u1ESUAo4j9sfmcAzECkuYbwAELM9th4JxqBRSLCa27RpY+QDcsECDwf3khYWPmWDqEkDLwhlR3Gh7ChqKBz2GfKO3MHg4Bp5Q4FCccGiZxIx8gp5g1LFM1wnP8go6twC8rTj6ShTWM54BBjrp56sUgSJc4zyQn0hM6kvlAPySB7IM+VkfgUKAs+gyPAfcN8333xjDB7qC0WD9ImHyYgohYBxe7xQyGM8BaRHXXAf74l4KDvXUNyof/JLOSk374dykg6KCd4IFArqjfdKfoibYRfKzHnuR7GwCmUWIKRfQJCliXxZCXgD0NDR5Gm8VlHIjwDp67LcPrzMy//Vlv5ih/jnicV/ySLPSB9FFBcnQjZ9oM3/Nmy4eqPeR+q2JvXUZd7PEoo0eD/ivpKvJl9+5ZWNdRTk45zIiPQFhROQPu0jv4BiYeUuykEBhZB+AUGekT6B8TZcQGjZga6fr2BJX4crFwQH36YJf6WZ1BfiDlsYGvovU1LBpYR8IX0C7lFczku1hfe3G27orx+7Xwvg1aVLl16m/99jIjoHhPQvLmB5M1s+v4BljzcCuWut/wIIIf0Cgjwl/QsV/EmfQkH8czyuRYb4PUGL5oaWPeeyKcFFhTx17+NizyzggmUo7Oabb+7Icw8ULdqsQbFiqthNN/2hD6/lXGYQ0hdcAhDSLyC4KEkfYOFri3+hJn4m9y3mgzvOJcHFjzwjfWYwM68ks8D4uD/pX3HFFa7BzzyTPOr55xOvvfzyt0xkmeB8kT7j38yVYexYILjAENIvILhoSR+EVa5wa5gn6I9Ui989X1z9lwzyjPSZvMakp0CBmdxMAmPSHMvTLOlrXPnCzTeHHXK5VPl//3uNPs7U2s+M9Jl5rfvoWTvbMamV2eVMyiKPDK3h5uU8G9Iw2YxZ34wvc8zkLCZloQgwIYxVNvYZhif4n34in0CQhxDSLyC4bvjw4bU0aaYEItPCEjZt2pSoy3IW6YOZbve/53iC5kP8sz2uRYvecv/buSS4eJFnpM+yp/TL9WzAwmdtM2CGsx/pg5I/PPlk3NSXX1bXXH55LedcQGRE+owNM8Ocmdks2YKgAZY7+10wp4BVLSy/YsY7cw9YhgbxM5sfYmcZGzO2mUnOciyWsjGTG4WFVTJMAmOWN2Wxm70IBOcBQvoFBNe2bt26vCb9+EBkWliCtmj26LJk+D19iD/M417qjPHPl1n9Fz3yhPTLlS25++T+BSrl6CKlEv8kRCxnCNIGrG3Wd6cj/SuL3XjjhNmarO++4Yb1+jjDL+9lRPrEDVmzPOrJJ59Mm6QF6bMxClY7y7Cee+45swkLe1zgEcClD8GzlAzSx5JHSWDTG9ZXs5yL/S/YuY414cRVgCeACS4OCOkXEFx944033qOtmQWByLQwBK2wJI8YMaKLLguu+wwFe1iFCrc6Y/wqzBO0YJFWBJxLgosPeUL6VxUp8sQ7pe/cEjWtija7/9yilnXhdmc+AuP6a9asSU/64NnXS5U6VbNmzVP6f0jqqbOhSfygE/UZQJGAnCFmtrRmvTWA9P03d8FyZ2MX1mSjCLDWnc1wIHJIH9c919johR3X2OCF9fusk2cDLOLiOda15+esc8GlAd1eE3WQvfcLCBCE/9LWQuiiRYs2FTY3/6ZNm5K0QJtetGhRvnxGo7qcQmWEJZUr3+rM6k9BARCL/6JFnpC+g3vcL9257I95U5NXr16dYZgyZUqyVqDTk/6V119/fa2rrrrqCf0/w886a4E42pGPZwAihvBx4UPO/u53xvMhfzanYbMaCJ2d4gBDEvYjOWxTy0d32BQG1z/WP5vQoCywAya7t9m46FPp5w4IBLmFblsrdJBvoRQQIByv1+F/99xzT/levXr1mTRp0lwd5k+cOHFBQQ3kb/z48TPatGnT9q9//etLOv+M5yNUKU+mYPnebI9rmXH1h7rnCPFflMhL0ge3aPIOuummm1wZhRtuuMGl73sw9fbsQQvEB3XY4shIgeCigW7X4Tqc86NTgvwF1vFfdbhLh2I6lNDhdR1K6lCqAAbyRf4g+8d0YA3+dTqck/AtwrD4HVc/Y/wyq/+iQ16T/nmHFox/06GSDh9JkHCRhKo63OE0cUEBA8TPsiImGyEgsZx5WQU1kD+IGpc+Fn6mbv1AmKItfk387NWfIsv5LjoUOtIXCASCCwHIkxnwhSEgxLNs3QfCdLbs9biddfyuRezk51wSFG4Y0h9drvRvsz2uUyPLlGo1OahcpdnBFYJmVaiAR0sgEAgElyJSd+5zzzXEH+JezIY+ziVB4QWkf4P32WK1JgeV3zMrOOhUmMeVzDueXKFcfX1NrH6BQCC4VDGvUqVb7F79s7XlP01c/YUdkD7zPO799zXXvFrpf3dXq/vIgx81eerx2h889JCdSZ8rL5FAIBAICjHYm19bg8bi15b/Ylz/ziVB4QTWPHM+/qvD/To8pMN9OrBa4yodBAKBQHApw9m5jzF+PtKzSJbzFXpA/Fj1LEtlhQohRxM/BQKBQHARwhnjd3buC14gY/wXBXDl+weBQCAQCFJh1vF73OYjPTosFOIXCAQCgeAiBpP5NOGzjt98lndGSMl/OJcEAoFAIBBcbEh19Tsf6dEW/xKx+AUCgUAguHgxNzT0P8zmT7X4XYv4Wp9zSSAQCAQCwcUGPsPL2L6x+D3uJbKcTyAQCASCixhmHX+Ia7Yzxr/kj6Ag9v8XCAQCgUBwMYJ1+3avfiz+eeXK3eJcEggEAoFAcLFhSUjIP8I8QXOsxT9TLH6BQCAQCC5epI7x2y17XYtlcl/uoJS6Soer8zDIBjwCgUAgyDukuvqDjKt/tse1iC18nUuCbCAlJeU6HWroUP+MkJRUPyUurn5SbOwZgXMpCQln3psuaNJn212BQCAQCPIOM9/SFr/HbVz9jPXL9/izD03Sf9GhkSZqrw3JcXHexAMHvPFr1njj5i/0xs6d640LC9P/53vjV6zwJu7b402OjUm7P0Bgj32BQCAQCPIWWPj2s7x8pGdqpTI3O5cEWcAZpJ+c7FUQvib1+IWa7EeM8Eb37uON6t7dG61DTO/e3tihQ71xWglI3LHDmxyjiZ9nhPQFAoFAkF9gOZ/dqx+Lf25o2f84lwTngCH9pKRGWPfJR8K98Rs2eGPDZnljx471xgwf6o0ZNMgbPWCAN4YwaLAh/dixo72xs2Z449as0grCPm9ytCb/xFTyT1bmV0hfIBAIBOcPZuc+j2tBqsXvXhwWGnqHc0mQCSD9pNOnGxl3/qJFmtSHaIu+pzdm8KBUYl+1yhu3bl1qwN0/K8wbM2SIN1pb/TGDftTHM4zVr2LjDOknCukLBAKBID9gNvBx1vHrsAxFwLkkyAAphw79JSkqslHcsmXeWG3NRzdu7I2qV9cb3b69N27KFG/ioUPeZG3FJycnexPDI71xM2Z5o7/9xhtZt643qn49b3TP7masPzkyUkhfIBAIBPkLM6s/JGimcfWHuJfOcLnudC4JAgDST9i1qxEu++jmzbxRVap4o0JDvdHVq3tjv/1WW/9LzNh9YmysN37FKm/s99+ba1Hly3sj39D3NWtm3P2Ju/Z4VWKiuPcFAoFAkL8wY/zOOv7ZIa5lspwvYxzSpH969epGuOqjv/zCG1Wrljf67be9MW63N7ZyZW/8N994E6dN88bPmOGN7dzZG6OVgujSpb3R+npUjere6NatvDEjRnjjV63yJodraz8+UUhfIBAIBPkLZvGHOcv5IP4/KsnOfYFwaPXqv5yaN6cR4/QxPXt6Y7p398a2bm0IP+6ZZ7xxJUt642rXNiFW/48pVswbE1TeG9PwU2+MtvpjBg82ln7crFnexA0bvMlRUUL6AoFAIMh/ON/jT/1IT0jwoplC/Gfh0LRpfzk1ZUojZuvHaos+btEib9ykCd645s28cc895427/XZv3F13pf7ecos39vHHvbH163vjtHUft2yJN26JDjynn48Pm+VN3nfAq44I6QsEAoHgAsDs1R/iSvss77TQ0v9yLgk0IP2YceMaxU6Z4o1ft8abGBnpTdy1yxs/ZLA3zu32xv39H964yy7zxhcp4o2/7jpj+cf36e2N37YtdZx/3z5j5TPrP27CeG8yM/mPHBHSFwgEAsGFgbNlb+rOfbKc7wz8SfqTzLh84pEj3sQ9e7zx2pKPffttY+XHX3ONN/6KK7zxt2gFIDRUKwRDzD3JmvT5jWO8X5+LmzDBm6wVBiF9gUAgEFxQmI/0OBv4sIOfTO5LhXHvT5vWKFZb6ZA3a/XjtdUf17atN7Z0aW9c0aLe+P/9zxv/3/9qBUCHEiW88S1aeBNZzrdmjdmWN27aFG/s6FHeOOPe3yfufYFAIBBceMwIKenn6nctlnX8qRP5Ti9a0Ch21ChvbL9+ZiJfTPPm3hhPaOr4ffHnvLFvvOGNeyPUG6f/x+lzuP1jv/xC39/HGztqhDd2vKMwrFll1+sL6QsEAoHgwoPP8GriT/0sr8e9dFbFCnc5ly5JpC3ZGzLYG60t+Kj69b3RNap7Y8qX98aWLeuNY9KeVgbifxzgjf/iC+Pej9XXolm6Vzd1E5+YEcO1xb/MfKQnOS5WSF8gEAgEBQeps/rd84yrP8S1imPn0iUHsznPxo1myV50sy+9UR/W9kbrEFP3Q2+sVgKYpc/X9hK3bPHGM0uftfooBtWqeaPefdsbpRWBmKFDvYnbtpgxfpUs6/QFAoFAUMAwPyjo75r0ZxiLP8S1cn7e7dx3WWEKR9av/2vC/v2NcM/H9OyeSvyNG2urv7n5qp5x22/aYmb0szyPCXvRrVp5o+rVMyG687f6nmne5PAjkL0NgUj/simusk/N9gQ1mREUVIrj1NMCgUAgEOQDpmHxe1yzHIt/2cygnK/jb9Wq1eXLli17av369d03btwYtnnz5vWFIWzbunVj+MGDh8K3bz96ZNnSA4d847ce7ttncoS35bcQupmVP2VS6gz90aPNJ3ajmjXzRn35pdmch7X9KAR8pS8T0r+sc/Hi/5rtcW3VIXGyq8J3+txVqZcEAoFAIMgnhHk8N/mN8a9YEBx8m3Mpy9CEf/XatWubaRI9vWXLFlWYwrZt29TRo0dVhA5H9+xRh1euVAdmzlAHxo2NPNq/X7/YAf008Q825B874EdD+tG4+Pv188aFhZkP8rDnvh/hByL9Kxo88UTRWZ6gw8PLlBz1xK03P6TPXZt6SSAQCASCfMS8cuzV7zYf6ZnjcS+Z6/H817mUFVy+fPny2prwEwORakEPkP7hw4fVkSNH1BH9e2jnTnVw3Tp1cOUKdXDpksjIKZNax06Z0uCMMG1ag9hFixok7NvXIOn06QYpKSlnBE361zt1Y3Hlew8++PBMd9CRX0u9NkQf41G52lwRCAQCgSC/YT7L++fkvmUcO5cyw2Xvvvvu3zZu3LgjEKFeDEErNC11Oa9MLW6OcWXVBx54BNIfUbbkT/r47zpcbq4IBAKBQHAh4EzuC3OIf3lYaLlz7dx3xejRo0tn18pftWqVeuedd1TlypXVW2+9pQYOHBjwPv+g01Dfffed+Q10/XyFdevWrdDlxHLPzcS7NNIfVabUQH38Nx1kIp9AIBAILixYx59G/B7XounBpTIb479q/Pjx1TURpwQizIzC4sWLDdlPmTJF6edVhQoVsKjVxo0b1dKlS9WaNWvMfRC8Peb/u+++a+6z1zUhqyVLlphf+5+wdu3atLhQMHiWX57NrtKg492ty3mzDrmxzIX0BQKBQFAwMSMk5B92y97ZHteyTNbxXztmzJiPApFlZgHSh+h/+OEH1a1bN1WqVClDyvXq1VOvvfaaCgoKUn/88Yf65ptv1EsvvaTKli2rVq9erV599VVzjXvmz5+v3G63+V+lShX1448/qpIlS6rbb79dderUSX344YfmmOuzZs1SL7zwgnrvvffUhg0bAuYpo6BJf48uJ+W/wpQ4Z8gR6aekpFTQwZM+JCYmemLDwz2HN2zwHFi5Uv+u8Zw4cMCTePr0Wff6BdIUCAQCgeBs8DU++z1+ZvWHecre7Vzyx3W///573UBkmVmA9CHzzz77TD344INq1KhRhtT5X7NmTVW+fHlD+JA5FjsKAb8ej8dY+R988IGaOXOmatCggQoNDVUPP/ywuT5s2DBVp04dQ+w8zxBC0aJFlc6j8Sxs2rQpYH4yCw7p852CfCd9pdRxHdKQnJSkYllpsGWzOrxmtTq0epU6tGqlCRyHb9ygYg4eUEnx8c4Tf0KT/iNOtAKBQCAQnA0+yhPmfI+fDXymn72c77qRI0d+HIgsMwuQPpY4/3/99Vf1/vvvG5f8K6+8ogYNGqQ6dOhgzr/xxhtqxYoVhrR5Bvc+xA3Z9+vXzygIkydPVi+//LKaMGGCIXbuX7lypfEIYOHjDeD5GjVq5Gg+QEEh/fiTJ1W4Lrsl+czCkXXr1Kljkc6TqRDSFwgEAsE5MS44+IYwZzlfmMe1xu7cpzRp/adIketzQvqMrbdp0ybt+Ouvvzak3bdvX+OGZ4LfsmXLlM/nUy+++KKqVauWGbNv1qyZIf2OHTsaQsfKZ2gAj0CjRo3U008/bQIKRcOGDdXzzz9vFAE8CS1btiy0pB8XFZVq2Qcg+MxCzKGDsD1RCOkLBAKBIGuYXK7cLZrwp5vJfSGuZXykJywk6JPfy5WqkBPSL0zhQpN+wqlTmvDXBCR1wpG1GV87tGqVOhWZavEL6QsEAoEgy5haqdLNsz1prv6d+jdxmrvCYCH9LCFHpJ+clHQ8cuvWAGSeGqJ27VRJCQnaoj8U8DrhyNq1KlnfI6QvEAgEgmxhCbP6Q1ybUy1+M7P/4LghQ74IRJYXS7iQpB93/Phx/8l66cOJAwcgcxUXdSzgdRtw82dG+vrabTo8LEGChMIflFJ36yCbfwlyjcvmhro+mONxxVnS1/+TZnXuPDIQWeYkfP/992rOnDkBr2U1jBw5Ug0dOtT8X7hwoWratGmOxvJtuJCkH7V71/FAJE7A5R++aaM6vmfPOSf4Rejyx8fEBCR9LSTcOhzRIXXwXyAQFGrorhytQyOniwsEOQMT9+Z6PC+EeYK6z/G4N4WFuFMg/gVffxW5JRukygS8IUOGpG2UM3r0aBOYoDd37lyzJI9NdSBuJvKxXG/atGlq0qRJ5pc4Fi1aZGb3cz/HrNkfPny4WQHAs8z012StevToYeIh7tmzZ6vp06erMWPGnJGfc4U8Iv2r3rn//kdnBmeP9A+vX5ch6cccdCbp6ZBw8qQ+l7FH4PDaNSpy+/aMSP93R1acgaSkJLV9+3bn6E/s0UpGWFiY2rt3r3PGCBlTV7wPPl50LnA/7z4QwsPDzQZLpJ9T7Nu3T53UdZKbOCz4JkNUVJRzlDscOnTIxOePAwcOqGPHjqmtW7eaesmLPKeHjTs3IO8RERHOUcFAcnKyKRft9HzUW2GGrpu1ThcXCHKPBcHBN8wOcZWYHhzUe07N9w9uXr/+LLIMFCAL1tqzfp4Z9wMGDFDlypUzx3369DGz89mhz+VymeV49957rxo3bpzZlIdlfczkR2moWLGiqlatmlniB9GUKVPGXPd6vWZL3969e5v1+twTHBxsjlkBwBJAlveNGDEiYP4ChTwg/cunBpWvPcsTtCfM40oaVabkAH0uS6SviTxD0j+2Y7tKPB1nOvi5SN9cW706I9KfbCJJhxMnTpgVEf5geSSrIb766iv19ttvq4kTJxqhy54I7J3Aed4NyyYzA8K6du3aztGZYIMmlLXExETnTPbBxk779+83qzxIKzf47bffjMKYF+jatav5uJM/aPfsOcHqFcgLhTgvwfuhTnNbD4MHDzZKeEECedq1a5dplwkJCc5ZAdDvfYPTxQWCPMV1IwYNqrdFW9KBCDN9QBhDvBAxhA2hP/vss6pEiRLGcof0WX/PcjvuZykf96AgsOEOrnqOIfiQkBB13333mXX97MBn04D02eUPUsKaxMWPAoDgmzdvnlE0unfvnnb/uUIekP7Vg197rfaECmXXzPa4EkaUKZllS//Q6oxJ/9DKFSpWW8UgP0gf8oCoY2JizDHXeQ+7d+9WX3zxhbkOsPR5zxa8H/ZM6Ny5cxrxWNLnGd559erV1bfffmuUhbvuusvci8fmzTffNO+OOImH/KDIRUZGqhkzZph29Pnnn5u2gUcHaw+FgSWatCfiQkkEXGP4iGWepBMfH6+aN29u9nGgTaEkoLRwHc+ThSV9hp1ou5988omKjo42RI1yShzEBVBUqAuUWOoFpYh2x72kzaZTKLWUmzzShqtWrWquo5iyjJUlpxAZeSFv3B8bG6saN25s7qc9A3sPCpddvsqy1NOnTxvLnry2atXKlJv3RL5Rik+dOqV69epl8kJfI20UbwLKMMfUK+mRLkRPusTBf7xp9C32vaDO2BMDRY9yUi8ATw31FRcXZ5bhWpAv3ikKIh4P3intyXrnLKgLNu6iTfCfZ3jnvDdkAW2HtFneW7duXdW/f3+zpTceQMpPG8C7x74etBfq6lKDbmNC+oLzgmxtzsO2u3RmOjKkj5BBAGGRsTYfUuccJMEv2+gikOm87LjXokULQ9p4C9DyH3vsMXOd7XURoghWSJ84EUTc065dO/Xll1+aDX0WLFigfv755/wkfYid7+bf+eJtt7mnuStEjCxb6kd9nCXSP7JxQyakvzLLpH9k3VoVs3dvrkgfSwoB6w8EPeT7yy+/mGPI8tNPPzWEC7FB7hA41ixkRpzAn/R51wwZQH64j9ljAfLgnSKsGZLhHUKmkBsCHSKEsCANFEZIA1JjyAGiQ+njHHFBAgDCgKAhC9oB7YZ2wHACJM1wE8oH7nZIjbwBSJ8yco5hA8rIc5AghEZ7wz0PGDriHO0GcqQ9cg5vFJ4rlE7IkmuUD6sfpQaipS4hS+qLtkwbRtnBswKZ0ebHjh1ryg6IgzZNXVGHU6dONUoD5aLcfDKafEOqKA/0H+qcvPHhKuqRfSwgZhQUyJHy2XrFu0Y9kT6ufd4rcVMO4uYaCht9sm3btuYZ3iOgXNQ1w3HMsbHgvfAeaR/kh+epO4bu/L0IlSpVMvmkjiFz+jx1wvvZsWOHUcJQYEiX4UDaKb8oQNQxfZyyovTz3pE59n1eKtDlFdIXnBdki/TpgPXr1zeWPJ0W7Z5jBB8CCpLGkkGAIBSxOBByCE80d1yfCFAEDc9A5lgaPXv2NAIBAYEA4RnIAosCIcNGP1gDpI9wRHgGyl+gkAeWPp/lvan0nXe+OCM46Gh2SP/43r0Zk74O/qR/eHXGm/ew7E9bo3li6UOSgF/qHKJFqKIU8B9itkKWOFC+sMKxigOR/scff2yOsVohfcgba5T3i5UKEUEOtBfIh3YCadA+fvrpJ0NCzPvAdd6+fXvTfiBl2gVti7gB7QblhDTJK+0BguCYNsL/Ll26mGMI2D4H6dOuyA/nsFYhG4iPPGMx09YA+YEMiQOrH+UWMsLi5z7K+tFHH5l2T5m4D0XYkj55howhXhsP7wBFhV0lqW8UFDwLkD6KAXMXIG8UMsge8iQd0idQh7Y8kCL1QByUizyhFKA8kDbxkoatV8gVsicfECkKDO+NOHn/Nm/UO4oF/dcCrwP5wEK3QIlB4cArQZ/GS8M5FAN/0qeOyDtxoEBQv8zZsWkfPHjQ9H08AfRR8kHb4hyygTZD3ycOlCLKZ9/npQL9zoT0BecFOdqGN7PAHvyM0UMSCCVNugHvy6+QB6QPuV/9ZtGij2d3Il98TMzxwxks2YvWgi3FCjItlOO0xYTL/6x7HY+AFgLZJn28MRAEARLCEsXVyzFkbl2yfOwIa5PzeGwQ0ABCsh9EYijGKgwI4MxIH2GNxQs50A4gen/SR4kgTqxvvD1M5MRSL126tCEuSB+yJY92PB7y4X5cxcQNMdDOiAdCR6nMiPSJAzLBZc6HorC8ITri4pwdzsDSpR44Rx1Y0ofYbH6x9MkL5eQcngpL+ng22GGS+PnIFNet1U6c1C+KDPVjSR9QdzYvKLi8D/5TfkjZn/R5j6+//rp5T3yzAs/Io48+auLGo2Lz+fjjjxsFAULlHM9AzCgptAEUcix/rHAscwLHFrwnPHTUpwWKC3kibZQIAvXFs+cifZ5FUSBtFAwUMYwDa0QwFIF3ELKnrFwjj3hI+CYHnh9ky6UCXe9C+oLzgjwnfQIWOWOCdNJA1/Mz5AHpg5xtzpOcfPz47l1nE7kOLNVL0ILOBj7EE4j0j65fr1K0daSFQEakP9GRE2cAwQlh4PolQODg+PHj5tiO31pAZJAe1/3BeeKB8BHkFtYCtL/MkCdNe4xFx3MQJsRBvJzDHY2Ax0LFs8D9eAa4ZmeXo7BgzXPNehcA/3nG5oM0OWYIgHO2TDYPgLRIk+soCjYN69mwiowF7mqGCCgL6dnxfvJLvREfIE3i437iJ03KiRXLMzZv9nmu+x+Tvi0b/23eiINA3dlhB1seykc5yDPp8Msz9h0zzp6+XknP5pNjykX5uJd07HuCnDkGlA3FDKL2B8+SLsob/+2z5Iu4LWx+079ze79tE+SNuMibPbYrLTgmnzZfPO+fxsUOXWYhfcF5Qa5IHyueMdL057EocROnPx8oYGXh0vc/hzWD9YSbn0lejB/6X89OuJCkr/vucXbTC9+w/iwyz2o4sn6d8QhoIZAR6bdJFRMCQd6AcXe8D5cSyRY06H49xuniAkGeIlekjxsTt2L684zx4YpMfz5QYHJQegWByVW4X3HN4qJkzNb/enbChSZ9OnCiFp5HteISiNTPGRir1VZ6RqSvo79aX3tHh08kSJBwUYTaOtzsdHGBIE+RI9Jn/I718owVQvqQP2N1fGMfovYnfSx1xviYrMTYHJO4uJfP7zLmV6xYMbO8iJm6jKE+99xzZiwP0sfaYCz29ttvN5OQmOzELPImTZqYMdz0+QoUCgLpA76Rz177AYk9XeC7+lj4Zka/Jn325tdCICDpCwQCgUCQVWSb9CFbyB4LnMlO/GfWLRObmJjEJB0m5FjSRwnAUmd2sZ1IxNIkJgqxrIiJRExi4hmeZSY3y4WYlMSkHib8EDdjjFY54DyboaTPW6BQUEjfAqs9mrHkTRvTPrfL71GtHKEU8Ble487XgbH+k4zTpo5rCukLBAKBIFfINukzvs6sXmZbM+7OTGGW1LAe2C7fQxmwpM8yPax6lAVmi7Pmm+VW7MJVvHhx8ywzovEOoEDgGWD2tj/pM0OcZUjEQ5xY+lndjvdCkr4maj6Ec3ugEBsRcXvEli23R6xaZX45DnSfDVpfuMqJViAQCASCHOG6YcOG1dbWc0ogwswoQNrspsVyLEifdcwsXWKbXaxxf/c+ygHuetz7ELklfbvBCe58llHZtc/cx/IiS/qsvyYthgW4j+ssGcrqygBN+rt1OS8I6QsEAoFAUJBwbadOnTzaCk8MRJiZBTur3s6s53f9+vXG/U7wH3Pnv73Gf3uNY87bOPyPuceeJy37HNft81kJKzR0Of+lg5C+QCAQCC5pXHPbbbfdr63m3YEI82IIY8eO7aLL+U8dcvN9aiF9gUAgEBR6sMXsf7p169ZUW9UJgUizMIelS5duL168+Au6jJC0kL5AIBAILmlAhDf85S9/eax3797frV279kQg8ixsYfPmzcmLFi3aXLFixSq6fHfqcDWFzQXSSH9s+TIjGz/22P/pc7lRIgQCgUAguCBgVjhj3k+VL1++xsCBAwdPmjRpjg5zC2MYP378jLZt23a86667yusy3afDDTrklqCvLHnbbfdNd1fYNSfEraa6y3fnXOolgUAgEAgKF7CE/6EDJPmsDiV0KFkIw2s6vKzDkzrcpQOEn5sJfBbE8a83/ne357sXnuvQ5pmnXPqYT+4KBAKBQFDowPg0lutfdGD7x1t1uF2HOwpZuE0HvBY36gAp55ULnnj+qsPdOjykA+lco4NAIBAIBIUWkD8EhwJQWANWOeXI64l2xHudDpA/vzKmLxAIBALBRQyrFOW1QiEQCAQCgUAgEAgEFxpFivw/BqQCulbml7EAAAAASUVORK5CYII=" 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<span style="font-family:Arial; font-size:8pt">Aunado a esto el Instituto implementó mejoras en su canal electrónico mediante la aprobación del coordinador, validación de gestiones, estrategias </span><span style="font-family:Arial; font-size:8pt; font-style:italic">push</span><span style="font-family:Arial; font-size:8pt"> exitosas y no exitosas. </span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">La geoposición también ha abierto la posibilidad de asignar la cartera a los despachos de acuerdo a su geolocalización, asignando cuentas a través de polígonos, lo que permite que las cuentas a gestionar se concentren en posiciones cercanas a los centros de operación de dichos despachos, mejorando la distribución y logística de asignación de cuentas a ser visitadas, y disminuyendo el número de casos que no se gestionan por los altos costos que generan cuentas que se encuentran dispersas.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza Especializada</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Especializada se dedica a resolver definitivamente la situación de los créditos, bajo las siguientes alternativas: Procesos de cobranza judicial o Castigos de cuentas irrecuperables. Esta cartera tiene las siguientes características: ya pasó el proceso de Cobranza Social, y en general tiene más de ocho meses sin pago, las viviendas pueden estar abandonadas o invadidas, y en algunos casos no se cuenta con evidencia física o jurídica de que la hipoteca haya sido inscrita en el Registro Público de la Propiedad, o bien, no se cuenta con el instrumento legal que formalizó la operación.</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Especializada tiene las siguientes características: es posterior al proceso de Cobranza Social y en general se inicia transcurridos más de ocho meses del incumplimiento de pago. Asimismo, las viviendas pueden estar abandonadas o invadidas, por lo que la Cobranza Especializada se dedica principalmente a resolver de manera definitiva la situación de los créditos, con el objetivo de diagnosticar y canalizar de forma adecuada una solución bajo las siguientes alternativas: </span><span style="font-family:Arial; font-size:8pt">procesos de cobranza judicial, cobro extrajudicial a través de la mediación o a través de algún órgano conciliador, ejecución de sentencia, tercería o integración de expedientes o quebrantos.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza Judicial</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Si a pesar de los procesos de cobranza mencionados anteriormente, la cuenta continúa sin reflejar pago, se da inicio al proceso de integración del expediente para demanda que es canalizado a despachos jurídicos externos, quienes se encargarán de realizar la cobranza judicial.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante la cobranza judicial se busca solucionar los asuntos en el menor tiempo posible, para lo cual se ofrece al demandado la posibilidad de firmar un convenio judicial con el apoyo de una reestructura, antes de llegar a una adjudicación del inmueble. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el segmento de Cobranza Judicial se prioriza el cobro del crédito a través del ejercicio de acciones legales ante autoridades jurisdiccionales para requerir el cumplimiento del contrato de otorgamiento de crédito y la obligación de pago a cargo de las personas acreditadas, o bien, la recuperación de la garantía hipotecaria constituida a favor del Instituto, una vez agotadas todas las gestiones de cobro en el segmento de Cobranza Social.</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Judicial permite al Instituto garantizar la rentabilidad del Fondo Nacional de la Vivienda para los Trabajadores mediante la obtención de recursos económicos e incorporación de bienes inmuebles al patrimonio del Instituto</span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_240">,</span><span style="font-family:Arial; font-size:8pt"> lo que permite la continuidad de sus operaciones.</span>
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<span style="font-family:Arial; font-size:8pt">El proceso de Cobranza Judicial inicia con el traslado de las cuentas de la Subdirección General de Gestión de Cartera a la Secretaría General y Jurídica realizando la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">transferencia de manera automática, acreditando la transición satisfactoria de los créditos. Para que un crédito pueda ser asignado a un Agente de Recuperación Especializada e iniciar las gestiones tendientes a su cobro por la vía judicial, deberá contar con el Dictamen de término de Cobranza Social.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Identificación de créditos</span>
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<span style="font-family:Arial; font-size:8pt">Para garantizar una Cobranza Judicial Efectiva, es necesario analizar la situación del crédito y su garantía. Para ello, son considerados créditos susceptibles para ejercer su cobro a través del</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">proceso de Cobranza Judicial los que cuentan con las siguientes características:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Infonavit / Bursatilizado (CEDEVIS):</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_248">C</span><span style="font-family:Arial; font-size:8pt">réditos que hayan sido objeto de un dictamen de término de Cobranza Social emitido por la Subdirección General de Gestión de Cartera y haya sido remitido a la Secretaría General y Jurídica para el inicio de las gestiones de cobranza judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Cobranza Dual:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Como mecanismo excepcional, para la atención del portafolio que haya sido transferido al segmento de cobranza judicial previo al inicio de emisión del Dictamen de Terminación de Cobranza Social y no se encuentren perfiladas para ser demandadas de forma inmediata, </span><span style="font-family:Arial; font-size:8pt">podrán ser susceptibles de soluciones y productos del segmento de Cobranza Social en tanto no se presente la demanda ante órgano jurisdiccional competente </span><span style="font-family:Arial; font-size:8pt">con las limitantes en la Política de Cobranza Judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio financiado con entidades externas al Instituto:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Los créditos que pertenecen al pool “Infonavit Total” y se encuentren vencidos, se pueden asignar al segmento de Cobranza Judicial con más de </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_249">2</span><span style="font-family:Arial; font-size:8pt"> atraso</span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_251">s</span><span style="font-family:Arial; font-size:8pt"> para créditos especiales, </span><span style="font-family:Arial; font-size:8pt">y </span><span style="font-family:Arial; font-size:8pt">con más de 4 atrasos para los demás créditos.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Segregado: </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_254">C</span><span style="font-family:Arial; font-size:8pt">réditos segregados del balance general del Instituto que realiza la Subdirección General de Gestión de Cartera conforme a la normativa aplicable, que se encuentren reservados al 100% con 48 o más atrasos (tomando en cuenta el monto de reservas por Riesgo de Crédito, Riesgo de Extensión y complemento al pago).</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Fideicomitido:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Todos los créditos que se encuentren en el Fideicomiso irrevocable número 80537 denominado Infonavit Cartera Vencida I, así como en el Fideicomiso irrevocable número 80560 denominado Infonavit Cartera Vencida II, sin distinción de estatus y retrasos.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Figuras legales en la cobranza judicial</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Judicial se implementa con apego a los derechos establecidos en los artículos 14 y 16 de la Constitución Política de los Estados Unidos Mexicanos, así como a lo señalado en el artículo 8, numeral 1, de la Convención Americana sobre Derechos Humanos, y en el marco de los siguientes puntos:</span>
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<span style="font-family:Arial; font-size:8pt">Respeto irrestricto a los derechos humanos de los y las acreditados, derechohabientes, sus beneficiarios y terceros que sean partícipes en la recuperación de la cartera hipotecaria.</span>
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<span style="font-family:Arial; font-size:8pt">Ejercicio de la función conforme al marco normativo vigente aplicable al orden Federal y/o Estatal correspondiente.</span>
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<span style="font-family:Arial; font-size:8pt">Observancia de los principios de legalidad, honradez, lealtad, imparcialidad, eficiencia, diligencia, economía, disciplina, eficacia, integridad, igualdad, objetividad, profesionalismo, rendición de cuentas y respecto, por parte del personal del Instituto dedicado a la Cobranza Judicial, así como de los Agentes de Recuperación Especializada.</span>
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<span style="font-family:Arial; font-size:8pt">Prestación de servicio alineado a la vocación social y atención al servicio que presta el Instituto, cuidando que todo contacto con los y las acreditados, derechohabientes y sus beneficiarios se realice con un trato empático, guiado por el respeto y compromiso con los derechos humanos y perspectiva de género.</span>
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<span style="font-family:Arial; font-size:8pt">Contratación de Agentes de Recuperación Especializada con capacidad técnica y jurídica para el establecimiento de acciones legales de recuperación, y personal del Instituto capacitado para la supervisión de la estrategia de recuperación judicial.</span>
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<span style="font-family:Arial; font-size:8pt">Establecimiento de esquemas de pago de honorarios a Agentes de Recuperación Especializada, sujetos a criterio de avance procesal efectivo, y distribuido en forma tal que conserve el incentivo de dar continuidad a las etapas procesales hasta su conclusión, a la vez de prever la aplicación de sanciones en caso de incumplimiento o malas prácticas.</span>
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<span style="font-family:Arial; font-size:8pt">Con el objetivo de garantizar una Cobranza Judicial efectiva, dentro de dicho segmento se identifican las siguientes figuras legales, mismas que confirman la finalización de las gestiones de cobro en esta etapa o bien la formalización de un producto o solución:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Remate: </span><span style="font-family:Arial; font-size:8pt">Se deriva de la ejecución de una sentencia judicial a favor del Instituto, o de un convenio judicial incumplido en términos de la cláusula de ejecución, mediante el cual el Agente de Recuperación Especializada solicita a la autoridad jurisdiccional el remate de la garantía hipotecaria conforme a la legislación correspondiente, permitiendo que el bien sea ofertado en subasta pública y en caso de que se presente un postor tercero y su oferta sea financieramente viable respecto del adeudo, se le adjudique la propiedad del inmueble, liquidando directamente el saldo del crédito con el pago de dicha operación.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Adjudicación:</span><span style="font-family:Arial; font-size:8pt"> Se deriva de la ejecución de una sentencia judicial a favor del Instituto, o de un convenio judicial incumplido en términos de la cláusula de ejecución, mediante el cual el Agente de Recuperación Especializada obtendrá la propiedad de la vivienda a favor del Infonavit, una vez haya concluido la etapa de remate. Posteriormente, dicha adjudicación se debe formalizar mediante escritura ante Notario Público, quien además coadyuvará en los trámites para su inscripción en el Registro Público de la Propiedad correspondiente a favor del Instituto. En el caso de adjudicación por proceso judicial, una vez dictada la sentencia a favor del Instituto, el agente de Recuperación Especializada se hará cargo de gestionar los gastos posteriores a la adjudicación (costos de disposición) para sanear la vivienda y formalizar la escrituración ante Notario Público, los cuales podrían ser pagados directamente por el Instituto a los organismos públicos o privados involucrados en el proceso de escrituración según la legislación local aplicables que se encuentren registrados como acreedores del Instituto o bien serán reembolsados en caso de haber sido cubiertos directamente con los recursos propios del agente. Posterior a la adjudicación del inmueble en favor del Instituto, se realizan las siguientes acciones:</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Se efectúa la formalización de la adjudicación de la vivienda a favor del Instituto, mediante Escritura Pública, debidamente inscrita en el Registro Público de la Propiedad correspondiente.</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">En la fecha en que se registre en la contabilidad un inmueble adjudicado a favor del Infonavit, el saldo del crédito se debe dar de baja de la cartera en el Sistema Integral de Administración de Cartera Hipotecaria. </span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Asimismo, se deberá efectuar el registro del alta del activo, registrando los gastos que se erogaron derivado del proceso judicial y de la escrituración de la vivienda en el momento que las disposiciones aplicables al Infonavit lo establezcan.</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Una vez formalizada la inscripción de la vivienda adjudicada, debe integrarse el expediente completo de la formalización de la adjudicación para su entrega al área de Regeneración de Vivienda, para su comercialización dentro de los programas autorizados para este efecto.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Dación en Pago: </span><span style="font-family:Arial; font-size:8pt">Es el pago en especie que el acreditado hace al Instituto, a través de la transmisión de los derechos de propiedad de la vivienda, formalizada mediante escritura pública debidamente inscrita en el Registro Público de la Propiedad correspondiente; incluyendo los derechos de propiedad del Inmueble, a título de liquidación, tanto del saldo insoluto del crédito otorgado y sus accesorios, así como en su caso, de los gastos causados por la cobranza del crédito, extinguiendo el contrato de crédito y sus obligaciones.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Entrega de vivienda con poder notarial: </span><span style="font-family:Arial; font-size:8pt">El acreditado suscribe un poder notarial irrevocable a favor del representante legal del Instituto, para actos de dominio en relación con la vivienda, por el cual concede la facultad de poder enajenar en su nombre y representación la vivienda, y con el producto de la venta liquidar el saldo que se tenga pendiente a la fecha.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Reestructuración de créditos a través de convenio:</span><span style="font-family:Arial; font-size:8pt"> Consiste en un documento legal mediante el cual se modifican las condiciones del contrato original de crédito.</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio Privado:</span><span style="font-family:Arial; font-size:8pt"> Documento que se formaliza con la finalidad de regularizar el adeudo antes de iniciar el proceso judicial, a través de los productos aprobados que se encuentren disponibles conforme a las características del crédito;</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio de Justicia Alternativa:</span><span style="font-family:Arial; font-size:8pt"> Documento que modifica las condiciones del contrato de crédito antes o durante el proceso judicial, debiendo estar inscrito y avalado por la autoridad del Centro de Justicia Alternativa o análogos en cada Delegación Regional; dependiendo de cada legislación, su incumplimiento puede poner fin a la controversia y permitir acudir a la autoridad jurisdiccional para solicitar la adjudicación directa de la vivienda sin agotar el proceso jurisdiccional.</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio Judicial:</span><span style="font-family:Arial; font-size:8pt"> Documento, que se formaliza en caso de que la o el trabajador derechohabiente acepte el producto de solución de cobranza ya iniciado el proceso judicial, desde la presentación de la demanda hasta antes del dictado de un sentencia definitiva firme en favor del Instituto y es ratificado ante la Autoridad Judicial con el propósito de hacerlo exigible entre las partes involucradas a través de la inclusión de cláusulas que ponen fin a la controversia sin necesidad de agotar de nueva cuenta todo el proceso judicial.</span>
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<p style="margin:0pt 0pt 0pt 86.2pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio en Ejecución de Sentencia:</span><span style="font-family:Arial; font-size:8pt"> Es el documento que se formaliza en caso de que la o el trabajador derechohabiente acepte un producto de solución, durante el proceso de ejecución, habiéndose dictado previamente una sentencia definitiva que condena al pago y que debe ser ratificado y aprobado por la Autoridad Judicial, permitiendo de manera directa continuar con el proceso de ejecución en caso de incumplimiento sin necesidad de agotar de nueva cuenta el proceso judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Liquidación: </span><span style="font-family:Arial; font-size:8pt">Pago del total del saldo insoluto del crédito otorgado por el Instituto por parte del acreditado o actualización de un supuesto de liberación por autoseguro, defunción o invalidez.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 44.68pt; text-indent:0pt; text-align:justify; padding-left:9.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Castigo de crédito:</span><span style="font-family:Arial; font-size:8pt"> Determinación de incobrabilidad del crédito conforme a los criterios determinados para ello. </span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">También son consideradas como soluciones legales aceptadas, que confirman la finalización del cobro de un crédito, aquellas aprobadas por el Consejo de Administración del Instituto, así como las que se encuentren establecidas en el marco jurídico Federal y/o Estatales vigentes aplicables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Obligaciones de los Agentes de Recuperación Especializada</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los Agentes de Recuperación Especializada y su personal, en términos de los instrumentos contractuales suscritos con el Instituto, se encuentran obligados a:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Contar con licenciados en derecho, abogados y personas con carta de pasante de derecho, expertos en la materia de seguridad social, tener un dominio de la legislación aplicable al Instituto en materia de Cobranza Judicial y las etapas en que ésta se puede desarrollar.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">En caso de requerir la prestación de servicios por parte de terceros, tales como, valuadores, peritos, dictaminadores, especialistas, o cualquier otro, con motivo de la implementación de las estrategias utilizadas al amparo de las presentes Políticas, deben cerciorarse de que los mismos cuenten con los permisos, certificaciones, autorizaciones o registros vigentes, así como los conocimientos necesarios en la materia de que se trate.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">c)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:Arial; font-size:8pt">Hacer del conocimiento de forma oportuna de las y los Acreditados, preferentemente de forma presencial, las diferentes soluciones y mecanismos existentes para que estén en posibilidades de conservar su patrimonio, o por mecanismos que acrediten la correcta y clara transmisión de la información.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">d)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Cerciorarse fehacientemente que están tratando con la acreditada o el acreditado como paso previo a divulgar información sensible con respecto al adeudo y la potencial solución, congruente con las disposiciones en materia de Transparencia y Protección de Datos Personales.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">e)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Toda comunicación que se tenga con las y los Acreditados deudores debe sujetarse a en términos de los Lineamientos de Servicio en materia de Cobranza de Créditos.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">f)</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Abstenerse de toda conducta de intimidación o engaño en contra de la o el acreditado, así como actos que tiendan a discriminarla, desmoralizarla, acosarla o provocar cansancio a través de la intensidad y frecuencia de los mensajes, llamadas, actos que tiendan a criminalizarlo o exhibir su conducta de impago con su comunidad y entorno.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">g)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Abstenerse de recibir dinero, dádivas, privilegios o cualquier otro tipo de beneficio propio o en nombre del Instituto.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">h)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Conducir su actuar con apego a los Lineamientos de Servicio en Materia de Cobranza de Créditos Infonavit, así como a lo descrito en la Carta de Derechos del Acreditado y en apego al Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">i)</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Atender a las Trabajadoras y los Trabajadores Derechohabientes, a sus beneficiarios y al público en general, de forma íntegra, amable, respetuosa, eficiente, oportuna, responsable e imparcial, de conformidad con el Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los Agentes de Recuperación Especializada atienden a los acreditados derechohabientes y sus beneficiarios con base en los Lineamientos de Servicio en Materia de Cobranza de Créditos Infonavit, así también, conforme a lo descrito en la Carta de Derechos de la persona acreditada y en apego al Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Evaluación de desempeño de los agentes de recuperación especializada</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Para medir el desempeño de los Agentes de Recuperación Especializada, el Instituto cuenta con indicadores que permiten identificar la eficacia, constancia y apego a la normativa de la gestión de la Cobranza Judicial que realizan los Agentes de Recuperación Especializada.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Se analizan métricas mensuales como los avances en las etapas del proceso judicial, soluciones colocadas y firma de convenios, entre otros conceptos, que permiten comparar y generar competencia entre los Agentes de Recuperación Especializada y así tener una referencia de su desempeño en cada región, zona o Delegación Regional, conforme se establece en el Método para el cálculo del Ranking de Agentes de Recuperación Especializada.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">El Ranking arroja el número total de porcentaje de efectividad de los Agentes de Recuperación Especializada, que sirve como insumo para la asignación de cuentas a éstos.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Aspectos Legales del Cobro</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los ordenamientos legales que regulan la ejecución de garantías para los adeudos por Créditos Hipotecarios en México y del INFONAVIT, además del contrato de crédito con garantía hipotecaria, se indican de manera enunciativa más no limitativa a:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Constitución Política de los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Ley del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Ley Federal del Trabajo.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Estatuto Orgánico del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código de Civil para la Ciudad de México y Códigos Civiles de cada uno de los Estados de la República Mexicana.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código Federal de Procedimientos Civiles.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Códigos de Procedimientos Civiles de los Estados de la República Mexicana.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Disposiciones de Carácter General aplicables a los Organismos de Fomento y Entidades de Fomento</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Política de Cobranza Social.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Políticas de Cobranza Judicial.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código de Ética del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Manual Institucional de la Actividad Crediticia.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Lineamientos de Servicio en materia de Cobranza de Créditos</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Seguros sobre los Inmuebles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador, por cuenta del Deudor Hipotecario, estará obligado a mantener con respecto a cada Inmueble, un seguro contra daños que cubra los daños que pueda sufrir el Inmueble respectivo (incluyendo, entre otros, daños por incendio, terremoto, movimiento de subsuelo, explosión, inundación, erupción volcánica y caída de aeronaves) que señale, con respecto al pago de la indemnización total bajo dicho seguro, al Fiduciario por cuenta del Patrimonio del Fideicomiso, como primer beneficiario.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Los riesgos cubiertos, el monto de las coberturas y los términos y condiciones de dicho Seguro deberán ser, en todo momento, iguales o mejores que aquellos que apliquen a los seguros contratados por el INFONAVIT para la cobertura de los inmuebles que garantizan su propia cartera hipotecaria. Cualquier pago relacionado con indemnizaciones parciales bajo dichos Seguros (por daños de menor cuantía a los Inmuebles) deberán ser aplicados a la reparación de los Inmuebles de conformidad con las políticas y procedimientos vigentes del Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los montos que por concepto de indemnización total sean recibidos por el Administrador bajo los Seguros sobre Inmuebles descritos con anterioridad, deberán ser depositadas en la Cuenta del Fideicomiso hasta por el monto del saldo insoluto del Crédito Hipotecario respectivo (más los intereses devengados y no pagados), el remanente, si lo hubiere, será entregado al Deudor Hipotecario respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador llevará, en relación a cada Crédito Hipotecario, el registro del monto de cualquier indemnización total o parcial que se reciba en relación con los Seguros sobre Inmuebles y la descripción de la forma en la que dichos montos fueron aplicados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el caso de que el Administrador reciba los montos necesarios de los Deudores Hipotecarios o estando obligado a pagar dichas primas como un Gasto de Cobranza, no haga el pago oportuno de las mismas a la Aseguradora, será directamente responsable ante el Patrimonio del Fideicomiso por el monto total de los daños no cubiertos en el caso de un siniestro que ocurra durante el periodo en el que las pólizas de Seguros no estuviesen vigentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desde su creación, el INFONAVIT ha mantenido la política institucional de cubrir a las viviendas contra daños por fenómenos de la naturaleza. Entre los años 1973 y 1981 el INFONAVIT contrataba los servicios de aseguramiento de una compañía de seguros. Posteriormente, con base en la autorización de la Secretaría de Hacienda y Crédito Público, entre los años 1981 y 1999 se implementó un servicio propio de administración de siniestralidad. De manera consistente, de 1999 a la fecha se han contratado los servicios de aseguradoras para cubrir el portafolio hipotecario con daños.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desde el año 2010, el INFONAVIT, en búsqueda de un mejor esquema de cobertura de siniestros,</span><span style="font-family:Arial; font-size:8pt"> asume</span><span style="font-family:Arial; font-size:8pt"> las primeras pérdidas a través de un esquema de deducibles que están a cargo del propio INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fondo de Protección de Pagos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Antecedentes.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la sesión ordinaria número 690, celebrada el 29 de octubre de 2008, el H. Consejo de Administración del INFONAVIT tomó la Resolución RCA-2386-10/08, mediante la cual se aprobó la creación de un fondo para la cobertura de riesgos de desempleo, que estará constituido con las aportaciones periódicas de los trabajadores que ejerzan su crédito entre los años 2009 y 2010.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la sesión antes referida, el H. Consejo de Administración del INFONAVIT tomó la Resolución RCA-2387-10/08, mediante la cual se aprobaron modificaciones al texto de las reglas Sexta, Décima Octava, Vigésima Sexta y Trigésima Primera, de las “Reglas para el Otorgamiento de Crédito a los Trabajadores Derechohabientes del Instituto del Fondo Nacional de la Vivienda para los Trabajadores”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Derivado de lo anterior, la Regla Sexta ahora establece lo siguiente:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“SEXTA. En todos los casos, al formalizarse los créditos, deberá constituirse hipoteca en primer lugar a favor del Instituto y otorgarse una cobertura de protección de pagos del crédito.</span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">La cobertura a que se refiere el párrafo anterior deberá otorgarse mediante seguros de protección de pagos que los trabajadores contraten al efecto o mediante un fondo que los trabajadores constituyan con aportaciones de su propio peculio para tal fin.</span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">El H. Consejo de Administración emitirá los lineamientos que establezcan las características, condiciones y modalidades que deberá reunir la cobertura de los seguros de protección de pagos o la cobertura que le proporcione el fondo.”</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Por su parte, en el último párrafo de la Regla Vigésima Sexta antes mencionada, determina que:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Sin perjuicio de lo antes dispuesto y por instrucción de los trabajadores, el Instituto incorporará en el importe de la cuota mensual de amortización, el importe de la aportación mensual que los propios trabajadores deban efectuar al fondo a que se hace referencia en la Regla Sexta para el efecto de mantener debidamente otorgada su correspondiente cobertura.”</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Mediante resolución RCA-2460-01/09, tomada por el H. Consejo de Administración del INFONAVIT en su Sesión Ordinaria número 693, de fecha 28 de enero de 2009, se facultó al Comité de Riesgos para que estudiara y aprobara, en su caso, la propuesta de Lineamientos que establecen las características, condiciones y modalidades que deberá reunir la cobertura de protección de pagos que, mediante un fondo, otorguen los trabajadores que reciban crédito del Instituto del Fondo Nacional de la Vivienda para los Trabajadores (en lo sucesivo, los “Lineamientos”).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante la sesión 016 del Comité de Riesgos, celebrada el 20 de febrero de 2009, fueron aprobados los Lineamientos, los cuales prevén la constitución de un fideicomiso para llevar a cabo la administración del fondo, cuyo Comité Técnico deberá integrarse con al menos tres funcionarios del INFONAVIT y sus respectivos suplentes, los cuales serán designados por el Director General del Instituto, señalando cuál de ellos presidirá el Comité Técnico.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Con fecha 18 de septiembre de 2009, el INFONAVIT, como Fideicomitente, celebró con HSBC, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, como Fiduciaria, el Contrato de Fideicomiso de Administración número F/261459, en virtud del cual se constituyó el Fondo de Protección de Pagos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Alcance</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El Fondo de Protección de Pagos cubre a aquellos créditos hipotecarios originados a partir de 2009. Desde esa fecha, todos los créditos que otorga el Instituto cuentan con el Fondo de Protección de Pagos, es decir, es aplicable a todos los productos de crédito que ofrece el INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Características</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El acreditado realiza aportaciones equivalentes al 2% del pago REA mientras cuenta con relación laboral (factor ROA + el 2% de su factor REA).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Aplica para créditos originados a partir de enero de 2009.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Cubre toda la vida del crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Se complementa el 100% del pago (máximo 12 meses, mínimo 2 meses).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Reinstalación cada 5 años.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Deben transcurrir mínimo 6 meses con relación laboral contados a partir del otorgamiento del crédito (el “Periodo de Carencia”) más 4 meses de desempleo (el “Periodo de Espera”) para ser sujeto a los Beneficios.</span>
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<p style="margin:0pt; text-indent:-14.2pt; text-align:justify; padding-left:28.2pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Si durante el periodo de carencia pierde el empleo, se aplica la prórroga automática de manera tradicional y utilizará el Fondo de Protección de Pagos en un evento futuro de pérdida de empleo.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Aplicación del Beneficio</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El beneficio del Fondo de Protección de Pagos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">aplicará cuando:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-La pérdida de relación laboral sea posterior al Periodo de Carencia;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Continúe en estado de Desempleo durante el Periodo de Espera;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El beneficio se otorga mensualmente mientras el Acreditado permanezca en el estado de desempleo, cubra su aportación complementaria y siempre que no se supere el número de pagos del beneficio a que tenga derecho;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El número máximo de pagos que se efectúen por concepto de beneficios será el que establezca el Comité Técnico para cada acreditado (actualmente son 6 amortizaciones del crédito en un lapso de 5 años); y</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Los pagos pueden ser consecutivos o interrumpidos por diferentes períodos de desempleo durante el período de protección. En cada evento de desempleo será necesario cumplir el Periodo de Espera.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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" width="404" height="198" alt="Diagrama

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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para que un acreditado se encuentre en posibilidad de acceder a los Beneficios del Fondo de Protección de Pagos, sin excepción alguna, deberá, entre otras:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">Haber realizado la aportación complementaria para recibir cada uno de las amortizaciones que por concepto de beneficios corresponda.</span>
</li>
</ul>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus aportaciones.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus pagos de amortización.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Haber transcurrido el Periodo de Carencia.</span>
</li>
</ul>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Haber transcurrido el Periodo de Espera.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">No tener una relación formal de trabajo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">No haber agotado el número de pagos máximo de protección a que tiene derecho en el quinquenio en que ocurrió el evento de desempleo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando el acreditado incumpla con cualquiera de los requisitos anteriores, procederá la suspensión del otorgamiento de los beneficios.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Exclusiones</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">Cuando se cumpla con el límite de 6 beneficios por un mismo evento de pérdida de relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">Cuando recupere la relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">Si el crédito alcanza una morosidad de 30 días será motivo para suspensión de beneficios.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">Si el acreditado firma un convenio de reestructura.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando la relación laboral del Deudor Hipotecario se extinga por haber alcanzado una pensión por jubilación, incapacidad e invalidez por disposición de ley o por contrato individual o colectivo de trabajo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">En casos de huelga.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Término del beneficio</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando se cumpla con el límite de 6 beneficios consecutivos por un mismo evento de pérdida de relación laboral o con el límite máximo de 6 meses cada 5 años. Estos valores son referencias que se pueden ajustar a petición del Comité Técnico del Fondo de Protección de Pagos.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando recupere la relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Si el acreditado firma un convenio de reestructura.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando opere la liberación de los gravámenes pendientes de amortización, en los términos del artículo 51 de la Ley del INFONAVIT.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al término del periodo que comprenda la protección del pago, se debe considerar lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El acreditado se deberá reincorporar al pago directo de su crédito por el importe del 100% de su factor REA.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando los beneficios a que se tenga derecho que no se soliciten o que no proceda su aplicación durante la etapa de Desempleo correspondiente, prescribirán a favor del Fondo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Esquema Descriptivo</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:207.25pt">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Concepto</span>
</p>
</td>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobertura</span>
</p>
</td>
</tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Riesgo Cubierto</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desempleo</span>
</p>
</td>
</tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Beneficio</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">De 6 pagos de amortización, </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Se complementa al 100% del pago de amortización siempre que el acreditado haga el pago mínimo.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Reinstalación</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El beneficio se reinstala cada 5 años y nuevamente tendrá derecho al mismo número de mensualidades.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Aportación al fondo</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bimestral durante la vida del crédito.</span>
</p>
</td>
</tr>
<tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Importe de la aportación</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">2% del pago bimestral</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Pago mínimo</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Factor de pago:</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Menor a 1.179: $207.59</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Mayor a 1.179 y menor a 2.358: $404.26</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Mayor a 2.358: $622.78</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de espera</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4 meses. El pago es retroactivo al mes donde ocurrió el siniestro</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:198.35pt">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Concepto</span>
</p>
</td>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobertura</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de carencia</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6 meses</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de cobertura</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Toda la vida del crédito</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Beneficiarios</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la primera fase los créditos originados a partir del año 2009. Para estos créditos la cobertura es obligatoria.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Comprobación para obtener el beneficio</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Haber hecho el pago mínimo y confirmación de aceptación de pasar de Prórroga a REA.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Administración</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Autoadministrable o transferencia a aseguradora.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Dividendos</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">No existen, se aplica un ajuste de aportación anual o modificación del beneficio.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Periodo de reclamaciones</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6 meses con relación laboral continua.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Requisitos</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus pagos de amortización.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">ADMINISTRADOR MAESTRO</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Concepto del Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro es la institución responsable de llevar a cabo la supervisión y monitoreo de las actividades del administrador primario respecto de las transacciones de bursatilización acordadas y de las prácticas estándares de prestación de servicios en la industria. La vigilancia prestada por el Administrador Maestro tiende a generar un impacto directo sobre los niveles de pérdidas realizadas en transacciones de bursatilización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para esta emisión, el Fiduciario celebró un Contrato de Administración Maestra con la empresa </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">ACFIN</span><span style="font-family:Arial; font-size:8pt"> para prestar los servicios que se describen en el siguiente apartado, administrando la totalidad de los Créditos Hipotecarios fideicomitidos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Actividades del Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">ACFIN como parte de sus actividades de Administrador Maestro realiza una revisión y verificación de la información generada por el Administrador en relación con la administración y cobranza de los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro es responsable de proveer a los inversionistas la información relacionada con el comportamiento de los Créditos Hipotecarios que respaldan cada transacción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro tiene las siguientes obligaciones y facultades:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Validar con el Administrador Primario la información generada en relación con la cobranza de los Créditos Hipotecarios con el objetivo de detectar posibles inconsistencias y verificar la integridad de dicha información;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Conciliar la información proporcionada por el Administrador Primario respecto del comportamiento de los Créditos Hipotecarios, con la información generada por los sistemas propios del Administrador Maestro;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.22pt; text-indent:0pt; text-align:justify; padding-left:6.78pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Revisar la información generada por el Administrador Primario con el fin de validar la correcta aplicación de la cobranza, y demás pagos en términos de los Créditos Hipotecarios y cualquier movimiento realizado bajo los mismos;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proporcionar a los Tenedores una herramienta mediante la cual puedan acceder, a través de internet, a los reportes con información sobre cada Crédito Hipotecario. Actualmente, esta información cubre los siguientes aspectos: </span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Fecha de originación y plazo remanente; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Relación del monto de los Créditos Hipotecarios respecto al valor del inmueble o garantías puestas a disposición como colateral en la fecha de originación y a la fecha del reporte; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Esquema de amortización; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Tasa de interés aplicable; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Saldo remanente;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Mensualmente información sobre cada Crédito Hipotecario respecto a: </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Morosidad actual e histórica; </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Reportes de desempeño actual e histórico;</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Información sobre la amortización parcial o total de cada crédito; </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Información sobre el número de Créditos Hipotecarios Vencidos y aquellos que se encuentren en cobranza judicial o extrajudicial;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proporcionar reportes con las tablas de frecuencia respecto a la cartera de Créditos Hipotecarios que incluya los siguientes conceptos:</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Distribución geográfica; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Distribución por empleador;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Antigüedad de la cartera (por año y mes de originación);</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Saldo insoluto de principal; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Tasa de interés; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Maduración esperada de los Créditos Hipotecarios;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Relación del monto de los Créditos Hipotecarios respecto al valor del inmueble en la fecha de originación y a la fecha del reporte; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Ingreso mensual; </span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Razón entre los niveles de deuda e ingresos.</span>
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<span style="font-family:Arial; font-size:8pt">Reportes e información disponible sobre las carteras administradas en: </span><a href="http://www.acfin.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">www.acfin.com</span></a>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Ventajas de una transacción con Administrador Maestro </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Para el Administrador. </span><span style="font-family:Arial; font-size:8pt">Se complementan reportes elaborados por el Administrador primario y se cuenta con un hot-backup sin inversión adicional.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Para los Tenedores, Inversionistas y el Mercado en general. </span><span style="font-family:Arial; font-size:8pt">Mitiga conflicto de interés en el análisis y seguimiento de las carteras; genera información de fácil acceso, confiable e independiente que facilita el desarrollo de un mercado de instrumentos bursatilizados, más líquido y transparente.</span>
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<a style="color:#000000" href="#_ftnref1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> Estas adecuaciones se publicaron el día 05 de mayo de 2022 en el Diario Oficial de la Federación.</span>
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<a href="#_ftnref1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Al evaluar la adquisición de Certificados Bursátiles Fiduciarios, los posibles inversionistas deben analizar y evaluar cuidadosamente toda la información contenida en este Reporte Anual, en el prospecto y/o suplemento; sobre todo considerar los factores de riesgo que pudieran afectar al Patrimonio del Fideicomiso y por lo tanto a los Certificados Bursátiles Fiduciarios. Los riesgos e incertidumbres que se describen en el Reporte Anual y en el correspondiente prospecto y/o suplemento, no son los únicos que pueden afectar a los Certificados Bursátiles Fiduciarios, al Fiduciario, al Administrador, a los cedentes y/o a los deudores hipotecarios. </span>
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<span style="font-family:Arial; font-size:8pt">Existen otros riesgos e incertidumbres que se desconocen o que actualmente se considera que no son significativos y que podrían tener un efecto adverso sobre alguno de ellos. En el supuesto de que llegue a materializarse cualquiera de los riesgos que se mencionan a continuación, el pago a los Tenedores de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta emisión podría verse afectado en forma adversa.</span>
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<span style="font-family:Arial; font-size:8pt">Los factores de riesgo que se describen a continuación podrían afectar de manera general el programa, por lo que es necesario que los posibles Tenedores analicen y evalúen cuidadosamente, además de la información contenida en el prospecto, la información contenida en el suplemento correspondiente a esta Emisión, incluyendo el capítulo correspondiente a factores de riesgo.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Activos limitados del Fideicomiso</span>
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<span style="font-family:Arial; font-size:8pt">Todas las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios que se emitan en esta Emisión se pagarán únicamente con cargo al Patrimonio del Fideicomiso Emisor.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El Patrimonio del Fideicomiso Emisor estará constituido, principalmente, por los derechos derivados de los Créditos Hipotecarios y sus accesorios. En tanto los deudores hipotecarios continúen empleados en el sector formal y las empresas empleadoras efectúen las aportaciones patronales y los descuentos en nómina que correspondan o que en caso de que los deudores hipotecarios que no continúen empleados, obtengan ingresos suficientes para continuar cumpliendo con sus obligaciones de pago bajo los Créditos Hipotecarios, el Patrimonio del Fideicomiso Emisor contará con los recursos líquidos para efectuar los pagos de intereses y amortizaciones de principal bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el caso de que, por cualquier motivo, los recursos líquidos del Patrimonio del Fideicomiso Emisor no sean suficientes para pagar íntegramente las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios, los Tenedores no tendrán el derecho de reclamar su pago a los cedentes, al INFONAVIT, a los co-acreditantes que en este caso participen, al Fiduciario, al Representante Común, a los intermediarios colocadores o a cualquier otra persona.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Obligaciones limitadas de las personas participantes</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios no serán garantizados ni avalados por ninguna de las personas participantes en la Emisión, incluyendo los Fideicomitentes, el Administrador, el Fiduciario, los intermediarios colocadores, los auditores independientes y el Representante Común. En consecuencia, ninguno de ellos estará obligado a realizar pagos a los Tenedores de los Certificados Bursátiles Fiduciarios, con excepción, en este caso del Fiduciario, de los pagos que tenga que hacer con cargo al Patrimonio del Fideicomiso de acuerdo con lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">Todos los pagos que deba realizar el Fiduciario bajo los Certificados Bursátiles Fiduciarios serán efectuados exclusivamente con cargo al Patrimonio del Fideicomiso, y el Fiduciario en ningún caso tendrá responsabilidad de pago alguna respecto de los Certificados Bursátiles Fiduciarios con cargo a su patrimonio propio, liberándosele de cualquier responsabilidad a dicho respecto. El Fiduciario en ningún caso garantiza rendimiento alguno bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Las empresas empleadoras y los deudores hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">Solvencia de las empresas empleadoras para cubrir las aportaciones patronales y los descuentos en nómina</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Las aportaciones patronales y los descuentos en nómina son la principal fuente de pagos para la cobranza de los Créditos Hipotecarios cuyos derechos sean cedidos a favor del Fiduciario para beneficio del Patrimonio del Fideicomiso Emisor. El pago puntual y completo de las aportaciones patronales y los descuentos en nómina que hagan los patrones de los deudores hipotecarios depende, entre otros factores, de la situación financiera de las empresas empleadoras y el cumplimiento de sus obligaciones legales. Su capacidad financiera, a su vez, depende de todos los factores que afectan a cada una de esas empresas en sus respectivas industrias y al país en general.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el supuesto de que las empresas empleadoras no realicen los pagos de las aportaciones patronales y los descuentos en nómina que correspondan a los deudores hipotecarios que tengan una relación laboral con ellos, el Fiduciario Emisor no tendrá acceso a otros fondos para cubrir el pago de intereses o principal a los Tenedores de los Certificados Bursátiles Fiduciarios, salvo por lo estipulado en los apoyos crediticios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Solvencia de los deudores hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Con respecto a aquellos deudores hipotecarios que no mantengan una relación laboral formal que genere aportaciones patronales y descuentos en nómina, el pago total de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios dependerá de que los deudores hipotecarios cumplan sus obligaciones bajo los Créditos Hipotecarios que sean aportados al Fideicomiso Emisor. La capacidad de los deudores hipotecarios de efectuar en forma oportuna y completa el pago de las cantidades que adeuden bajo los Créditos Hipotecarios, en ese caso, dependerá a su vez de diversos factores incluyendo su capacidad de encontrar una nueva relación laboral y otras fuentes de ingresos y, en general, de su situación económica, familiar y otras.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En la medida en que los deudores hipotecarios incumplan sus obligaciones bajo los Créditos Hipotecarios, se encuentren en prórroga de sus obligaciones, no logren obtener ingresos suficientes o establecer una nueva relación laboral con ingresos iguales o superiores a su relación laboral inicial, el Patrimonio del Fideicomiso Emisor podría contar con menos recursos líquidos y esto puede afectar en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Cobranza administrativa y judicial</span>
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<span style="font-family:Arial; font-size:8pt">Duración de los procesos</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el caso de que, debido a un incumplimiento bajo algún Crédito Hipotecario, se requiera de un proceso de cobranza administrativa o judicial, el Patrimonio del Fideicomiso Emisor dejará de obtener los pagos correspondientes a dicho Crédito Hipotecario por el período que dure dicho proceso, afectando así el flujo de pagos hacia el Patrimonio del Fideicomiso. Es difícil determinar la duración de un proceso judicial de cobranza, así como la rapidez con que el inmueble respectivo pueda ser adjudicado y vendido por el Administrador. En tanto no termine dicho proceso judicial y el inmueble respectivo no sea adjudicado y vendido, los reembolsos del valor nominal de los Certificados Bursátiles Fiduciarios y el pago de intereses sobre los mismos podrían verse afectados.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El INFONAVIT ha implementado procedimientos para llevar a cabo la cobranza extrajudicial y judicial de Créditos Hipotecarios que no estén vigentes.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Las políticas de administración y cobranza del Administrador establecen los parámetros para la cobranza de estos créditos.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT cuenta con el personal y los recursos para cumplir con sus obligaciones al amparo de los distintos Contratos de Administración que celebre con el Fiduciario en relación con el Fideicomiso Emisor, sin embargo, muchos de estos procedimientos han sido establecidos recientemente, por lo que existe el riesgo que el cobro de dichos créditos vencidos provoque retrasos en dicha cobranza.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> A partir de agosto de 2003 el INFONAVIT estableció un proceso mejorado de recuperación de cartera por vía judicial.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Ejecución de Garantías</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Pueden existir retrasos considerables en los procedimientos judiciales que se inician para la ejecución de la garantía respectiva. Inclusive, en algunos casos, la ejecución de las garantías se ha visto obstaculizada por problemas de procedimiento fuera del control del Administrador.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT no tiene la certeza de que los inmuebles sean objeto de arrendamiento o de que los mismos se encuentren en posesión de un tercero; dichas causas podrían alargar los procesos judiciales o de venta de dichos inmuebles. En procesos prolongados, existe también el riesgo de que los costos involucrados sean cuantiosos en comparación con el valor de los inmuebles. En términos de los distintos Contratos de Administración que celebre el Fiduciario con el Administrador, el Administrador estará obligado a pagar los gastos necesarios para la cobranza de Créditos Hipotecarios que estén vencidos y éstos le serán reembolsados sólo en la medida en que dichos Créditos Hipotecarios que estén vencidos efectivamente sean recuperados. El Fiduciario, por lo tanto, sólo tendrá derecho a recibir el monto de la cobranza de los Créditos Hipotecarios neto de los Gastos de Cobranza que incurra </span><span style="font-family:Arial; font-size:8pt">el Administrador en casos de que sea necesario iniciar procedimientos judiciales. Estos gastos incluyen los gastos de abogados, gestores, notarios públicos, mantenimiento, corretaje de inmuebles y registro, entre otros. Todo 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 Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administración y cobranza de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<ol type="a" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">INFONAVIT como Administrador</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En virtud del Contrato de Administración que celebre el INFONAVIT con el Fiduciario respecto a la emisión, el INFONAVIT será responsable de la administración y cobranza de los Créditos Hipotecarios. El pago oportuno de los Créditos Hipotecarios y, por lo tanto, que existan recursos suficientes en el Patrimonio del Fideicomiso para pagar en forma total las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios depende directamente del desempeño que el INFONAVIT tenga como Administrador.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En la medida en que el desempeño del INFONAVIT como Administrador no sea adecuado o bien, en caso de que el INFONAVIT incumpla con sus obligaciones bajo el Contrato de Administración, puede tener como resultado que el Patrimonio del Fideicomiso Emisor cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Administrador único</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La principal fuente de repago de los Créditos Hipotecarios son las aportaciones patronales y los descuentos en nómina que hagan los patrones de los deudores hipotecarios. El INFONAVIT tiene la facultad y obligación legal del cobro de las aportaciones patronales y los descuentos en nómina correspondientes a los trabajadores cuyas relaciones laborales se regulen por el apartado “A” del artículo 123 de la constitución política de los Estados Unidos Mexicanos, y en caso de que dichos pagos no le sean efectuados, el INFONAVIT tiene la obligación de llevar a cabo su cobro. En su carácter de Administrador de los Créditos Hipotecarios, el INFONAVIT ha asumido la obligación de aplicar las cantidades cobradas por estos conceptos al pago de los Créditos Hipotecarios. En virtud de que legalmente sólo el INFONAVIT puede llevar a cabo la función de cobrar las aportaciones patronales y los descuentos en nómina que hagan los patrones de los deudores hipotecarios, no existe un administrador substituto para desempeñar esta función.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por lo anterior, no se contempla la posibilidad de sustituir al INFONAVIT como Administrador de los Créditos Hipotecarios por ninguna causa. Por lo tanto, en el caso de que INFONAVIT no cumpla con sus obligaciones bajo el Contrato de Administración que se celebren para la emisión, el único recurso disponible para el Fiduciario Emisor será buscar exigir su cumplimiento por la vía judicial. No es posible prever la duración de dicho procedimiento, sin embargo, es posible que éste sea largo.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Tampoco es posible asegurar que el procedimiento será exitoso o que se obtendrá plena compensación adecuada por los incumplimientos. Esta situación puede afectar en forma negativa al Patrimonio del Fideicomiso Emisor y que esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 25.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:10.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cambios en las Políticas y Procedimientos de Administración y cobranza</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las políticas y procedimientos para la administración y cobranza de los Créditos Hipotecarios que seguirá INFONAVIT como Administrador han sido desarrolladas por el INFONAVIT. La obligación asumida por INFONAVIT es de llevar a cabo la administración y cobranza de los Créditos Hipotecarios de la misma manera que lleva a cabo la administración y cobranza de su propia cartera y de acuerdo a sus políticas. La administración de INFONAVIT mantiene el derecho de modificar esas políticas y procedimientos de tiempo en tiempo.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Si bien el objetivo de cualquier modificación es mejorar los procedimientos de cobranza, no se puede asegurar que los cambios en las políticas y procedimientos de cobranza que pudiere adoptar INFONAVIT resulten, en su caso, igual o más efectivos y/o eficientes que los que actualmente mantiene, por lo que, de ocurrir, la cobranza de los Créditos Hipotecarios puede verse afectada de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.07pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.93pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Otorgamiento de prórrogas bajo los Créditos Hipotecarios</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">De acuerdo con lo establecido en la Ley del INFONAVIT, cuando un deudor hipotecario deje de percibir ingresos salariales podrá solicitar al INFONAVIT prórrogas en los pagos de la amortización que tenga que hacer por concepto de capital e intereses ordinarios, los cuales se capitalizarán al saldo insoluto del crédito.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Dichas prórrogas no podrán ser mayores a doce meses cada una, ni exceder en su conjunto más de veinticuatro meses y terminarán anticipadamente cuando el trabajador inicie una nueva relación laboral.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Actualmente el INFONAVIT aplica dicha prórroga en el momento en que el acreditado pierde la relación laboral y simultáneamente inicia las gestiones de cobranza del crédito.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT aplica dicha prórroga en el momento en que la información proporcionada por la empresa empleadora o por el empleador indica que el acreditado pierde la relación laboral.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Lo anterior, podría ocasionar que el Patrimonio del Fideicomiso no cuente con recursos líquidos para efectuar los pagos de intereses y amortizaciones de principal bajo los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.17pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.83pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No hay segregación de fondos cobrados hasta su transferencia a la Cuenta del Fideicomiso</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bajo los términos del Contrato de Administración, el INFONAVIT no tiene la obligación de abrir una cuenta especial para depositar las cantidades cobradas bajo los Créditos Hipotecarios.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Por lo tanto, antes de cada Fecha de Transferencia, las cantidades cobradas con respecto a los Créditos Hipotecarios estarán depositadas en cuentas del INFONAVIT junto con los recursos del INFONAVIT, y aunque existe una identificación de las cuentas de los Créditos Hipotecarios, existe el riesgo </span><span style="font-family:Arial; font-size:8pt">de que puedan confundirse con los fondos propios del INFONAVIT. Desde este punto de vista, los posibles inversionistas deben de considerar que asumen el riesgo de crédito del INFONAVIT con respecto a las cantidades cobradas bajo los Créditos Hipotecarios hasta que éstas sean transferidas a la Cuenta del Fideicomiso en cada Fecha de Transferencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="6" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.5pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.5pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El comportamiento histórico de los Créditos Hipotecarios no ha sido revisado por algún experto independiente.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los inversionistas, previo a la inversión en los Certificados Bursátiles Fiduciarios, deberán considerar que el comportamiento histórico de los Créditos Hipotecarios no ha sido revisado por algún experto independiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="7" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El cumplimiento de los criterios de selección de los Créditos Hipotecarios no ha sido revisado por algún experto independiente.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los inversionistas, previo a la inversión en los Certificados Bursátiles Fiduciarios, deberán considerar que el cumplimiento de los criterios de selección de los Créditos Hipotecarios no ha sido revisado por algún experto independiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Deterioro del valor de las garantías</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Como resultado de factores que se encuentran fuera del control de los deudores hipotecarios, del Fiduciario, del Representante Común, los intermediarios colocadores y del Administrador,por ejemplo, una severa desaceleración económica, causas de fuerza mayor (sismo, inundación, erupción volcánica, incendio o cualquier desastre natural) puede haber una afectación sustancial en el valor de las viviendas adquiridas por los deudores hipotecarios con los Créditos Hipotecarios.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Esta afectación tendría como resultado que el valor de las garantías otorgadas bajo dichos Créditos Hipotecarios se vea disminuido. Si esto ocurre y como resultado de un incumplimiento por parte de los deudores hipotecarios afectados es necesario ejecutar dichas garantías, es posible que el Patrimonio del Fideicomiso Emisor cuente con menos recursos líquidos de los esperados y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Seguros de Daños</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Ver en la sección de Aspectos operacionales del Cobro lo referente a: Seguros sobre los inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Riesgo de muerte e incapacidad total y permanente de los deudores hipotecarios</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bajo los términos del Contrato de Administración que celebre el Fiduciario con el Administrador, el Administrador asumirá la responsabilidad de efectuar el pago de un monto equivalente al del saldo insoluto de principal e intereses bajo el Crédito Hipotecario en caso de muerte o incapacidad total y permanente, incapacidad parcial y permanente del 50% o más, o invalidez definitiva de un deudor hipotecario, en los términos de lo dispuesto por los artículos 145 de la Ley Federal del Trabajo y 51 de la Ley del INFONAVIT.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En caso de que el Administrador no cumpla con dicha obligación el Patrimonio del Fideicomiso contaría con menos recursos líquidos y esto afectaría en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Procedimiento para liquidar al INFONAVIT</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT fue creado como un organismo social mediante la promulgación de una ley. En su carácter de organismo social, el INFONAVIT no es una sociedad mercantil y por lo tanto no está sujeto, en cuanto a su existencia y posible liquidación, a la legislación mercantil, incluyendo, sin limitar, a la Ley de Concursos Mercantiles. El INFONAVIT sólo puede entrar en liquidación en el caso de que el Congreso de la Unión apruebe un decreto que así lo disponga. Los términos y condiciones, así como los plazos y procedimientos de una posible liquidación se determinarían, en todo caso, con base en dicho decreto. Por lo tanto, no es posible prever qué consecuencias tendría la liquidación del INFONAVIT en sus obligaciones como Administrador, en términos de los Contratos de Administración correspondientes a esta Emisión. Los posibles inversionistas deben tomar en cuenta que dicho procedimiento no necesariamente será equivalente a un proceso de concurso mercantil.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Factores de Riesgo Económicos y Políticos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El pago de los Créditos Hipotecarios a favor del Fiduciario depende preponderantemente de la situación económica de las empresas empleadoras y de los deudores hipotecarios. Eventos políticos, económicos o sociales nacionales o internacionales adversos (tales como la falta de crecimiento económico, ciclo crediticio adverso, posibles devaluaciones del peso, altos índices inflacionarios, fluctuaciones en tasas de interés o cambios adversos en las disposiciones gubernamentales) pueden afectar la capacidad de pago de las empresas empleadoras o de los deudores hipotecarios, así como también pueden afectar de forma negativa el valor de las garantías. Cualquier cambio en la situación económica y/o solvencia de las empresas empleadoras o de los deudores hipotecarios puede tener un efecto adverso en su capacidad de pago. La totalidad de las empresas empleadoras y de los deudores hipotecarios se ubican en México, por lo tanto, el desempeño de los Créditos Hipotecarios y el pago de los Certificados Bursátiles Fiduciarios dependen, entre otros factores, del desempeño de la economía del país, incluyendo el nivel de crecimiento en la actividad económica y de generación y estabilidad del empleo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En atención a la fecha de originación de los Créditos Hipotecarios, del Patrimonio del Fideicomiso y a las condiciones macroeconómicas prevalecientes a esa fecha y en la actualidad, no se cuenta con información histórica para la formulación </span><span style="font-family:Arial; font-size:8pt">de estudios o proyecciones sobre el comportamiento en el pago de los Créditos Hipotecarios ante escenarios económicos y/o políticos adversos según se describe en el párrafo anterior. De presentarse alguno de los referidos escenarios adversos la solvencia y capacidad de pago de las empresas empleadoras y los deudores hipotecarios pudiera verse afectada y como consecuencia pudiera existir un impacto desfavorable sobre el Patrimonio del Fideicomiso lo cual puede afectar en forma negativa el comportamiento esperado de la amortización de los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios fideicomitidos, que constituyen el patrimonio del Fideicomiso, no cuentan con un historial de pago suficiente como para poder haber estudiado su comportamiento durante una época de crisis económica. De presentarse una crisis podría tener como consecuencia 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 Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Modificaciones a la Ley del Impuesto Sobre la Renta</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Es posible que el régimen fiscal actualmente aplicable a los Tenedores de los Certificados Bursátiles Fiduciarios sufra modificaciones durante la vigencia de los Certificados Bursátiles Fiduciarios, esos cambios, de ocurrir, podrían tener un efecto adverso sobre el rendimiento que generen los Certificados Bursátiles Fiduciarios a sus Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">El régimen fiscal de los Certificados Bursátiles Fiduciarios no ha sido verificado ni validado por la autoridad tributaria competente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los inversionistas, previo a la inversión en los Certificados Bursátiles Fiduciarios, deberán considerar el régimen fiscal aplicable a estos instrumentos, toda vez que el mismo no será verificado ni validado por la autoridad tributaria competente. Asimismo, deberán considerar que la operación no contemplará la opinión de un asesor independiente respecto al régimen fiscal de los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">El pago de los Certificados Bursátiles Fiduciarios está respaldado sólo con el Patrimonio del Fideicomiso</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Denominación de los Créditos Hipotecarios en VSM</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la Fecha de Emisión, el INFONAVIT y, en su caso, uno o más co-acreditantes habrán cedido al Patrimonio del Fideicomiso Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En enero de 2016, entró en vigor el Decreto en materia de Desindexación del Salario Mínimo (el Decreto), el cual tiene como objeto la desvinculación del Salario Mínimo como unidad de referencia para actualizar multas, recargos, derechos, prestaciones, tarifas, así como también créditos hipotecarios del INFONAVIT. El Decreto dio origen a la Ley para determinar el valor de la Unidad de Medida y Actualización (UMA). Dicha Ley UMA entró en vigor el 30 de diciembre de 2016.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El valor diario, mensual y anual de la UMA es publicado por el Instituto Nacional de Estadística y Geografía dentro de los primeros 10 días del mes de enero de cada año y entran en vigor el 1° de febrero de dicho año.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">No obstante, lo anterior, el propio Decreto contiene una cláusula de protección para los acreditados en caso de incrementos sustanciales al Salario Mínimo (Artículo 6º transitorio del Decreto), la cual establece que los créditos otorgados en VSM a la fecha de publicación del Decreto, se actualizarán anualmente con el incremento que resulte menor entre el Salario Mínimo y la UMA.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">A partir de febrero de 2008, los Créditos Hipotecarios, incrementan o disminuyen su pago y su rendimiento de acuerdo con el nivel salarial que reciban como ingreso los deudores hipotecarios, sin que éste sea inferior al del momento de su originación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por otro lado, dado que el saldo de los Certificados Bursátiles Fiduciarios se encuentra determinado en UDI’s y el valor de la UDI varía de manera diaria en función a la inflación observada (según lo determina Banco de México), el saldo de dichos Certificados Bursátiles Fiduciarios se ajustará en forma diferente al saldo de los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por lo anterior, durante la vigencia de los Certificados Bursátiles Fiduciarios, existe el riesgo de que el porcentaje del aforo inicial disminuya si la actualización de los créditos hipotecarios es menor a los aumentos en el valor de la UDI, lo cual traería como consecuencia 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 Fiduciarios.</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">No se asume una recuperación significativa de parte de deudores hipotecarios morosos</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las aportaciones patronales y los descuentos en nómina son la principal fuente de pagos para la cobranza de los Créditos Hipotecarios y en caso de que los deudores hipotecarios no mantengan una relación laboral formal que genere aportaciones patronales y descuentos en nómina, el pago total de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios dependerá de que los deudores hipotecarios cumplan con sus obligaciones bajo los Créditos Hipotecarios. Si bien el INFONAVIT ha modernizado sus procesos de cobranza para recuperar cantidades adeudadas por deudores morosos, para las proyecciones de la presente transacción (las cuales pueden no materializar en caso de cambios adversos en supuestos y/o variables macroeconómicas), no se ha asumido que habrá cobranza significativa en el caso de que alguno de los deudores hipotecarios caiga en mora. Por lo tanto, los posibles inversionistas deben tomar en cuenta que en el caso de que el conjunto de los Créditos Hipotecarios que no generen flujo excedan el valor de las Constancias es posible que </span><span style="font-family:Arial; font-size:8pt">el Patrimonio del Fideicomiso no cuente con recursos suficientes para pagar en forma oportuna y total las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<li style="margin:0pt 0pt 0pt 65.22pt; text-indent:0pt; text-align:justify; padding-left:6.78pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Sustitución o Readquisición de Créditos no Elegibles</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En términos del Contrato de Cesión, el INFONAVIT y, en su caso, los co-acreditantes, en su carácter de cedentes de los Créditos Hipotecarios, estarán obligados, en la proporción que corresponda a sustituir o readquirir un Crédito no Elegible. El procedimiento para sustituir o readquirir un Crédito no Elegible involucra plazos de tiempo largos. El flujo de recursos al Patrimonio del Fideicomiso derivado de un Crédito no Elegible será menor o inexistente hasta en tanto el procedimiento de sustitución se concluya, por lo tanto, en el caso de que sea necesario que el INFONAVIT sustituya o readquiera algún Crédito no Elegible y este último efectivamente lo sustituya o readquiera en los términos del Contrato de Cesión, es posible que se afecte temporalmente en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Situación Financiera de INFONAVIT</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Si durante la vigencia de los Certificados Bursátiles Fiduciarios se determina que uno o más de los Créditos Hipotecarios cedidos es un Crédito no Elegible y, adicionalmente, la situación financiera del INFONAVIT se deteriorase, la capacidad del INFONAVIT de cumplir cabalmente con su obligación de sustituir o readquirir el Crédito no Elegible puede verse afectada en forma negativa, así mismo de presentarse dicho supuesto podría afectar su capacidad como Administrador de los Créditos Hipotecarios. 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 Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Subordinación</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">De conformidad con los términos del Contrato de Fideicomiso, el Fiduciario deberá pagar los Gastos Semestrales y se cobrará la Comisión por Administración antes de pagar cualquier cantidad a los Tenedores bajo los Certificados Bursátiles Fiduciarios, por lo que los pagos de principal e interés a los Tenedores se encuentran subordinados a los pagos que se deban realizar para cubrir dichos Gastos Semestrales y la Comisión por Administración. Los Gastos Semestrales incluyen, entre otros, los pagos de honorarios al Fiduciario, al Representante Común, el pago de los gastos de registro ante la CNBV y listado ante la BMV. Asimismo, el monto de la cobranza de los Créditos Hipotecarios será transferido a la Cuenta del Fideicomiso después de descontar la Comisión por Administración y los Gastos de Cobranza, si los hubiere.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En la nota 10 </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">que se adjunta al presente reporte anual se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo.</span>
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<span style="font-family:Arial; font-size:8pt">Los inversionistas interesados en obtener una copia del presente documento deberán solicitarlo mediante escrito dirigido a alguna de las siguientes personas:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Fiduciario:</span><span style="width:35.1pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Georgina Mariana Bravo Carranza</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<a href="mailto:gbravoc@nafin.gob.mx"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">gbravoc@nafin.gob.mx</span></a>
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<span style="font-family:Arial; font-size:8pt">Insurgentes Sur 1971 Torre IV Piso 6</span>
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<span style="font-family:Arial; font-size:8pt">Col. Guadalupe Inn</span>
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<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 01020</span>
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<span style="font-family:Arial; font-size:8pt">Tel. (55) 5325-6</span><span style="font-family:Arial; font-size:8pt">063</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">INFONAVIT:</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Karina Acevedo Coutiño</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<a href="mailto:kacevedo@infonavit.org.mx"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">kacevedo@infonavit.org.mx</span></a>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Barranca del </span><span style="font-family:Arial; font-size:8pt">M</span><span style="font-family:Arial; font-size:8pt">uerto 280</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Col. Guadalupe Inn</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 01029</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tel. (55) 5322-6674</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Representante Común:</span><span style="width:25.29pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Mónica Jiménez Labora Sarabia</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<a href="mailto:mjimenezlabora@cibanco.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">mjimenezlabora@cibanco.com</span></a>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Plaza Campos Elíseos Uno, Mariano Escobedo 595 piso 8</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Colonia Polanco V Sección </span>
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<span style="font-family:Arial; font-size:8pt">Alcaldía Miguel Hidalgo, Ciudad de México, C.P. 11560</span>
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<span style="font-family:Arial; font-size:8pt">Tel. (55) 5063-3978</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La información pública que fue entregada a la BMV y que se encuentra a disposición de los inversionistas, es la siguiente:</span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt">El Fideicomiso no cuenta con otros valores inscritos en el Registro o listados en otros mercados.</span>
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<span style="font-family:Arial; font-size:8pt">El Fiduciario Emisor entrega tanto a la CNBV como a la BMV, la siguiente información periódica de acuerdo con la LMV, la Circular Única y demás disposiciones aplicables.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Información Anual</span>
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<span style="font-family:Arial; font-size:8pt">A más tardar el tercer día hábil inmediato siguiente al 30 de abril de cada ejercicio:</span>
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<span style="font-family:Arial; font-size:8pt">Estados financieros anuales acompañados del dictamen de auditoría externa y de la constancia suscrita por representante legal del Fiduciario.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Documentos a que hacen referencia los artículos 84 y 84 Bis de la Circular Única, suscritos por el auditor externo.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">A más tardar el 30 de abril de cada ejercicio:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Reporte anual correspondiente al ejercicio social inmediato anterior, N Bis 1, suscrito por representante legal del Fiduciario, del Administrador y del Representante Común.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Información Mensual </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Dentro de los 15 días hábiles del mes inmediato siguiente al que corresponda la información, conforme a la guía que se incluye como anexo T a las Disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores, acompañada de las constancias suscritas por los representantes legales del Fiduciario y el Administrador.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El Fiduciario Emisor ha entregado en forma completa y oportuna en los últimos 3 ejercicios los reportes que la legislación mexicana le requieren sobre eventos relevantes e información periódica.</span>
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<span style="font-family:Arial; font-size:8pt">No se tuvo conocimiento de cambios significativos a los derechos de valores inscritos en el registro.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los datos estadísticos que se presentan en esta sección hacen referencia a las características principales de los Créditos Hipotecarios que integran el Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso están documentados en contratos de crédito con garantía hipotecaria sobre inmuebles de interés social que se ubican en distintas localidades del país, los cuales fueron originados durante el período de julio a diciembre del 2008.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso fueron otorgados por y con base en la Ley del INFONAVIT, por lo que las obligaciones y derechos crediticios contractuales originalmente pactadas en el contrato de crédito, tanto para el acreditado, así como para el acreditante, no son modificadas por el Contrato de Cesión ni por el hecho de formar parte del Patrimonio del Fideicomiso. </span>
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<span style="font-family:Arial; font-size:8pt">El despacho Galaz, Yamazaki, Ruiz Urquiza, S.C., firma miembro de Deloitte Touche Tohmatsu, llevó a cabo una revisión de las Declaraciones efectuadas por el INFONAVIT relativas a los Expedientes de Crédito. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La totalidad de los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso serán administrados por el INFONAVIT bajo los términos del Contrato de Administración. Los Créditos Hipotecarios fueron cedidos por el INFONAVIT a favor del Fideicomiso al valor del saldo insoluto de los mismos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Originación de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Todos los Créditos Hipotecarios cuyos derechos son cedidos por el INFONAVIT al Fiduciario fueron originados con base en las reglas de otorgamiento que estuvieron en vigor al momento del otorgamiento. Estas reglas se emitieron con el fin principal de fomentar una mayor originación de créditos a los trabajadores de menores ingresos e incorporan criterios de riesgo crediticio para garantizar la salud financiera del INFONAVIT y, con ello, su capacidad para otorgar un mayor número de créditos en el futuro.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El otorgamiento de crédito se establece en el Plan de Labores y Financiamientos anual que es aprobado por la asamblea general del INFONAVIT, el cual especifica el número de créditos a otorgar durante el año por entidad federativa y por municipio.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El proceso de originación de crédito comienza si el solicitante de crédito es un trabajador con relación laboral vigente y además tiene un mínimo de 116 puntos bajo el esquema de evaluación establecido en las reglas de otorgamiento de crédito publicadas en el diario oficial el 23 de diciembre 2002 y que entraron en vigor a partir del 1 de enero del 2003. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La evaluación de los solicitantes toma en cuenta los siguientes criterios: salario diario integrado, edad del trabajador, tiempo de laborar ininterrumpidamente y el saldo de la subcuenta de vivienda de la cuenta individual en el SAR del trabajador. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Cuando un trabajador recibe un crédito del INFONAVIT, el saldo de la subcuenta de vivienda de su cuenta individual del Sistema de Ahorro para el Retiro se aplica, junto con el monto de dicho crédito, para la adquisición de vivienda. La suma total por concepto de crédito, más el saldo de la subcuenta de vivienda, que podrá recibir un trabajador bajo el programa INFONAVIT Total, será la cantidad máxima de 350 (trescientas cincuenta) veces el SMG.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El trabajador debe entregar al INFONAVIT documentación legal, personal y del inmueble que desea adquirir. La documentación es revisada por el INFONAVIT y, en caso de que fuese suficiente, el INFONAVIT emite una carta de asignación de crédito, documento que consigna la asignación formal del crédito, mismo que está respaldado por los recursos financieros suficientes para el ejercicio del mismo. El INFONAVIT verifica dicha información en la base de datos del IMSS.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El trabajador debe presentar al INFONAVIT las escrituras de propiedad, un certificado de libertad de gravámenes, la carta compromiso de compra venta celebrada entre las partes interesadas, el avalúo de la propiedad emitido por una unidad de valuación, misma que debe contar con registro autorizado por la Sociedad Hipotecaria Federal.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Una vez entregada dicha información, el INFONAVIT a través de verificadores de obra certifica que la propiedad es apta para ser habitada, que tiene una vida útil de por lo menos 30 (treinta) años, y que cumple con las especificaciones técnicas del propio INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Posteriormente se procede a formalizar la compraventa y el contrato de crédito, constituyéndose en el mismo acto una hipoteca en favor del INFONAVIT sobre la propiedad adquirida como garantía del crédito. Esta formalización se hace a través de notario público.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Después de su formalización dichas escrituras se presentan para registro en los registros públicos de la propiedad correspondientes.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En todos los casos al formalizarse los créditos para adquisición, se constituye una hipoteca en primer lugar a favor del INFONAVIT. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El plazo para la amortización del crédito no será mayor de 360 pagos mensuales. Si transcurrido un plazo de 360 mensualidades de pagos efectivos para la amortización del crédito otorgado, existiere todavía algún saldo insoluto a cargo del trabajador, siempre y cuando éste se encuentre al corriente en la amortización, el INFONAVIT lo liberará del pago de dicho saldo, cancelando el gravamen que se tenga constituido sobre la vivienda objeto del crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Criterios de Selección de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La transferencia de derechos de cobro sobre créditos hipotecarios está regulada por los diferentes códigos civiles de cada uno de los Estados que conforman la República Mexicana. En años recientes los códigos civiles de diversos Estados han sido modificados para permitir la transferencia sin la necesidad de hacer notificación expresa al acreditado cuando:</span>
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<span style="font-family:Arial; font-size:8pt">Las hipotecas sean transferidas a instituciones de crédito o fideicomisos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Que el objetivo de la transferencia sea la emisión y colocación de valores en el mercado.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Que el cedente mantenga la administración en cuanto al cobro de los créditos transferidos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El primer criterio de selección para seleccionar los créditos hipotecarios del INFONAVIT a ser afectados en fideicomiso fue elegir los contratos de crédito garantizados con propiedades ubicadas en las entidades federativas donde se han realizado las reformas pertinentes a sus códigos civiles. Dichas entidades federativas son:</span>
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<span style="font-family:Arial; font-size:8pt">Aguascalientes</span>
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<span style="font-family:Arial; font-size:8pt">Guanajuato</span>
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<span style="font-family:Arial; font-size:8pt">Puebla</span>
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<span style="font-family:Arial; font-size:8pt">Guerrero</span>
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<span style="font-family:Arial; font-size:8pt">Querétaro</span>
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<span style="font-family:Arial; font-size:8pt">Hidalgo</span>
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<span style="font-family:Arial; font-size:8pt">Quintana Roo</span>
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<span style="font-family:Arial; font-size:8pt">Campeche</span>
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<span style="font-family:Arial; font-size:8pt">Jalisco</span>
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<span style="font-family:Arial; font-size:8pt">San Luis Potosí</span>
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<span style="font-family:Arial; font-size:8pt">Chiapas</span>
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<span style="font-family:Arial; font-size:8pt">México</span>
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<span style="font-family:Arial; font-size:8pt">Sinaloa</span>
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<span style="font-family:Arial; font-size:8pt">Michoacán</span>
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<span style="font-family:Arial; font-size:8pt">Sonora</span>
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<span style="font-family:Arial; font-size:8pt">Coahuila</span>
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<span style="font-family:Arial; font-size:8pt">Morelos</span>
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<span style="font-family:Arial; font-size:8pt">Tabasco</span>
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<span style="font-family:Arial; font-size:8pt">Colima</span>
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<span style="font-family:Arial; font-size:8pt">Nayarit</span>
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<span style="font-family:Arial; font-size:8pt">Tamaulipas</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Ciudad de México</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Nuevo León</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Veracruz</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Durango</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Oaxaca</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Yucatán</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Zacatecas</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Se seleccionaron dentro de los Estados anteriormente listados los créditos hipotecarios que cumplieran con las siguientes características:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Garantía hipotecaria en primer lugar.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Denominados o indexados a unidades de SMG.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">La forma de pago del trabajador consiste en una deducción de su salario diario integrado.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Los pagos por principal e intereses de los créditos se realizan de Aportaciones Patronales del 5% sobre el salario diario integrado del trabajador y Descuentos de Nómina de un monto de pago fijo en múltiplos de SMG.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">La Tasa de Interés es fija determinada en función al salario diario integrado del trabajador al momento del otorgamiento del crédito.</span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Clasificados bajo el esquema ROA, donde el Descuento en Nómina es realizado directamente al trabajador por la Empresa Empleadora. </span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Créditos hipotecarios que están totalmente al corriente y cuyo atraso en su pago no haya sido mayor a 30 días en los últimos 12 meses, desde su otorgamiento.}</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Correspondientes a trabajadores relacionados con Empresas Empleadores que efectúan pagos al INFONAVIT en forma electrónica a través del sistema único de autodeterminación (“SUA”), o a través de las cédulas de autodeterminación. </span>
</li>
</ul>
<p style="margin:0pt; text-indent:3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Créditos que no estén participando en ningún esquema o programa de apoyo a deudores.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La totalidad de los Créditos Hipotecarios deben cumplir con las características antes mencionadas.</span>
</p>
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" 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<a style="color:#000000" href="#_ftnref1"><span style="font-family:Arial; font-size:4.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:7pt">Las cifras contenidas en las siguientes tablas consideran información de capital para el cierre de 202</span><span style="font-family:Arial; font-size:7pt">4</span><span style="font-family:Arial; font-size:7pt">, con la finalidad de ser consistentes con la información publicada en las cifras mensuales del Anexo T de diciembre de 202</span><span style="font-family:Arial; font-size:7pt">4</span><span style="font-family:Arial; font-size:7pt">. La suma aritmética puede variar de forma decimal respecto al saldo total mostrado, debido a la presentación de las cifras con redondeo a un solo decimal.</span>
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" 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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Recuperación de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">A continuación, se detallan los ingresos históricos generados como producto del desempeño de los créditos hipotecarios, desglosando el total en intereses ordinarios, comisiones y pagos de principal programados</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo comprendido entre diciembre de 2023 y diciembre de 2024, los intereses ordinarios acumulados disminuyeron en $34,435.9 miles de pesos, lo que representa una reducción del 23.4 %. Esta tendencia continúa el patrón observado en ejercicios anteriores, en línea con el avance natural del calendario de amortización del portafolio.</span>
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<span style="font-family:Arial; font-size:8pt">Asimismo, los pagos de principal programados se redujeron en $85,034.5 miles de pesos (-21.3 %), lo que refleja una menor carga de amortización conforme disminuye el saldo insoluto de los créditos. De forma consistente, también se </span><span style="font-family:Arial; font-size:8pt">observa una reducción en los ingresos por comisiones y otros conceptos accesorios, que pasaron de $27,353.1 a $24,028.3 miles de pesos, una baja del 12.2 %.</span>
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<span style="font-family:Arial; font-size:8pt">Estos resultados son coherentes con la progresiva maduración del portafolio y el agotamiento del saldo amortizable, en línea con la naturaleza del fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">Entre diciembre de 2023 y diciembre de 2024, se observa una reducción del 14.2 % en el saldo total del portafolio, al pasar de $1,650,519.4 a $1,416,794.9 miles de pesos. Esta disminución refleja el comportamiento esperado de un portafolio en maduración.</span>
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<span style="font-family:Arial; font-size:8pt">Al cierre de 2024, la distribución geográfica del portafolio muestra una alta concentración en cinco entidades: Estado de México, Nuevo León, </span><span style="font-family:Arial; font-size:8pt">Ciudad de México</span><span style="font-family:Arial; font-size:8pt">, Veracruz y Baja California. En conjunto, estas entidades concentran aproximadamente el 4</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt"> % del saldo total de la emisión, lo que representa una exposición relevante.</span>
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<span style="font-family:Arial; font-size:8pt">Destaca que el Estado de México se mantiene como la entidad con mayor saldo ($209,624.0 miles de pesos), seguida por Nuevo León ($154,274.8) y </span><span style="font-family:Arial; font-size:8pt">la Ciudad de México </span><span style="font-family:Arial; font-size:8pt">($86,844.0), lo cual es coherente con la participación que estas entidades han mantenido desde los primeros años del fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Tasa de Interés</span>
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<span style="font-family:Arial; font-size:6pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En cuanto a la distribución del portafolio por rangos de tasa, al cierre de 2024, se mantiene una concentración significativa en el segmento de tasas entre 9.0 % y 9.9 %, que representa el 72.3 % del saldo total de la emisión (equivalente a $1,023,797.9 miles de pesos). Esta proporción ha sido consistente a lo largo del tiempo, reflejando la composición original del portafolio.</span>
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<span style="font-family:Arial; font-size:8pt">El segundo grupo en importancia corresponde al rango de tasa fija de 10.0 %, el cual agrupa 682 créditos con un saldo de $325,763.7 miles de pesos, es decir, el 23.0 % del total. Aunque este segmento ha mostrado una disminución sostenida en términos absolutos, su participación relativa se ha mantenido con respecto a años anteriores.</span>
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<span style="font-family:Arial; font-size:8pt">Por otro lado, los créditos con tasas más bajas (entre 8.0 % y 8.9 %) continúan siendo los menos representativos, tanto en número como en saldo. En 2024, este grupo concentra apenas el 4.7 % del portafolio, con un saldo de $67,233.4 miles de pesos, y ha registrado una disminución cercana al 40 % respecto al saldo observado en diciembre de 2020. A pesar de ello, estos datos reflejan una estructura estable en la distribución por tasas de interés.</span>
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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Plazo Remanente</span>
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<span style="font-family:Arial; font-size:8pt">Al cierre de 2024, el portafolio de la emisión muestra una distribución amplia en cuanto al plazo remanente de los créditos. </span>
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<span style="font-family:Arial; font-size:8pt">El grupo más numeroso de créditos (2,697 financiamientos, equivalentes al 53.7 % del total) se concentra en el rango de 204 a 215 meses remanentes, con un saldo conjunto de $741,604.7 miles de pesos. Este rango ha ganado relevancia a lo largo del tiempo y es actualmente el que más aporta al saldo total del portafolio (52.3 %).</span>
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<span style="font-family:Arial; font-size:8pt">A este grupo le sigue el intervalo de 192 a 203 meses, con 974 créditos y un saldo de $260,442.6 miles de pesos, que representan el 18.4 % del portafolio. El tercer rango en importancia es el de 216 a 227 meses, con 705 créditos y un saldo de $233,869.4 miles de pesos (16.5 %).</span>
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<span style="font-family:Arial; font-size:8pt">Los plazos más cortos (156 a 191 meses) comienzan a mostrar presencia en 2023 y 2024, aunque su participación sigue siendo reducida. En conjunto, los rangos de 156 a 191 meses agrupan 476 créditos (9.5 %) y un saldo de $113,132.2 miles de pesos (8.0 %), lo que sugiere que solo una parte del portafolio ha alcanzado niveles avanzados de maduración.</span>
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<span style="font-family:Arial; font-size:8pt">Esta distribución indica que, si bien se ha observado un avance natural en la madurez del portafolio, aún existe una proporción importante de créditos con horizontes de pago prolongados, lo que se traduce en flujos futuros significativos para la emisión.</span>
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<img 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<span style="font-family:Arial; font-size:8pt">Durante el periodo de análisis, la emisión ha mostrado un patrón constante de disminución tanto en el número de créditos como en el saldo total, reflejo del avance natural del portafolio a través de la liquidación de financiamientos.</span>
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<span style="font-family:Arial; font-size:8pt">Al cierre de 2024, el número de créditos se redujo a 5,017, lo que implica una disminución acumulada de 6,582 financiamientos respecto a los 11,599 registrados al inicio de la emisión. Esta reducción ha sido progresiva a lo largo de los años.</span>
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<span style="font-family:Arial; font-size:8pt">En términos de saldo, el portafolio pasó de $4,806,334.5 miles de pesos a $1,416,794.9, es decir, una disminución de $3,389,539.6 miles de pesos (70.5 % menos). El comportamiento también ha sido sostenido, con disminuciones anuales que oscilan entre $233,700 y $414,500 miles de pesos, derivadas exclusivamente de liquidaciones o amortizaciones anticipadas, ya que no se reportan movimientos por adiciones, sustituciones o ventas de cartera.</span>
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<span style="font-family:Arial; font-size:8pt">Este patrón reafirma que el portafolio se encuentra en una etapa avanzada de maduración, con una trayectoria predecible y sin eventos extraordinarios en la estructura de los financiamientos.</span>
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<span style="font-family:Arial; font-size:8pt">Al cierre de 2024, el portafolio de la emisión mantiene una composición en la que predomina el grupo de créditos al corriente, específicamente aquellos con atraso menor a 30 días, que representan el 50.0 % del total de financiamientos (3,520 de 5,017 créditos), y acumulan un saldo de $709,119.6 miles de pesos, equivalente al 50.0 % del saldo total. Aunque esta proporción ha disminuido respecto a ejercicios anteriores, sigue siendo el grupo más representativo del portafolio.</span>
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<span style="font-family:Arial; font-size:8pt">En contraste, los créditos con más de 180 días de atraso concentran el segundo mayor saldo: $381,414.3 miles de pesos, equivalentes al 26.9 % del portafolio. Aunque el número de financiamientos en esta condición se redujo de 937 a 799 entre 2023 y 2024, el saldo sigue siendo relevante, lo cual puede estar relacionado con la permanencia de montos elevados sin recuperación.</span>
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<span style="font-family:Arial; font-size:8pt">Una situación destacable en este cierre de ejercicio es el aumento en el número y saldo de créditos en proceso judicial, que pasaron de 76 a 280 créditos y de $50,618.9 a $179,943.4 miles de pesos, lo cual representa un incremento de más del 250 % en saldo. Por otro lado, los créditos en prórroga se redujeron significativamente, tanto en número como en saldo, al pasar de 170 a 99 financiamientos y de $48,769.7 a $24,677.6 miles de pesos.</span>
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<span style="font-family:Arial; font-size:8pt">En general, la composición por nivel de atraso muestra una transición natural hacia una mayor concentración en segmentos de morosidad alta o proceso judicial, acorde con la etapa avanzada de maduración del portafolio.</span>
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" 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<span style="font-family:Arial; font-size:8pt">Una vez agotados los recursos de Cobranza Ordinaria y Cobranza Social para aquellos casos en los que no se encontró una solución a la deuda, entra la etapa de Recuperación Especializada (típicamente a partir de más de 8 moras o cuando el acreditado es</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> ilocalizable o la vivienda se encuentra invadida o esta rentada en éstos últimos tres casos aplica a partir de más de 3 moras), que se focaliza en ejercer acciones efectivas de cobranza judicial que además de permitir la recuperación del crédito de manera parcial o total</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> mediante el pago o la adjudicación del inmueble, llega a orientar a los acreditados a mantener una cultura de cumplimiento de pago.</span>
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<span style="font-family:Arial; font-size:8pt">Para mayor información sobre el comportamiento de la recuperación de los Créditos Hipotecarios y sus accesorios se puede consultar la página </span><a href="https://portalmx.infonavit.org.mx/Cedevis/"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">CEDEVIS (infonavit.org.mx)</span></a><span style="font-family:Arial; font-size:8pt">, donde se encuentran los Reportes de Cobranza de esta emisión desde el inicio de la misma.</span>
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<span style="font-family:Arial; font-size:8pt">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:Arial; font-size:8pt">El Fiduciario Emisor no ha efectuado ninguna otra emisión de valores con cargo a dicho patrimonio.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los informes elaborados en cumplimiento del Contrato de Fideicomiso podrán ser consultados a través de la siguiente liga:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:6pt">http://portalmx.infonavit.org.mx/Cedevis/emisiones_cedevis.html</span>
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<span style="font-family:Arial; font-size:6pt"> </span>
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<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:6pt">http://www.nafin.com/portalnf/content/nafin-en-cifras/fideicomisos_emisores.html</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los informes emitidos por las Agencias Calificadoras deberán ser solicitados directamente a los analistas responsables, siendo estos:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">S</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">&P Global Ratings</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Antonio Zellek</span>
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<a href="mailto:Antonio.zellek@spglobal.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">Antonio.zellek@spglobal.com</span></a>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">(55) 5081 4484</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">HR Ratings</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Mauricio Gómez</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<a href="mailto:mauricio.gomez@hrratings.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">mauricio.gomez@hrratings.com</span></a>
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<span style="font-family:Arial; font-size:8pt">(55) 1500 3130</span><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Las cifras (incluidos porcentajes) que aparecen en el presente apartado del reporte anual pudieran no ser exactas debido a redondeos realizados a fin de facilitar su presentación.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">CDVITOT 15-U</span>
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<span style="font-family:Arial; font-size:8pt">Al 1 de enero de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">el saldo insoluto de principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">09</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">660</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">142</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS, con un valor nominal ajustado por cada uno de los 7’583,978 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt">459449</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> el saldo insoluto de principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">78,811,153</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS, con un valor nominal ajustado por cada uno de los 7’583,978 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">10.391796</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS.</span>
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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado, se pagaron a los Tenedores $</span><span style="font-family:Arial; font-size:8pt">252,300,569</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos por concepto de Pagos a Principal y $</span><span style="font-family:Arial; font-size:8pt">23,756,766</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos por concepto de Intereses.</span>
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" 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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">CDVITOT 15-2U</span>
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<span style="font-family:Arial; font-size:8pt">Al 1° de enero 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">el saldo insoluto de principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">7</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">337</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">298</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS, con un valor nominal ajustado por cada uno de los 6’802,378 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">18</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt">146671</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> el saldo insoluto de principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">5,268,908</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS, con un valor nominal ajustado por cada uno de los 6’802,378 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">13.031110</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS.</span>
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" 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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado, se pagaron a los Tenedores $</span><span style="font-family:Arial; font-size:8pt">16,916,469</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos por concepto de Pagos a Principal y $</span><span style="font-family:Arial; font-size:8pt">2,338,549</span><span style="font-family:Arial; font-size:8pt"> pesos por concepto de Intereses.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Constancia Preferente INFONAVIT</span>
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<span style="font-family:Arial; font-size:8pt">Al 1° de enero 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> el saldo insoluto de la Constancia Preferente era de </span><span style="font-family:Arial; font-size:8pt">5,030,387 </span><span style="font-family:Arial; font-size:8pt">UDIS.</span>
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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, el valor de la Constancia Preferente es de </span><span style="font-family:Arial; font-size:8pt">3,619,568</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS, pagando a los Tenedores en cada Fecha de Pago la amortización y los intereses que se detallan a continuación:</span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado, se pagaron a los Tenedores $</span><span style="font-family:Arial; font-size:8pt">11,538,483</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos por concepto de Pagos a Principal y $</span><span style="font-family:Arial; font-size:8pt">1,603,900</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos por concepto de Intereses.</span>
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<img 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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Fecha de Pago de Principal e Intereses</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El pago del Saldo Insoluto de Principal bajo los Certificados Bursátiles será pagado en la Fecha de Vencimiento. Sin embargo, en cada Fecha de Pago, el Emisor podrá efectuar Amortizaciones Anticipadas de Principal de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los intereses de los Certificados Bursátiles serán pagados en forma semestral vencida el día 20 de cada mes de marzo y septiembre de cada año en que los Certificados Bursátiles se encuentren vigentes (cada una, una “Fecha de Pago”). La primera Fecha de Pago será el día 22 de marzo de 2016, y en caso de que no hayan sido amortizados previamente, la última será la Fecha de Vencimiento. En caso de que una Fecha de Pago ocurra en un día que no sea un Día Hábil, el pago se hará en el Día Hábil inmediato siguiente y dicha extensión será tomada en cuenta para el cálculo del monto a pagar, reduciéndose en ese caso el número de días de que consta el periodo siguiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Tasa de Interés</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios Preferentes devengarán intereses sobre el Saldo Insoluto de Principal de los Certificados Bursátiles Preferentes a una tasa de interés bruta anual de 2.80% (dos puntos ochenta por ciento), la cual se mantendrá fija durante la vigencia de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios Subordinados devengarán intereses sobre el Saldo Insoluto de Principal de los Certificados Bursátiles Subordinados a una tasa de interés bruta anual subordinada de 4.12% (cuatro puntos doce por ciento), la cual se mantendrá fija durante la vigencia de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Constancia Preferente INFONAVIT devengará intereses sobre el Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT a una tasa de interés bruta anual subordinada de 4.12 % (cuatro puntos doce por ciento), la cual se mantendrá fija durante la vigencia de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Determinación del monto de pago de interés</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para determinar el Monto de Pago de Intereses en cada Fecha de Pago, el Representante Común utilizará las siguientes formulas:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">a)Para los Certificados Bursátiles Fiduciarios Preferentes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJEAAAAjCAYAAACU2uhdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAltSURBVHhe7ZtljBNbGIbh/sDdg7tD0OCa4K4BghNcghMgEFx+ECRAcAgegktwCMEluLu7BPf97n1OzymnQ9uFXWR7M0/S7Hwz3d3pzDufnkYTF5dIEBYWlsYVkUukcEX0G/j06ZP069dPJk2aJOPHj1fbU6dOVT/HjBmj3yUyY8YMtW/y5Mnq+KxZs+TOnTv6aOjgiigc3r17J/v27dPWj7Fx40bp3Lmz2h45cqRUqlRJbW/ZskU6deqktuH06dMSI0YM+fLli7LPnz8v//zzj3z+/FnZUY3379/L3r17tfUNV0RB4OZWrFhRJkyYoPf8GDdu3FDig4IFC8qiRYvU9vHjx+XkyZNqGzZs2CDFihXTloe4ceOqmxUVefTokUSLFk2J3cYVURDWr18vRYsW1VbESJ06tdy7d09bvgwaNEi6du2qLZHDhw9L4sSJ5evXr3pP1GPFihXfCd8VUQD+uzCSIUMGOXv2rN7z87x580Y9uW/fvtV7fClZsqR06dJFtm/fLqNHj5bGjRvLgwcP9NGoC+d99OhRbbkiCsjdu3cld+7c2ooY5EbJkydXgnTy6tUrJbAjR46oZHrdunWSK1cu+fDhg35H1GXu3LnSq1cvbbkiCsjixYu9yXFEwbMMHDhQW76cOHFCCcwmU6ZMcu3aNW1FXZ49eyZx4sTRliuigFBR/WxV5qRQoUJy8OBBbfmCSKtVq6YtD7Fjx1YeMBTImjWr3L9/X227IvIDVVn06NG1FTFevnypwhUexwnhrXr16iof+vjxo6rkSpUqJW3bttXviPrUqlVLDhw4oLZdEfmBm5ooUSJtRQx6QkuWLFEv0wcyXLp0yXuMF4l1KORCNq1bt1bNUfAREf0QnogOHTroPSJ79uyR8uXLS8uWLaV3797Sv39/OXPmjD76jdq1a8u5c+e0FTkocemhDBkyRD2tdHUfPnyojlEuly1bVsqUKePt7u7YsUOdtznHbt26yYULF9SxiPD8+XNJkyaNtv6/7Nq1S123Pn366D2ivEu5cuWkXbt2eo+opN9uRcCUKVPUvQEfET19+lS54MePH+s9HqhS6K4CT0z8+PFl06ZNyobXr18r98bPXwEnaAu5SpUqcv36dW2J8hJ9+/bVlgfO+9ChQ2r78uXLQUvr8KCpRsz/v0NYpbnJtaIdYUifPr3PtRs1apQsX75cWx54cCn1wUdEuNmMGTNq6xvx4sXzEdbs2bP9vu9XwYfavXu3tjzVgN2A43wQvIFz43fskIBtvNfPsm3btkiX96EADwvJPa0FWyTp0qVTAgsGESpFihRq20dEM2fOVKHC5uLFi+qG2HF9586dkipVKrVNhl66dGkZPHiwsp3wN4O9/EGXuHjx4gFnSMyXbBBc/vz5tSVy7Ngxdc5m9OCEruv+/fu19T30d/Lly6et0ISHLrxEHSGQMnDv6tWrp/bdvHlTevbsqbZh2LBhfq8Fox2uMfiIiJJ02rRp2vLAJLphw4ba8oCI7JyhadOmMn/+fG35Qp4V7OUPPE+OHDkkc+bM30216ZSakzeMGzfOe463bt2SlClTKm/ihJBIQkgopvRu1KiRj0czjB07NqRFVLNmTfXwkx+uWrVKFi5cqI/4wnXjYSJ/5Jq+ePFCJk6c6NPawMvTv3JiRIRz8YqIp56dzjlP3bp1Zc6cOdry0L59e+UCDfQ3yEN+JZS+bdq0kSRJkvh4pI4dO6oE2gbP1b17d5WM40Vw0/7gA+OleD8Xmgvhb04V6iIijNPkJNxs3rw5oEcuXLiwN8JwP1euXKmiiun/AMtUnE4EjIjInbwioq+RMGFC9QYbVGjPSYBf5okHfiZIkCBgDMWlBnsFgw/P/7LnV+Ripj8BfAh/4vcH54ooEQnrd5IlS+ZzwQz+RMT7ourLCY3SJk2ayPDhw5VQiCZOuLa2IyCENWvWTLJly6bWQxlixozp16v7FRFvdFYkZr5DeDE0aNBAatSooS1RCVnlypW19T08+cFeNngcBpEGTpCmn/2hSKrtSuLKlSve/Cw8jNdZsGCBcuOBejOh7onM5zIexNmnAkJ71apVtSVy9epVda/tfcA+cDqJ70TEGyjrsmTJ4g0d7Js+fbp6Wp88eaLa8YQAu6cAxFxCHk92ZFv2uGHaB3wgtlu1auUTzxEsJ268DudI3Ofc8aQ/Cn/bfjCchLqIgAePvMgfXDd6b3grO5zjtZzFDovmSLZJwG2MiNCLEhGujeSKl1ExB80+XsHK5V89NOT/+fub5F0cM6GUJ8yc369cQkFzLdRFFAz7utnwcNpeHuj9kXA74f5YXupbdebiwV+fCC9r8gZyDqo8O8wabt++raqe5s2bq3TAH3h2ioM6deqo4sH2itxgltDWr19feXi8sgGvgZfkGLO3yA6IIwPNRnJhcEXkB38da8Lq0KFDtSVSoEABVRHa0K8qUqSIyhMCgUjy5MnjFQfVD2Ix0K+hfwN4CkK1gfYLYyfAY8SKFStgXve7oRL227F28YBnCG92xqyQ/pgB4VHdMncLBmE3bdq02vqWW5jfIyekvQGsteaYaZ8gXLtJSmeZnt3fIODszMUDnoS1zoEgHOEF+GnASxGewgMRUMDYGKGY2aUdJrHXrFmjzoltM8MEGrIjRozQ1p+FcE5jElwR+YGQ4xytAF6EcEXFwiJ+GwaZlNSrV6+WtWvXKqEwJXfCcb4BYoM4GB6bEZNdMWGTB5n5oD3DRERUzH8DZm7m87kiCkCJEiXUty/8QTuB1gfTbTBhxx5iMgaip+UEETnzLX6XfpcRkdMTIUojIrvxiojMOfxpcubM6V1Z4YooAKxUoAcViHnz5qmbamCbhWgGnlL2OUtmVkrYORElNO8zORHbJlnGI2KbnIhtu1uPt/sbORHnTBP4P/Eo2xVRAOhF2SsDBgwY4BPC+Aq0vVi9RYsWPisZECGJMHCxjUgQFaHSrL1CBJTrBhJ62gRAgm8LjrYAX8sG/mbSpEkDzsV+J3hc+0sMrogCQF5CtWVuKDePZJvym1I+e/bsPrkLDTm+p7Z161a13JVte4UAXsRAeUy4ZCbJwNOe+9GP4lsgJNBUgPZoiP+BqOhj9ejRQ5YtW6aP/Fn4VrDdo3JFFISlS5dKhQoVtBVxTp065V3AFerQZLQHt+CKKAiMfvLmzetdkB5RWLPszI1CEVNQmGXIBldE4cCFY8js4snn/IVQV0QukSYsLCzNv9kwssoCG8XOAAAAAElFTkSuQmCC" width="145" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto de intereses pagaderos con respecto a un Periodo de Intereses.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Preferentes al inicio del Periodo de Intereses respectivo</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tasa de Interés Bruta Anual.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de días calendario efectivamente transcurridos durante el Periodo de Intereses.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los cálculos se efectuarán cerrándose a centésimas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">b)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Para Certificados Bursátiles Fiduciarios Subordinados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="145" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto de intereses pagaderos con respecto a un Periodo de Intereses.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados al inicio del Periodo de Intereses respectivo</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tasa de Interés Bruta Anual.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de días calendario efectivamente transcurridos durante el Periodo de Intereses.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los cálculos se efectuarán cerrándose a centésimas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">c)Para la Constancia Preferente INFONAVIT:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="145" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto de intereses pagaderos con respecto a un Periodo de Intereses.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Constancia Preferente Infonavit al inicio del Periodo de Intereses respectivo</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tasa de Interés Bruta Anual.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de días calendario efectivamente transcurridos durante el Periodo de Intereses.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Determinación del saldo insoluto de principal</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">a)Para los Certificados Bursátiles Fiduciarios Preferentes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El saldo insoluto de principal de los Certificados Bursátiles Fiduciarios Preferentes, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago será un monto en UDIs igual al valor nominal de los Certificados Bursátiles Fiduciarios Preferentes 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:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="128" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en UDIs igual al monto de la amortización de principal que se haya efectuado con respecto a todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferentes se calculará con base en la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="99" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIPI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferente.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">b)Para Certificados Bursátiles Fiduciarios Subordinados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El saldo insoluto de principal del Instrumento Subordinado, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto en UDIs será igual al valor nominal de dicho Instrumento Subordinado, según sea el caso, 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:justify">
<span style="font-family:Arial; font-size:8pt"> </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAcCAYAAACQ0cTtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAArSURBVEhL7c1BEQAwEAOh+jedmmDutRjg7VAZUUaUEWVEGVFGlBFlRBmwfZ5VxNZux1ygAAAAAElFTkSuQmCC" width="27" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><img src="data:image/png;base64,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" width="128" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en UDIs igual al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario se calculará con base en la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAAjCAYAAADMibkBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAARESURBVGhD7ZlJKP1dGMevIcSCQoYFIkOxYiMyLBCZsyIsJBuhyEpRbCwMmcqwoshUMkQsbAwbYyhz5nlI5vn7vs9zz8973cu/961X3R8+deo8z/nd637Pec5znvOjwA/lV7hcmJ6eRm1tLUpLS9HV1YWHhwf2T01NITc3l9v9/T37Ojo62C4vL0dFRQWam5txeXnJY7ISnpeXx0IIEmdpaYmbmxu2CTc3N7S0tAgLuL6+hkKhwNXVFdslJSXw8vLivqyE6+rqip6Subk50VNiYWGBvb09YQGnp6ewsrISFjA5OckTcXt7Ky/henp6yM/PF9Z71tfXWZQU+kR/fz88PDyEBbS1tcHOzo77shJO+5jExcfHC88/VFdXIzAwUFhKoqKikJWVxf2joyM4ODhgcHCQbdklt8PDQzg7OyM8PFx4lERHR6OmpkZYSmiScnJyUFlZyclwdXVVjMhQOLG1tcVhr4qrqytHhMTr6ysMDQ2FpYlshG9sbIgecHx8/LZXiZOTE17di4sL4QGWl5dhbm4uLE1kIby1tRX29vZ8hFFLTExEe3u7GAUaGhpYuHR+ExEREbC2tsbLy4vwvEc2K760tMQFCGVmVehoIj81eoagY0zyUbb/iDfhdAw0NjZygZCamoqioqK3o6GzsxN+fn6IjIxkm9je3kZwcDBiYmKQnZ3N2XNoaIj3FkHVla+vL5KSktjWNlg4/digoCD09PSw8+npCba2tu/CxMTEBJubm8JSkpCQgIKCAu4/Pj7yntrZ2WGbvoPC7+DggG1tg4VTuOjr67NDghKGKupZlLCxscHIyIiwACcnJ4yNjXH/7u4OZmZm3NdGWLi0Ounp6exUh8TQuCpSJqV6mKAVNzY2xu7uLtu9vb2ckD6Cioi6urpPmzR5X8mbmvn5eRYSEhLCE6FKcnIy0tLShKWEfpyLiwv36aIQFhbGe13a47S/CwsLua9Od3c3FxSfteHhYfHk1/FuGc/Pz+Hj44O4uDjhUeLo6IiJiQlhKSkrK+NnaWXp+kdVkSSaoElUzwnaxPv4/Ru6wajvd1NT07d7rIS/vz/q6+uFpYn6d6hSVVWFlJSUT5vq1ZKgbbW/v/+/NgXdVWdnZ8WfAK8sHV0SVAHR6qmGP4X2n1Z0ZmYGRkZGwtJkbW2NJ/izRkflV6MoLi7m7Eu3F6qBPT09sbKywoMUurGxsSySMr8EXffI91FxQJ9xd3dn4ZTwtBUOdTqvFxcXNWaaChjyU5PeYpAwyadaP0vQMSaNU19b0djjP4Vf4T+NbyG8qakJ3t7eGBgYYDsgIEDjxaQ6shf+/PyMs7MzvjPQCUSNkvTCwoJ44mO+TajTyWRgYIDR0VHh+TPfRvj4+Dh0dHT4tdS/QfbCqbCiG2FmZiZCQ0P5X0yfvW5SRfbC6QUKJTba6319fXy7zMjIEKOf821C/b/yK/yn8UOFA38BHOJDWLKHaTAAAAAASUVORK5CYII=" width="62" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIPI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Subordinado.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">x</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de Certificados Bursátiles Fiduciarios Subordinados, equivalente a 472,201 títulos de 100 UDIs cada uno más, en su caso, el número de Certificados Bursátiles Fiduciarios Subordinados que se emitan con motivo de la cancelación de la Constancia Preferente INFONAVIT, equivalentes a 479,057 títulos de 100 UDIs cada uno.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">c)Para la Constancia Preferente INFONAVIT:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En relación con la Constancia Preferente INFONAVIT (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en UDIs equivalente al valor nominal de dicha Constancia Preferente INFONAVIT, según sea el caso, y (ii) 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:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAcCAYAAACQ0cTtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAArSURBVEhL7c1BEQAwEAOh+jedmmDutRjg7VAZUUaUEWVEGVFGlBFlRBmwfZ5VxNZux1ygAAAAAElFTkSuQmCC" width="27" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><img src="data:image/png;base64,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" width="128" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en UDIs equivalente al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de la Constancia Preferente INFONAVIT.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Vencimiento Anticipado</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El principal de los Certificados Bursátiles 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Lugar y forma de pago de Principal y de Intereses</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Todos los pagos que deban hacerse conforme a los Certificados Bursátiles, en un día que no sea Día Hábil, se efectuarán el Día Hábil siguiente y se realizarán con recursos provenientes del Patrimonio del Fideicomiso, con cargo a la Cuenta del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El pago de intereses y, en su caso, de Amortizaciones Anticipadas de Principal de los Certificados Bursátiles en circulación se realizará en cada Fecha de Pago, y el pago de amortización de principal de los Certificados Bursátiles se realizará en la Fecha de Vencimiento, en las oficinas del INDEVAL, ubicadas en Av. Paseo de la Reforma No. 255, 3er. piso, Col. Cuauhtémoc, C.P. 06500, México D.F., mediante la entrega de las constancias correspondientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Representante Común dentro de los dos (2) Días Hábiles anteriores a cada Fecha de Pago durante la vigencia de la Emisión, informará por escrito a la CNBV, a INDEVAL y a la BMV a través de los medios que esta última determine, al Fiduciario y a la Fideicomitente el importe del Monto de Pago de Intereses y, en su caso, el Monto de Amortización Anticipada aplicable a dicha Fecha de Pago, para que con cargo al Patrimonio del Fideicomiso el Fiduciario realice el pago correspondiente. Así mismo deberá publicar los importes a pagar al menos con un (1) Día Hábil de anticipación, en cuando menos un periódico de circulación nacional y en EMISNET.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Amortización Anticipada de Principal</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En cada Fecha de Pago, el Emisor podrá efectuar Amortizaciones Anticipadas de Principal de los Certificados Bursátiles. Para realizar una Amortización Anticipada de Principal bajo los Certificados Bursátiles el Fiduciario destinará al reembolso del valor nominal de los Certificados Bursátiles una cantidad igual al monto total de los recursos disponibles en la Cuenta del Fideicomiso, después de efectuar los pagos previstos en el prospecto de esta emisión. Cada Amortización Anticipada de Principal será aplicada a prorrata entre la totalidad de los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Fideicomitentes podrán readquirir la totalidad del Patrimonio del Fideicomiso a partir del momento en el cual el Saldo Insoluto de Principal de los Certificados Bursátiles sea menor al diez por ciento (10%) del valor nominal de los Certificados Bursátiles en la Fecha de Cierre. Sólo en este caso el Fiduciario aceptará aportaciones adicionales del Fideicomitente para tal propósito. Si este evento se actualiza, el Fideicomitente podrá aportar al Patrimonio del Fideicomiso una cantidad igual a la suma de (i) el total del Saldo Insoluto de Principal de los Certificados Bursátiles en la próxima Fecha de Pago, más (ii) el monto total de los intereses devengados y no pagados para la próxima Fecha de Pago, más (iii) el monto de todos los Gastos Semestrales que vencerán en la próxima Fecha de Pago. Una vez que el Fiduciario reciba dichas cantidades las aplicará, en la siguiente Fecha de Pago a la liquidación total de los Certificados Bursátiles. Cuando se hayan satisfecho todas las obligaciones incurridas con cargo al Patrimonio del Fideicomiso, el Fiduciario procederá a la entrega del Patrimonio del Fideicomiso al Fideicomitente de acuerdo con las instrucciones por escrito que éste le entregue.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Fuente de Pago</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles se pagarán exclusivamente con los recursos que integren el Patrimonio del Fideicomiso. En esa virtud, los Tenedores han sido designados Fideicomisarios en Primer Lugar en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Emisión de Certificados Bursátiles no ha sido garantizada por ninguna entidad pública o privada, incluyendo a Nacional Financiera, S.N.C., Institución de Banca de Desarrollo, Dirección Fiduciaria, en su carácter de Fiduciario, a INFONAVIT en su carácter de Fideicomitente o Administrador, a el Representante Común de los Tenedores, a los Intermediarios Colocadores, al Despacho Externo de Abogados y al Auditor Independiente. En consecuencia, ni Nacional Financiera, S.N.C., Institución de Banca de Desarrollo, Dirección Fiduciaria, ni INFONAVIT, ni el Representante Común de los Tenedores, ni los Intermediarios Colocadores, ni el Despacho Externo de Abogados y ni el Auditor Independiente, estarán obligados a realizar pagos a los Tenedores de los Certificados Bursátiles excepto aquellos que les correspondan conforme a lo establecido en el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cancelación de los Certificados Bursátiles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al momento en que se lleve a cabo el reembolso íntegro del valor nominal de los Certificados Bursátiles, junto con todos los intereses devengados con respecto a dichos Certificados Bursátiles, esos Certificados Bursátiles quedarán cancelados y su tenedor no tendrá derecho a recibir ninguna cantidad adicional.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En dicho caso, se deberá solicitar a la CNBV la cancelación del registro de los Certificados Bursátiles en el RNV. Al momento de adquirir los Certificados Bursátiles, según sea el caso, cada Tenedor acepta que una vez que haya recibido el reembolso del monto íntegro del valor nominal de su Certificado Bursátil (más los intereses devengados con respecto al mismo), cualquier monto excedente que se genere del Patrimonio del Fideicomiso corresponderá al INFONAVIT, que tendrá derecho a recibir el monto total del Patrimonio del Fideicomiso con sus cantidades liquidas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Régimen Fiscal de los Certificados Bursátiles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para las personas físicas, los rendimientos de los Certificados Bursátiles estarán a lo dispuesto en los artículos 133, 134, 135, 136 y demás aplicables, de la Ley del Impuesto sobre la Renta vigente a partir del ejercicio de 2014. Tratándose de personas morales, se estará a lo dispuesto en el Título II de la Ley del Impuesto sobre la Renta. Los intermediarios financieros estarán obligados a retener y enterar el impuesto, cuando proceda, 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 54 de la Ley del Impuesto sobre la Renta y deberán expedir un comprobante fiscal en el que conste el monto de los intereses pagados, así como del impuesto retenido. En el caso de los intereses generados a favor de residentes en el extranjero, el impuesto será retenido conforme al artículo 166, fracción II de esa misma Ley y otras disposiciones aplicables. En caso de que la SHCP, publique reformas o adiciones a la Ley del Impuesto sobre la Renta y que las mismas afecten el régimen fiscal del Tenedor de los Certificados Bursátiles, el Tenedor deberá ajustarse a dichas reformas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Autorización de la CNBV</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">La CNBV, mediante oficio No. 153/5718/2015 de fecha 4 de septiembre de 2015, autorizó la inscripción en la Sección de Valores del Registro Nacional de Valores, de los Certificados Bursátiles que emita el Fideicomiso.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:Arial; font-size:10pt">Durante el periodo reportado:</span>
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<span style="font-family:Arial; font-size:8pt">No se tuvo conocimiento de cambios relevantes en los factores de riesgo que pudieran afectar significativamente el desempeño de los activos que respaldan la emisión y la fuente de pago de los instrumentos.</span>
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</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No se presentaron modificaciones a los términos y condiciones del Contrato de Fideicomiso o cualquier Documento de la Emisión.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No existió ningún incumplimiento en los términos y condiciones del Contrato de Fideicomiso o cualquier Documento de la Emisión</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No existen procedimientos legales en contra del originador, administrador u operador de los activos, fiduciario.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No existieron procesos legales que hubieren terminado durante el periodo cubierto por el reporte.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No existieron desviaciones relevantes entre las estimaciones que en su caso, se incluyeron en el prospecto de colocación y las cifras observadas realmente durante el periodo que se reporta.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No hubo cambio del administrador u operador de los bienes, derechos o valores fideicomitidos y su forma de organización.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Los eventos relevantes del periodo, que fueron publicados a través de EMISNET, y que se encuentran disponibles en la página de la BMV, (www.bmv.com.mx), se resumen a continuación:</span>
</li>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:29pt; width:404.9pt">
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">20</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">02</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">6</span><span style="font-family:Arial; font-size:8pt">o. Bimestre</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">del 2023</span>
</p>
</td>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">16</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">04</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza correspondiente al 1er. Bimestre del 2024</span>
</p>
</td>
</tr>
<tr style="height:14.85pt">
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">07-06-2024</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Calificadora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">HR Ratings ratificó las calificaciones de HR AAA (E) con Perspectiva Estable para la emisión CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">U. Asimismo, ratificó las calificaciones HR AA+ (E) con Perspectiva Estable para CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">-2U</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La ratificación de las calificaciones para los CEBURS Fiduciarios con clave de pizarra CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">U</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">-2U, se sustenta en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">el nivel de aforo de cada una de las Emisiones, mismo que es superior al nivel de aforo </span><span style="font-family:Arial; font-size:8pt">o</span><span style="font-family:Arial; font-size:8pt">bservado al momento de su colocación</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en el mercado. Sobre esta misma línea, las Emisiones CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">U & 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">-2U, presentan aforos de </span><span style="font-family:Arial; font-size:8pt">32.0%</span><span style="font-family:Arial; font-size:8pt">al cierre de abril de 2024,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">niveles superiores al momento de su colocación en el mercado de </span><span style="font-family:Arial; font-size:8pt">19.3%</span><span style="font-family:Arial; font-size:8pt">. El</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">incremento se debe a las constantes amortizaciones de principales en cada fecha de pago con los recursos provenientes de la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cobranza del portafolio. Asimismo, las amortizaciones observadas en las Emisiones han sido de </span><span style="font-family:Arial; font-size:8pt">87.8%</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">los cuales son </span><span style="font-family:Arial; font-size:8pt">4.4%</span><span style="font-family:Arial; font-size:8pt">, superiores a lo esperado en un escenario de estrés inicial elaborado por HR Ratings,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">lo que refleja fortaleza para el cumplimiento de las obligaciones contractuales, y una adecuada utilización de los recursos y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">comportamiento de la cartera.</span>
</p>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">13-06-024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza correspondiente al 2o. Bimestre del 2024</span>
</p>
</td>
</tr>
<tr style="height:14.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">13-08-2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza Correspondiente al 3er. Bimestre del 2024</span>
</p>
</td>
</tr>
<tr style="height:14.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">14-10-2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza correspondiente al 4o. Bimestre del 2024</span>
</p>
</td>
</tr>
<tr style="height:14.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">16-12-2024</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80739 Publicación Reporte de Cobranza correspondiente al 5o. Bimestre del 2024</span>
</p>
</td>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">7</span><span style="font-family:Arial; font-size:8pt">-12-2024</span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Calificadora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">S&P Global Ratings colocó calificaciones de tres transacciones de RMBS del Infonavit en Revisión Especial Negativa</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El 3 de diciembre y el 16 de diciembre de 2024, el Infonavit emitió una notificación a los tenederos de los certificados CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">U y CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">-2U, con respecto a la tasa de indexación para los créditos, inicialmente denominados en veces salarios mínimos, que sirven como fuente de repago de los certificados. De acuerdo con la notificación, la tasa de indexación para dichos créditos se mantendrá fija en 0%, por lo que el balance y las mensualidades de dichos créditos se mantendrían fijos a partir de enero de 2025. Por otro lado, los pasivos continuarán actualizándose conforme al valor de la Unidad de Inversión (UDI).</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">11-02-2025</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:51.6pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Calificadora</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">S&P Global Ratings confirmó calificaciones de tres transacciones de RMBS del Infonavit y las retiró de Revisión Especial Negativa</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">*En enero de 2025, entraron en vigor los cambios que había anunciado el Infonavit en diciembre de 2024, a través de los cuales la tasa de indexación para los créditos inicialmente denominados en veces salarios mínimos se mantendrá fija en 0%, por lo que su balance no se incrementará anualmente y sus mensualidades se mantendrán fijas. Lo anterior expone, en nuestra opinión, a las transacciones a un mayor descalce, ya que los pasivos continuarán actualizándose conforme al valor de la Unidad de Inversión (UDI).</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> *Pese a estos cambios, confirmamos nuestras calificaciones de deuda de tres clases preferentes y de seis clases subordinadas respaldadas por créditos hipotecarios residenciales originados por el Infonavit y, al mismo tiempo, las retiramos del listado de Revisión Especial (CreditWatch) Negativa en donde las colocamos el 17 de diciembre de 2024. *En nuestra opinión, las transacciones cuentan con suficiente protección crediticia en forma de aforo, subordinación y margen financiero excedente para respaldar sus calificaciones actuales, incluso bajo escenarios de estrés que incorporan periodos de alta inflación. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Acción de Calificación </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El 11 de febrero de 2025, S&P Global Ratings confirmó sus calificaciones de deuda de largo plazo en escala nacional -CaValde tres clases preferentes y de seis clases subordinadas respaldadas por créditos hipotecarios residenciales (RMBS, por sus siglas en inglés) originados y administrados por el Instituto del Fondo Nacional de la Vivienda para los Trabajadores (Infonavit; calificaciones en escala global: BBB/Estable/A-2; escala nacional: mxAAA/Estable/mxA-1+). Al mismo tiempo, las retiró del listado de Revisión Especial (CreditWatch) con implicaciones negativas en donde las colocó el 17 de diciembre de 2024. Estas series corresponden a tres transacciones bajo los programas denominados CDVITOT, que se colocaron entre 2011 y 2015</span>
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<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt">11-04-2025</span>
</p>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Emisora</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:280.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80</span><span style="font-family:Arial; font-size:8pt">739</span><span style="font-family:Arial; font-size:8pt"> Publicación Reporte de Cobranza correspondiente al 1er. Bimestre del 2025.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt">No existen terceros obligados con el fideicomiso o los tenedores de los valores tales como avales, garantes, contrapartes en operaciones financieras derivadas o de cobertura, apoyos crediticios.</span>
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<span style="font-family:Arial; font-size:8pt">Las cifras (incluidos porcentajes) que aparecen en el presente apartado del reporte anual pudieran no ser exactas debido a redondeos realizados a fin de facilitar su presentación.</span>
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<span style="font-family:Arial; font-size:8pt">La información financiera contenida en el reporte anual se refiere a la cartera de créditos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">hipotecarios la cual respalda cada una de las emisiones bursátiles del INFONAVIT, sin embargo, de conformidad con las NIIF que sirven de base para la preparación de los estados financieros del Fideicomiso, la transferencia de los derechos de crédito hipotecarios del INFONAVIT al Fideicomiso, no implicó la transferencia de riesgos y beneficios, y consecuentemente con dichas NIIF, la cartera de créditos representan una cuenta por cobrar o activo financiero en los registros contables del Fideicomiso. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En </span><span style="font-family:Arial; font-size:8pt">los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que se adjunta al presente reporte anual, se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo, específicamente en la nota 10 denominada Instrumentos financieros: Valores razonables y administración de riesgos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La presente sección muestra la información financiera en miles de pesos.</span>
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" 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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Efectivo y equivalentes de efectivo</span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el efectivo y equivalentes de efectivo se integra principalmente por operaciones de reporto con valores gubernamentales por un </span><span style="font-family:Arial; font-size:8pt">monto de </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">124,860</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">159,521</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$196,374, a un plazo de </span><span style="font-family:Arial; font-size:8pt">cuatro, </span><span style="font-family:Arial; font-size:8pt">tres</span><span style="font-family:Arial; font-size:8pt"> y tres </span><span style="font-family:Arial; font-size:8pt">días, respectivamente, con una tasa de interés anual de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">10.03%,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">11.31%, </span><span style="font-family:Arial; font-size:8pt">10.49%</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, los intereses ganados que se incluyen en los resultados del ejercicio en el rubro de “Ingresos financieros”, ascienden </span><span style="font-family:Arial; font-size:8pt">a</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">12,</span><span style="font-family:Arial; font-size:8pt">592,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$16,281 </span><span style="font-family:Arial; font-size:8pt">y </span><span style="font-family:Arial; font-size:8pt">$12,588</span><span style="font-family:Arial; font-size:8pt">, respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la nota 3 a) y 4 los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Derechos de cobro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, los derechos de cobro sobre cartera hipotecaria denominados en </span><span style="font-family:Arial; font-size:8pt">Veces Salario Mínimo</span><span style="font-family:Arial; font-size:8pt"> (</span><span style="font-family:Arial; font-size:8pt">VSM</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt">, se actualizan utilizando el valor de la </span><span style="font-family:Arial; font-size:8pt">Unidad Mixta INFONAVIT UMI</span><span style="font-family:Arial; font-size:8pt"> que asciende en dichas fechas a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">3.06</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$2.</span><span style="font-family:Arial; font-size:8pt">93</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$2.78, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El efecto por la indexación de los derechos de cobro sobre cartera hipotecaria, reconocido en el rubro de “Derechos de cobro” y en los resultados dentro del valor razonable, registrado en el rubro de “Efecto por cambios en el valor razonable, neto” ascendió </span><span style="font-family:Arial; font-size:8pt">a</span><span style="font-family:Arial; font-size:8pt"> $</span><span style="font-family:Arial; font-size:8pt">76,937,</span><span style="font-family:Arial; font-size:8pt"> $</span><span style="font-family:Arial; font-size:8pt">46,</span><span style="font-family:Arial; font-size:8pt">700</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$1</span><span style="font-family:Arial; font-size:8pt">70,147</span><span style="font-family:Arial; font-size:8pt">, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, los derechos de cobro sobre cartera hipotecaria se valúan a valor razonable y se detallan como sigue:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span><img 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" 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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el monto de los intereses cobrados asciende </span><span style="font-family:Arial; font-size:8pt">a</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">112,814 </span><span style="font-family:Arial; font-size:8pt">$147,520, </span><span style="font-family:Arial; font-size:8pt">$183,299</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$213,814, respectivamente, los cuales se registran en resultados en el rubro de “Ingresos financieros”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a </span><span style="font-family:Arial; font-size:8pt">la nota 3 c) y 5 </span><span style="font-family:Arial; font-size:8pt">los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre certificados bursátiles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las obligaciones sobre certificados bursátiles fiduciarios representan las obligaciones contractuales de pago que tiene el Fideicomiso con los tenedores, a los que les representa el derecho, en primer lugar, al cobro del principal e intereses, adeudados por el Fideicomiso, de acuerdo con los términos estipulados en el contrato del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Con fecha 10 de septiembre de 2015, el Fideicomiso emitió certificados bursátiles fiduciarios preferentes y subordinados correspondientes a 7,583,978 y 404,333 certificados, respectivamente, con valor nominal de 100 UDI´s cada uno, bajo las claves CDVITOT 15U y CDVITOT 15U-2U por un importe equivalente en moneda nacional a $4,018,095 y $214,221, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 2.80% y 4.12%, respectivamente. La amortización de capital y de los intereses devengados de los certificados es de manera semestral en los meses de marzo y septiembre, de cada año hasta el mes de septiembre de 2043, de acuerdo con los términos estipulados en el contrato del Fideicomiso. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, las obligaciones sobre los CDVITOT del Fideicomiso se valúan a valor razonable. En la nota 10 se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el saldo de las obligaciones sobre los CDVITOT se muestra a continuación:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el valor de la UDI asciende a </span><span style="font-family:Arial; font-size:8pt">$8.3409</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">$7.9816</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$7.6468, pesos, respectivamente, lo cual generó un efecto de valorización por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2 </span><span style="font-family:Arial; font-size:8pt">de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$(97,466)</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> $(69,725)</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">(</span><span style="font-family:Arial; font-size:8pt">43,867</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt">, respectivamente, que se registran en el rubro de “Efecto por cambios en el valor razonable, neto”. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por los certificados bursátiles fiduciarios, cuya única fuente de pago es la cobranza de los derechos de cobro, se devengaron y pagaron intereses en los ejercicios </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2 </span><span style="font-family:Arial; font-size:8pt">por la cantidad de </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">26,095</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$34,053</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$43,945</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 6 </span><span style="font-family:Arial; font-size:8pt">los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre los intereses de la constancia preferente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, las obligaciones sobre los intereses de la constancia preferente ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">510</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$913</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$2,568, respectivamente, la cual representa el valor presente de los flujos futuros de interés. Los intereses devengados por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2 </span><span style="font-family:Arial; font-size:8pt">ascienden a </span><span style="font-family:Arial; font-size:8pt">$1,488</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">$1,951</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $2,527</span><span style="font-family:Arial; font-size:8pt">, respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> la Administración</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">d</span><span style="font-family:Arial; font-size:8pt">el Fideicomiso realizó pago de intereses a la constancia preferente </span><span style="font-family:Arial; font-size:8pt">por</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$1,604</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">$2,090</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$2,696, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el efecto neto de valorización de la porción pasiva de la constancia preferente fue una disminución de gasto financiero </span><span style="font-family:Arial; font-size:8pt">por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">94</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$45</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$340, respectivamente, el cual se registra en resultados en el rubro de “Gastos financieros”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la nota 7 los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Patrimonio</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt">, el patrimonio equivale a la porción relativa al principal de la constancia preferente de la que el INFONAVIT es tenedor que equivale a </span><span style="font-family:Arial; font-size:8pt">12,434,032</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">13,808,759</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDI’s, respectivamente, llevándose a cabo durante los ejercicios </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2 </span><span style="font-family:Arial; font-size:8pt">amortizaciones de dicha constancia por</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">1,410,819</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">1,780,744</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> 2,543,412 </span><span style="font-family:Arial; font-size:8pt">UDI´s, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las constancias subordinadas, de las que el INFONAVIT y FHipo son tenedores, equivalentes a 32,757,661 y 47,980,994 UDI´s, respectivamente, dichas constancias subordinadas otorgan el derecho a sus tenedores a recibir el monto remanente, una vez que se haya cumplido con las obligaciones establecidas sobre los CDVITOT, los adeudos pendientes de la Administración y las obligaciones sobre la constancia preferente de acuerdo al orden de prelación del contrato de Fideicomiso; mientras que la constancia preferente da derecho a su tenedor a recibir periódicamente intereses, y el pago del principal se podrá amortizar anticipadamente, una vez que se haya cumplido con las obligaciones establecidas sobre los CDVITOT de acuerdo al orden de prelación del contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el patrimonio se integra como se muestra a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
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<span style="font-family:Arial; font-size:8pt">Para mayor </span><span style="font-family:Arial; font-size:8pt">información, referirse a </span><span style="font-family:Arial; font-size:8pt">la nota 3 f) y 8 </span><span style="font-family:Arial; font-size:8pt">los</span><span style="font-family:Arial; font-size:8pt"> estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">. </span>
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<span style="font-family:Arial; font-size:8pt">Para mayor detalle respecto de la información contenida en el estado de flujo que se presenta a continuación, deberá referirse a los estados financieros dictaminados que se anexan al presente reporte anual.</span>
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" 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</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">A continuación, se muestra la variación del efectivo del Fideicomiso durante los últimos tres ejercicios. </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<img 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" 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</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">En el siguiente cuadro, se detalla los Gastos Semestrales, por cada contraparte:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<img 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<span style="font-family:Arial; font-size:8pt">El Fideicomiso únicamente maneja una cuenta para el manejo de efectivo, definida en el Contrato como la Cuenta del Fideicomiso, de la cual su comportamiento durante el periodo reportado se detalló en el punto inmediato anterior.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Índices</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Este Fideicomiso contempla que para que se detone una Amortización anticipada de los Certificados Bursátiles Serie A, deberán presentarse un Evento de Cartera Vencida Acumulada, término que se define en el propio Contrato de Fideicomiso, siempre y cuando se haya pagado el Monto de Pago de Interés de la Serie A que corresponde a dicha Fecha de Pago, es decir, cuando el porcentaje resultante de la división del saldo insoluto de los Créditos Hipotecarios Vencidos desde la Fecha de Corte hasta la Fecha de Determinación correspondiente a la Fecha de Pago anterior, entre el saldo insoluto total de principal de los Créditos Hipotecarios Vigentes en la Fecha de Corte sea mayor que el porcentaje máximo que corresponda a una Fecha de Pago, conforme a la siguiente tabla:</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Fecha de Pago</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Porcentaje Máximo</span>
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<span style="font-family:Arial; font-size:8pt">1</span>
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<span style="font-family:Arial; font-size:8pt">2</span>
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<span style="font-family:Arial; font-size:8pt">3</span>
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<span style="font-family:Arial; font-size:8pt">4 y hasta la Fecha</span>
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<span style="font-family:Arial; font-size:8pt">de Vencimiento</span>
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<span style="font-family:Arial; font-size:8pt">4%</span>
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<span style="font-family:Arial; font-size:8pt">8%</span>
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<span style="font-family:Arial; font-size:8pt">12%</span>
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<span style="font-family:Arial; font-size:8pt">16%</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Razones Financieras</span>
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<span style="font-family:Arial; font-size:8pt">Las razones financieras presentadas a continuación no son métricas definidas por las NIIF.</span>
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<span style="font-family:Arial; font-size:8pt">Los estados financieros dictaminados del Fideicomiso al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y por los años terminados en esas fechas, así como los correspondientes al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt"> y por los años terminados en esas fechas fueron auditados por KPMG Cárdenas Dosal, S.C., auditores independientes, de conformidad con las Normas Internacionales de Auditoría</span><span style="font-family:Arial; font-size:8pt"> (NIA)</span><span style="font-family:Arial; font-size:8pt">. </span>
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<span style="font-family:Arial; font-size:8pt">A continuación, se exponen los hechos relacionados con la prestación de servicios de auditoría y servicios no relacionados con la auditoría (NAS), así como la información relacionada con los honorarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
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" 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<span style="font-family:Arial; font-size:8pt">No hubo Dependencia de Honorarios como se describe en el Código IESBA en l</span><span style="font-family:Arial; font-size:8pt">os honorarios del Fideicomiso 80</span><span style="font-family:Arial; font-size:8pt">739</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Durante dichos ejercicios KPMG Cárdenas Dosal, S.C., emitió una opinión sin salvedades.</span>
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<span style="font-family:Arial; font-size:8pt">No se han llevado a cabo transacciones o créditos relevantes entre el fiduciario, fideicomitente, el administrador de los bienes fideicomitidos, deudores relevantes o cualquier otro tercero excepto por que con fecha de septiembre de 2015, el Fideicomiso celebró un contrato de administración con el INFONAVIT donde se designa a este último como el administrador único de los derechos de cobro sobre cartera hipotecaria bursatilizados; de acuerdo con dicho contrato, el Fiduciario nombra al INFONAVIT como su agente para llevar a cabo la administración y cobranza de los derechos de cobro hipotecarios, de los derechos sobre los inmuebles adjudicados, así como efectuar reclamaciones bajo los seguros o fondos de protección de pagos, según corresponda a cambio de una comisión. </span>
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<span style="font-family:Arial; font-size:8pt">Por el año terminado el 31 de diciembre de</span><span style="font-family:Arial; font-size:8pt"> 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el Fideicomiso incurrió en gastos por comisiones por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">19,602</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">$23,137</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$32,927, respectivamente, y se reconocen en resultados en el rubro de “Gastos generales”; asimismo, se incurrió en gastos de cobranza por</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">1,290</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$514</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$475, respectivamente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Nacional Financiera, S.N.C., Institución de Banca de Desarrollo, Dirección Fiduciaria actúa como Fiduciario en varios Fideicomisos distintos a los emisores, constituidos por el INFONAVIT.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado no se celebraron asambleas de Tenedores</span><span style="font-family:Arial; font-size:8pt">.</span>
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FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
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FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
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FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFF
FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/1+nooooAKKKK
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
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oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJAGSQB70ALRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQQCOaKKACiiigAooooAKKKKACiiigAooooAKK
KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK
KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK
KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK
KKAP/9fp6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii
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Certificados Bursátiles Fiduciarios
Preferentes
Certificados Bursátiles Fiduciarios
CDVITOT 15-U
78811153
7583978
10.39
Bolsa Mexicana de Valores
Primera
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,238 (diez mil doscientos treinta y ocho) días contados a partir de la Fecha de Emisión, es decir, equivalentes a 28.05 años.
2043-09-21
El monto total y el valor nominal están expresados en UDIs
Certificados Bursátiles Fiduciarios
Subordinados
Certificados Bursátiles Fiduciarios
CDVITOT 15-2U
5268908
6802378
13.03
Bolsa Mexicana de Valores
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,238 (diez mil doscientos treinta y ocho) días contados a partir de la Fecha de Emisión, es decir, equivalentes a 28.05 años.
2043-09-21
Segunda
El monto total y el valor nominal están expresados en UDIs
KPMG CÁRDENAS DOSAL, S.C.
El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios (incluir los ejercicios a que se refieren dichos estados financieros, al menos tres ejercicios) fueron dictaminados con fecha (incluir la fecha del dictamen de cada uno de los estados financieros que se incluyen), de conformidad con las Normas Internacionales de Auditoría (se podrá incluir la mención específica de las normas utilizadas).
Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas.
No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados.
Oscar González Vigón
Socio de Auditoría
Luis Fernando Amador Monroy
Representante Legal
Nacional Financiera, S.N.C., I.B.D., Dirección Fiduciaria
El suscrito manifiesta bajo protesta de decir verdad, que su representada en su carácter de fiduciario, preparó la información financiera relativa al patrimonio del fideicomiso, así como la información relacionada con los valores emitidos y los contratos aplicables, contenida en el presente reporte anual, la cual, a su leal saber y entender, refleja razonablemente su situación y que se cercioró de que en el periodo reportado no existieran diferencias relevantes entre los ingresos del fideicomiso atribuibles a los bienes, derechos o valores fideicomitidos y la información que recibió del administrador u operador relativa a la cobranza de dichos bienes, derechos o valores. Asimismo, manifiesta que, dentro del alcance de las actividades para las que fue contratada, no tiene conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
Georgina Mariana Bravo Carranza
Delegada Fiduciaria General
Luis Alberto de la Rosa Vargas
Delegado Fiduciaria General
Instituto del Fondo Nacional de la Vivienda para los Trabajadores
Los suscritos manifestamos bajo protesta de decir verdad que, en el ámbito de nuestras respectivas funciones, preparamos la información relativa a la cobranza de los bienes, derechos o valores fideicomitidos, o cualquier otra información de mi representada contenida en el presente reporte anual, la cual, a nuestro leal saber y entender, refleja razonablemente su situación. Asimismo, manifestamos que no tenemos conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
Octavio Romero Oropeza
Director General
Carlos Fernando Cortez González
Director de Finanzas y Fiscalización
Gilberto Alejandro Quiroz González
Subdirector Jurídico
CIBanco, S.A., I.B.M.
El suscrito manifiesta bajo protesta de decir verdad, que su representada en su carácter de representante común, revisó la información financiera relativa al patrimonio del fideicomiso, así como la relacionada con los valores emitidos, los contratos aplicables y la cobranza de los bienes, derechos o valores fideicomitidos, contenida en el presente reporte anual, la cual, a su leal saber y entender, refleja razonablemente su situación
Mónica Jiménez Labora Sarabia
Delegada Fiduciaria
Alfredo Basurto Dorantes
Delegado Fiduciaria