CDVITOT
2024-12-31
CDVITOT
2024-12-31
serie
CDVITOT
2024-12-31
serie2
CDVITOT
2024-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
1
CDVITOT
2024-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
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1
CDVITOT
2024-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
12
1
CDVITOT
2024-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
12
CDVITOT
2024-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
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CDVITOT
2024-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
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CDVITOT
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
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CDVITOT
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
15
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CDVITOT
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
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CDVITOT
2024-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
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CDVITOT
2024-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
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CDVITOT
2024-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
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ISO4217:MXN
xbrli:pure
Anexo N Bis 1
NO
Fideicomisos
NO
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NO
80632
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<span style="font-family:Arial; font-size:8pt">La emisión de los Certificados Bursátiles Fiduciarios Serie A y Serie B, se efectúa por cuenta del Fideicomiso Irrevocable número 80632 de fecha 27 de julio de 2011 celebrado por el </span><span style="font-family:Arial; font-size:8pt">Instituto </span><span style="font-family:Arial; font-size:8pt">del Fondo Nacional de la Vivienda </span><span style="font-family:Arial; font-size:8pt">para</span><span style="font-family:Arial; font-size:8pt"> los Trabajadores </span><span style="font-family:Arial; font-size:8pt">(“</span><span style="font-family:Arial; font-size:8pt">INFONAVIT</span><span style="font-family:Arial; font-size:8pt">”)</span><span style="font-family:Arial; font-size:8pt"> y Ba</span><span style="font-family:Arial; font-size:8pt">nco Nacional de México, S.A.,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en su carácter de Fideicomitentes; Nacional Financiera, S.N.C., Institución de Banca de Desarrollo Dirección Fiduciaria en su carácter de Fiduciaria y HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, en su carácter de Representante Común. La finalidad del Fideicomiso es la emisión de los Certificados Bursátiles Fiduciarios, 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 Nacional de México, S.A. integrante del Grupo Financiero Banamex</span><span style="font-family:Arial; font-size:8pt">.</span>
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CDVITOT
Los tenedores de los Certificados Bursátiles Fiduciarios Serie A
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><span style="font-family:Arial; font-size:8pt">.</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 7,832 (siete mil ochocientos treinta y dos) Créditos Hipotecarios, junto con el derecho a efectuar reclamaciones bajo los Seguros, la Garantía Genworth y cualesquiera otros accesorios que les correspondan, todos y cada uno de los créditos hipotecarios que sean cedidos por los Fideicomitentes como reemplazo de otros junto con el derecho a efectuar reclamaciones bajo los Seguros, la Garantía Genworth y cualesquiera otros accesorios que les correspondan; cualquier cantidad que los Fideicomitentes entreguen 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 pudieran afectar al Fideicomiso los Fideicomitentes.</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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<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 se pagarán exclusivamente con los recursos que integren el Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Derechos que confieren a los tenedores:</span>
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<span style="font-family:Arial; font-size:8pt">Cada Certificado Bursátil Fiduciario 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 y por Banamex, que forman parte del Patrimonio del Fideicomiso, en los términos descritos en el Certificado Global 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 Fiduciarios 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 Serie A devengarán intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 4.5% (cuatro puntos cinco 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 Serie A, el Representante Común utilizará las fórmulas establecidas en el Certificado Global correspondiente a los Certificados Bursátiles Fiduciarios Serie A.</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">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Serie B devengarán intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 5.5% (cinco puntos cinco 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 Serie B, el Representante Común utilizará la fórmula establecida en el Certificado Global.</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">A partir de su fecha de emisión, y en tanto no sea amortizado, el Instrumento Subordinado devengará intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 5.5 % (cinco puntos cinco 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 del Instrumento Subordinado, el Representante Común utilizará la fórmula establecida en el certificado o constancia correspondiente a dicho Instrumento Subordinado.</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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor 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 enero y julio de cada año en el que los Certificados Bursátiles Fiduciarios estén vigentes. La primera Fecha de Pago se efectuó el 20 de enero de 2012 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"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El principal de los Certificados Bursátiles Fiduciarios vencerá anticipadamente en caso de que, en cualquier Fecha de Pago, el Emisor no pague íntegramente el Monto de Pago de Interés correspondiente a dicha Fecha de Pago.</span>
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<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 Saldo Insoluto de Principal bajo los Certificados Bursátiles Fiduciarios será pagado en la Fecha de Vencimiento.</span>
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<p style="margin:0pt; text-align:justify">
<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 Fiduciarios, por una cantidad igual al monto que se determine para tal propósito de conformidad con la cláusula Décimo Segunda del Contrato de Fideicomiso. Bajo los términos de los Certificados Bursátiles Fiduciarios, 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor 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 enero y julio de cada año en el que los Certificados Bursátiles Fiduciarios estén vigentes. La primera Fecha de Pago se efectuó el 20 de enero de 2012 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 Fiduciarios se liquidarán semestralmente 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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<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 mayor 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 </span><span style="font-family:Arial; font-size:8pt">Comisión Nacional Bancaria y de Valores (“</span><span style="font-family:Arial; font-size:8pt">CNBV</span><span style="font-family:Arial; font-size:8pt">”)</span><span style="font-family:Arial; font-size:8pt"> y listado ante la </span><span style="font-family:Arial; font-size:8pt">Bolsa Mexicana y de Valores (“</span><span style="font-family:Arial; font-size:8pt">BMV</span><span style="font-family:Arial; font-size:8pt">”)</span><span style="font-family:Arial; font-size:8pt">. 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 Fiduciarios se pagarán en cada Fecha de Pago y se realizarán con recursos provenientes del Patrimonio del Fideicomiso en el domicilio de la S.D. INDEVAL Institución para el Depósito de Valores, S.A. de C.V., ubicada en Paseo de la Reforma No. 255, 3er. Piso, Colonia Cuauhtémoc, C.P. 06500, Ciudad de México. mediante la entrega de las constancias correspondientes.</span>
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<span style="font-family:Arial; font-size:8pt">HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, 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:Arial; font-size:8pt">.</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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<span style="font-family:Arial; font-size:8pt">No aplica.</span>
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Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
Del 01/01/2024 al 31/012/2024
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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-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-style:italic">“Acreedores en</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Primer Lugar”</span>
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<span style="font-family:Arial; font-size:8pt">significa, los Tenedores de los Certificados Bursátiles Fiduciarios Serie A.</span>
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<span style="font-family:Arial; font-size:8pt; 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; font-style:italic">“Administrador Maestro Sustituto”</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-style:italic">“Agencias</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Calificadoras”</span><span style="width:21.3pt; text-indent:0pt; display:inline-block"></span>
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<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta, las sociedades denominadas Standard & Poors, S.A. de C.V.</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> Moody’s de México, S.A. de C.V</span><span style="font-family:Arial; font-size:8pt"> (ahora </span><span style="font-family:Arial; font-size:8pt">Moody´s Local MX, S.A. de C.V.</span><span style="font-family:Arial; font-size:8pt">) </span><span style="font-family:Arial; font-size:8pt">. quienes determinarán la calificación de la emisión de los Certificados Bursátiles Fiduciarios y de las Constancias Preferentes.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Amortización Anticipada de Principal”</span>
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<span style="font-family:Arial; font-size:8pt">significa, que, 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, Seguros Atlas S.A., en su carácter de emisora de las pólizas de los Seguros, sus sucesores y cesionarios.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Banco de México”</span>
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<span style="font-family:Arial; font-size:8pt">significa, el Banco Central de México que fue establecido por la Ley de Banco de México publicada en el Diario Oficial de la Federación el 23 de diciembre de 1993.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Banamex”</span>
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<span style="font-family:Arial; font-size:8pt">significa, Banco Nacional de México, S.A., Integrante del grupo Financiero Banamex. </span>
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<span style="font-family:Arial; font-size:8pt">significa, la Bolsa Mexicana de Valores, S.A.B.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> de C. V.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Calificación de los Certificados Bursátiles”</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">significa, la calificación otorgada a los Certificados Bursátiles Fiduciarios por las Agencias Calificadoras.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Cantidades Excluidas”</span>
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<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, (iv) cualquier indemnización bajo la Garantía Genworth relacionada con hechos sucedidos antes de (y sin incluir a) la Fecha de Corte, y (v) 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>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Cantidades Incluidas”</span>
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<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 a la pérdida total de un Inmueble que suceda a partir de (e incluyendo a) la Fecha de Corte, (iv) cualquier indemnización bajo la Garantía Genworth, relacionada con hechos sucedidos a partir de (e incluyendo a) la Fecha de Corte, (v) 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 a partir de (e incluyendo a) la Fecha de Corte y (vi) el Producto Neto de Liquidación.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Causa de Incumplimiento”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, que, 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 de la Serie A 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 inter</span><span style="font-family:Arial; font-size:8pt">eses</span><span style="font-family:Arial; font-size:8pt"> devengados hasta esa fecha de los Certificados Bursátiles Fiduciarios o las Constancias Preferentes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:70.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Certificados Bursátiles Fiduciarios”</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los Certificados Bursátiles Fiduciarios Serie A emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso de conformidad con los artículos 61, 62, 63 y 64 de la LMV. En caso de que las Constancias Preferentes se transformen en Certificados Bursátiles Serie B, el término Certificados Bursátiles Fiduciarios también incluirá a los Certificados Bursátiles Serie B.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Certificados Bursátiles Fiduciarios Serie A”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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) UDIs 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 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Certificados Bursátiles Fiduciarios Serie B”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los títulos de crédito que en su caso sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal de 100 (cien) UDIs 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, que resulten de la cancelación de las Constancias Preferentes de conformidad con lo establecido en 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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Certificado Global”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los certificados globales que documentan todos los Certificados Bursátiles Fiduciarios Serie A.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“CNBV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 pueden ser deducidos de conformidad con el Contrato de Administración.</span><span style="font-family:Arial; font-size:8pt"> </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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Comisión por Administración”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 éste 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:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Constancias Preferentes”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, las constancias de derechos de cobro por la cantidad total al momento de su emisión de 41,666,300 (cuarenta y un millones seiscientos </span><span style="font-family:Arial; font-size:8pt">sesenta y seis mil trescientas) UDIs, las cuales se encuentran subordinadas en cuanto al derecho y prioridad para recibir pago de principal e intereses en términos de la Cláusula Décimo Segunda del Contrato de Fideicomiso, suscritas por el Fiduciario a favor del INFONAVIT y de Banamex 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Constancias Subordinadas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, las constancias de derechos al remanente del patrimonio del fideicomiso por la cantidad total al momento de su emisión de 75,777,449.55 (setenta y cinco millones setecientos setenta y siete mil cuatrocientos cuarenta y nueve 55/100) UDIs, las cuales se encuentran subordinadas a los Certificados Bursátiles Fiduciarios Serie A y al Instrumento Subordinado, en cuanto al derecho y prioridad para recibir pago de principal e intereses en términos de la Cláusula Décimo Segunda del presente Contrato, suscritas por el Fiduciario a favor del INFONAVIT y de Banamex en términos de la Cláusula Quinta (b) 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Administración”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 celebrado entre 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 la Garantía Genworth, 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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Administración Maestra”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Cesión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de cesión que celebran el INFONAVIT y Banamex, como cedentes y el Fiduciario, como cesionario, por medio del cual el INFONAVIT y Banamex ceden a favor del Fiduciario, para beneficio del Patrimonio del Fideicomiso, los derechos sobre 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Cesiones</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 Banamex ceden al Fiduciario los derechos sobre nuevos créditos hipotecarios, junto con sus accesorios, a cambio de la cesión por el Fiduciario a favor del INFONAVIT y Banamex de sus derechos con respecto a ciertos Créditos no Elegibles, 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de fideicomiso irrevocable número 80632 celebrado por el INFONAVIT y en su carácter de fideicomitentes, con Nacional Financiera, S.N.C. Institución de Banca de Desarrollo, Dirección Fiduciaria, en su carácter de Fiduciario y HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, en su carácter de representante común, de fecha 27 de julio de 2011 constituido con la finalidad de afectar los derechos de los Créditos Hipotecarios, las Hipotecas y el derecho a efectuar reclamaciones bajo los Seguros y la Garantía Genworth, al Fideicomiso por los Fideicomitentes, con el fin principal de emitir los Certificados Bursátiles Fiduciarios entre el gran público inversionista.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Contrato de Seguro de Protección de Pagos”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el contrato de seguro por medio del cual Genworth se obliga a cubrir hasta 6 (seis) amortizaciones mensuales bajo cada Crédito Hipotecario, durante los primeros 5 años de su vigencia, dicho contrato corresponde al Anexo “K” 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Crédito no Elegible”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 los Cedentes 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Créditos Hipotecarios”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los créditos con garantía hipotecaria y sus accesorios, incluyendo los Seguros y la Garantía Genworth, mismos que se relacionan en el Anexo G 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Créditos Hipotecarios Vencidos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Cuenta del Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">la cuenta a nombre del Fiduciario y administrada por éste para los efectos descritos en 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Deudor Hipotecario”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 conjuntamente con cualquier persona que se encuentra obligada en relación con dicho Crédito Hipotecario como-acreditada, fiadora, avalista, obligada solidaria o de cualquier otra forma. </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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Día Hábil”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 en el Diario Oficial de la Federación.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“EMISNET”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la emisión de los Certificados Bursátiles Fiduciarios en virtud del presente Fideicomiso.</span><span style="font-family:Arial; font-size:8pt"> </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>
</td>
</tr>
<tr style="height:180pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Evento de Cartera Vencida Acumulada”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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, </span><span style="font-family:Arial; font-size:8pt; text-decoration:underline">entre</span><span style="font-family:Arial; font-size:8pt"> (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:248.8pt">
<tr style="height:14.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:110.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Fecha de Pago</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Porcentaje Máximo</span>
</p>
</td>
</tr>
<tr style="height:7.3pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:110.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">4.00%</span>
</p>
</td>
</tr>
<tr style="height:7.3pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:110.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">8.00%</span>
</p>
</td>
</tr>
<tr style="height:7.65pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:110.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">12.00%</span>
</p>
</td>
</tr>
<tr style="height:14.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:110.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">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:5.03pt; padding-right:5.03pt; vertical-align:top; width:115.95pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Expediente de Crédito”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 los datos de inscripción 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Cierre”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 Fiduciarios 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Corte”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el 22 de julio de 2011. </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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Determinación”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación a 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Instrucción”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la fecha en que el INFONAVIT instruya al Fiduciario la venta del Patrimonio del Fideicomiso, de conformidad con lo establecido en la Cláusula Novena 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Pago”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el día 20 de cada mes de enero y julio de cada año en el que los Certificados Bursátiles Fiduciarios estén vigentes; la primera Fecha de Pago será el 20 de enero de 2012 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.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Recaudación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 (diecisiete) 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Transferencia”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 style="height:26.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fecha de Vencimiento”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el 20 de julio de 2039.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fideicomiso o</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Fideicomiso Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el fideicomiso No. 80632 de fecha 27 de julio de 2011 celebrado entre los Fideicomitentes, el Fiduciario y el Representante Común, en base al cual serán emitidos 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fideicomisarios en</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Primer Lugar”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, los Tenedores de los Certificados Bursátiles Fiduciarios Serie A.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fideicomisarios en</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Segundo Lugar”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fideicomisario en Tercer Lugar”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fideicomitentes”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en forma conjunta el INFONAVIT y Banamex.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Fiduciario o Fiduciario Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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, en su carácter de Fiduciario 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Garantía Genworth”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la garantía que otorga Genworth en términos del Contrato de Seguro de Protección de Pagos.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Gastos de Cobranza”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan los gastos descritos en el Contrato de Fideicomiso.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Gastos de Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios y gastos del Intermediario Colocador de acuerdo con el contrato de colocación entre el Intermediario Colocador y el Fiduciario</span>
</li>
<li style="margin:0pt 0pt 0pt 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; 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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; 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 Fiduciarios,</span>
</li>
<li style="margin:0pt 0pt 0pt 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; 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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; 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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; 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 Fiduciarios, incluyendo los derechos derivados de la inscripción de los Certificados Bursátiles Fiduciarios Serie A en el RNV, los honorarios </span><span style="font-family:Arial; font-size:8pt">por inscripción de los Certificados Bursátiles Fiduciarios Serie A en la BMV, por el depósito del Certificado Global en el Indeval, honorarios de asesores legales y auditores aprobados por los Fideicomitentes, los gastos causados por la impresión del Prospecto, del Suplemento y por cualquier publicación.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Gastos Semestrales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; 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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; 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 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; 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 Fiduciarios y, en su caso, de los Certificados Bursátiles Fiduciarios Serie B en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación,</span>
</li>
<li style="margin:0pt 0pt 0pt 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Contador Independiente, y</span>
</li>
<li style="margin:0pt 0pt 0pt 16.33pt; text-indent:0pt; text-align:justify; padding-left:5.47pt; 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 subincisos (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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Genworth”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Genworth Seguros México, S.A. de C.V., la cual actualmente ha modificado su denominación social a HDI Seguros, 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Hipoteca”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“IMSS”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“INDEVAL”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Inmuebles”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Inmuebles Adjudicados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:43.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Instrumento Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, según sea el caso, las Constancias Preferentes o los Certificados Bursátiles Fiduciarios Serie B.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Intermediario Colocador”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Acciones y Valores Banamex, S.A. de C.V., Casa de Bolsa, integrante del Grupo Financiero Banamex.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Inversiones Permitidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 (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.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“LGTOC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“LIC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“LMV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto de Amortización Anticipada de Principal”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 de Fideicomiso.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto de Pago de Interés”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 Serie A y del Instrumento Subordinado, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título o constancia que documente dichos Certificados Bursátiles Fiduciarios o 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto de Pago de Interés de la Serie A”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 Serie A, 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 Serie A. </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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto de Pago de Interés del Instrumento Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de intereses pagaderos con respecto al Instrumento Subordinado en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el documento que ampare a dicho Instrumento Subordinado o, en su caso, en el título que documente a los Certificados Bursátiles Fiduciarios Serie B, según sea el caso.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto de Valuación”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa la cantidad que determine el Valuador Independiente como el precio de mercado de los activos del Patrimonio 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Monto Remanente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Patrimonio del Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“NIIF”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Patrimonio del Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 o adquiridos por el Fiduciario en relación con el presente Contrato.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Periodo de Intereses”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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 que 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Periodo de Generación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Producto de Liquidación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Producto Neto de</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Liquidación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Porcentaje Serie A”</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el porcentaje 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">Porcentaje Serie 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"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> SIP</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"> * 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt"> CHV</span><span style="width:16.89pt; text-indent:0pt; display:inline-block"></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>
<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 Serie A.</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">CHV = el equivalente en UDIs 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>
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Porcentaje Instrumento Subordinado”</span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el porcentaje 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">Porcentaje Instrumento Subordinado =</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"> SIP</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"> * 100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></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"> CHV</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 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">CHV = el equivalente en UDIs 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>
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Precio de Venta”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, (i) si el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A, es </span><span style="font-family:Arial; font-size:8pt; text-decoration:underline">mayor</span><span style="font-family:Arial; font-size:8pt"> al diez por ciento (10%) del valor nominal de los Certificados Bursátiles Fiduciarios en la Fecha de Instrucción, el monto que resulte de sumar el Monto de Valuación más la Prima; o (ii) si el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A es </span><span style="font-family:Arial; font-size:8pt; text-decoration:underline">igual o menor</span><span style="font-family:Arial; font-size:8pt"> al diez por ciento (10%) del valor nominal de los Certificados Bursátiles Fiduciarios en la Fecha de Instrucción, una cantidad igual al Monto de Valuación.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Prima”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, una cantidad equivalente al 20 % (veinte por ciento), sobre el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A en la Fecha de Instrucción.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Reporte de Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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, a Banamex, 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Reporte de Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Representante Común”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“RNV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación con los Certificados Bursátiles Fiduciarios Serie A (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en UDIs equivalente al valor nominal de los Certificados Bursátiles Fiduciarios Serie A; 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">SIP = SIP</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1 </span><span style="font-family:Arial; font-size:8pt">– AM</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>
<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 Serie A.</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</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Serie A 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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">AM =</span><span style="width:17.11pt; text-indent:0pt; display:inline-block"></span><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 todos los Certificados Bursátiles Fiduciarios Serie A 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 Fiduciario Serie A 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">
<span style="font-family:Arial; font-size:8pt">SIPI</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"> SIP / 4,381,081</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">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie A.</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 Serie A.</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 style="height:28.65pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Saldo Insoluto de Principal del Instrumento Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, en relación con el Instrumento Subordinado (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en UDIs equivalente al valor nominal de dicho Instrumento Subordinado, 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">SIP = SIP</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> – AM + i</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 dónde:</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 las Constancias 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">SIP</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de las Constancias 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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">AM =</span><span style="width:17.11pt; text-indent:0pt; display:inline-block"></span><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 dichas Constancias 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">i = Suma de intereses vencidos y no pagados de las Constancias 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">En el caso en que, por la cancelación de las Constancias Preferentes, se emitan Certificados Bursátiles Fiduciarios Serie B, de conformidad con la Cláusula Quinta del Contrato de Fideicomiso, 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">
<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">SIPI</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"> SIP / x</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">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie B.</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 Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">x = Número de Certificados Bursátiles Serie B, equivalente a 416,663 títulos de 100 UDIs cada uno.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Seguros”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<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>
</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“SMG o Salario Mínimo General”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<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>
</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Tasa de Interés de los Certificados Bursátiles </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Serie A”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<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 Serie A devengarán intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 4.5% (cuatro puntos cinco por ciento) la cual se mantendrá fija durante la </span><span style="font-family:Arial; font-size:8pt">vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Serie A, el Representante Común utilizará las fórmulas establecida en el Certificado Global correspondiente a los Certificados Bursátiles Fiduciarios Serie A.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:86.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Tasa de Interés del Instrumento Subordinado”</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sea amortizado, el Instrumento Subordinado devengará intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 5.5% (cinco puntos cinco 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 del Instrumento Subordinado, el Representante Común utilizará la fórmula establecida en el Contrato en el certificado u constancia correspondiente a dicho 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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“TCP”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<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>
</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Tenedores”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan, los titulares de los Certificados Bursátiles Fiduciarios que se emitan al amparo de la presente Emisión, quienes en todo momento estarán representados por el Representante Común.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“UDI”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<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 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>
</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“Valuador Independiente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, aquella persona que designen los Fideicomitentes en forma conjunta, que tenga la experiencia y recursos necesarios para realizar las valuaciones requeridas en términos del presente Contrato.</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:152.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“VSM”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:262.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, veces el SMG.</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>
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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"> </span>
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<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Certificados Bursátiles Fiduciarios</span>
</li>
</ol>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">1.1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Emisión de los Certificados Bursátiles Fiduciarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
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" 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<span style="font-family:Arial; font-size:8pt">1)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:Arial; font-size:8pt">El INFONAVIT y BANAMEX 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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<span style="font-family:Arial; font-size:8pt">De conformidad con lo establecido en el Contrato de Cesión, el INFONAVIT y BANAMEX, 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 los mismos. 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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<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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<span style="font-family:Arial; font-size:8pt">2)</span><span style="font:7.0pt 'Times New Roman'">     </span><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 los mismos.</span>
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<span style="font-family:Arial; font-size:8pt">3)</span><span style="font:7.0pt 'Times New Roman'">     </span><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 45% al INFONAVIT y un 55% a BANAMEX, 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>
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<span style="font-family:Arial; font-size:8pt">4)</span><span style="font:7.0pt 'Times New Roman'">     </span><span style="font-family:Arial; font-size:8pt">El Fiduciario emitió una Constancia Preferente y una Constancia Subordinada a favor de cada Fideicomitente con cargo al Patrimonio del Fideicomiso respectivo:</span>
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<span style="font-family:Arial; font-size:8pt">La Constancia Preferente 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 Serie B, con cargo al Patrimonio del Fideicomiso con exactamente las mismas características que la Constancia Preferente. </span>
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<span style="font-family:Arial; font-size:8pt">La Constancia Subordinada da derecho al tenedor de la misma, al Monto Remanente. Los Fideicomitentes, como Tenedores iniciales de las Constancias Subordinadas, podrán cederlas total o parcialmente, en el entendido, sin embargo, que los Fideicomitentes deberán ser titulares al momento de la Emisión de una Constancia Subordinada que represente al menos el 5.75% (cinco puntos setenta y cinco por ciento) del valor total de los Certificados Bursátiles Fiduciarios, conjuntamente, al momento de su emisión.</span>
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<span style="font-family:Arial; font-size:8pt">1.2.</span><span style="width:22.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Flujo de la Operación</span>
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<p style="margin:0pt; text-align:center">
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" width="268" height="232" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
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<span style="font-family: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 0pt 0pt 21.3pt; text-indent:-14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">1)</span><span style="font:7.0pt 'Times New Roman'">     </span><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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">2)</span><span style="font:7.0pt 'Times New Roman'">     </span><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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 21.3pt; 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>
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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"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">3)</span><span style="font:7.0pt 'Times New Roman'">     </span><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>
</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"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; 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 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4)</span><span style="font:7.0pt 'Times New Roman'">     </span><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>
</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"> </span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">5)</span><span style="font:7.0pt 'Times New Roman'">     </span><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>
</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 vencen, para todos los efectos legales, en la fecha en que se indique en el título respectivo, en la cual deberán haber sido amortizados en su totalidad. Si en esa fecha aún quedo pendiente cualquier monto de principal y/o intereses bajo dichos Certificados Bursátiles Fiduciarios los Tenedores tendrán el derecho de exigir su pago. Los Certificados Bursátiles Fiduciarios pueden vencer antes de esa fecha en el caso de que ocurra una Causa de Incumplimiento, según se determine en el suplemento correspondiente 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">A partir de su Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles Fiduciarios causarán intereses ordinarios sobre el Saldo Insoluto de Principal a la Tasa de Interés que se determine y en la forma que se establezca, en el título correspondiente.</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 pagos con respecto a los Certificados Bursátiles Fiduciarios se harán solamente en los términos previstos en el Fideicomiso y hasta donde alcance el Patrimonio del Fideicomiso. En caso de falta de disposición expresa en el Contrato de Fideicomiso, el Fiduciario procederá de conformidad con las determinaciones que tome el Fideicomitente y Representante Común, según se determine en el Contrato de Fideicomiso. Cualquier documento o notificación que quieran o deban dirigir los Tenedores de Certificados Bursátiles Fiduciarios al Fiduciario, deberán hacerlo a través del Representante Común de la emisión de Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Principales eventos relevantes</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">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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cobranza de los créditos hipotecarios</span>
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</ol>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">3.1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">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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<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>
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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 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>
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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 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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">3.2.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Cobranza de los créditos hipotecarios</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">Los recursos depositados en el Fideicomiso por parte del INFONAVIT como resultado de la recuperación de los Créditos Hipotecarios y sus accesorios han sido:</span>
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" 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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"> </span>
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<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Resumen de información financiera</span>
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</ol>
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<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4.1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Distribución de los recursos</span>
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<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>
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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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4.2.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Efectivo y equivalentes de efectivo. </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 siguiente cuadro se detalla el efectivo y equivalentes de efectivo al cierre de los últimos 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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<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 ganados se registran en el estado de resultados en el rubro de “Ingresos financieros”.</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">Para mayor información, referirse </span><span style="font-family:Arial; font-size:8pt">a la nota 3 a) y 4</span><span style="font-family:Arial; font-size:8pt"> de</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>
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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">Derechos de Cobro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </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">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">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">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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<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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<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 </span><span style="font-family:Arial; font-size:8pt">actualizó en 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> en </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">66 </span><span style="font-family:Arial; font-size:8pt">%, 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 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> fue de $</span><span style="font-family:Arial; font-size:8pt">100</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt">81 </span><span style="font-family:Arial; font-size:8pt">pesos</span><span style="font-family:Arial; font-size:8pt"> diarios.</span><span style="font-family:Arial; font-size:8pt"> </span>
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<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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" 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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"> </span>
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<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 </span><span style="font-family:Arial; font-size:8pt">de valor presente de los flujos esperados.</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 nota 3 c) y 5 </span><a name="_Hlk193732117" href="#" ><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></a>
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<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Obligaciones sobre Certificados Bursátiles</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las obligaciones sobre certificados bursátiles 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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Con fecha 29 de julio de 2011, el Fideicomiso emitió certificados bursátiles correspondientes a 4,381,081 (serie A) y el 21 de octubre de 2011, emitió 227,235 (serie B) certificados con valor nominal de 100 UDI´s, cada uno, bajo las claves CDVITOT 11-U y CDVITOT 11-2U por un importe equivalente en Moneda Nacional a $1,999,967 y $104,486 miles de pesos, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 4.50% y 5.50%, respectivamente. La amortización de capital y de los intereses devengados de los certificados es de manera semestral en los meses de enero y julio, de cada año hasta el mes de julio de 2039.</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 obligaciones sobre los CDVITOT del Fideicomiso que devengan intereses se valúan a valor razonable para el ejercicio 20</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">2</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">4</span><span style="font-family:Arial; font-size:8pt">.</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">Para mayor información, referirse a </span><span style="font-family:Arial; font-size:8pt">la nota 6 </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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<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 la siguiente tabla se muestra el saldo de las obligaciones sobre el CDVITOT 11-U y CDVITOT 11-2U por los últimos tres ejercicios:</span>
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<img 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" 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<span style="font-family:Arial; font-size:8pt">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 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">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"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:5.33pt; vertical-align:super"> </span><span style="font-family:Arial; font-size:4pt; vertical-align:super">[1]</span><span style="font-family:Arial; font-size:6pt"> Estas adecuaciones se publicaron el día 29 de noviembre de 2024 en el Diario Oficial de la Federación</span><span style="font-family:Arial; font-size:8pt">.</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; font-style:italic">La Dirección General:</span>
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<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.6pt; font-family:Arial; font-size:8pt">
<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><span style="font-family:Arial; font-size:8pt"> </span>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 21.35pt; text-indent:-7.1pt; text-align:justify; padding-left:14.1pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 28.45pt; text-align:justify; padding-left:7pt">
<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 21.35pt; text-indent:-7.1pt; text-align:justify; padding-left:14.1pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 28.45pt; text-align:justify; padding-left:7pt">
<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 21.35pt; text-indent:-7.1pt; text-align:justify; padding-left:14.1pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 29pt; text-align:justify; padding-left:7pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Ejecutar los acuerdos de la Asamblea y los del Consejo de Administración;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las estrategias y líneas generales de acción del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las políticas necesarias para la operación del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Dirigir las actividades de la Administración del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Efectuar la readscripción de las unidades administrativas y del personal del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 24.56pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Alinear los esfuerzos que, para conocer las necesidades de los usuarios, realicen todas las áreas;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify; padding-left:7pt">
<span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">XXI Bis. Conducir las actividades de las Delegaciones y Cesi, con el apoyo de las áreas competentes;</span>
</p>
<ol start="22" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 24.56pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 25.45pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:43pt">
<span style="font-family:Arial; font-size:8pt">XXIV Bis. </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Designar a la o el Oficial en Jefe de Seguridad de la Información quien deberá vigilar el cumplimiento de </span><span style="font-family:Arial; font-size:8pt">las </span><span style="font-family:Arial; font-size:8pt">políticas</span><span style="font-family:Arial; font-size:8pt"> institucionales para la seguridad de la información;</span>
</p>
<ol start="25" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23.23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Garantizar el mantenimiento, supervisión y cumplimiento del Sistema de Control Interno Institucional, y</span>
</li>
<li style="margin:0pt 0pt 0pt 25.45pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 29pt; text-align:justify; padding-left:7pt">
<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; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Las Direcciones Sectoriales</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de la Asamblea General, con voz, pero sin voto;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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; font-style:italic">La Secretaría General y Jurídica</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Fungir como unidad de apoyo a los Órganos Colegiados;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Establecer comunicación permanente con las Direcciones Sectoriales; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Fungir como unidad de enlace entre la Dirección General y las Comisiones Consultivas Regionales;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 26.3pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.7pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 5.1pt; text-indent:-28.9pt; text-align:justify; line-height:115%; padding-left:30.9pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">IX Bis. </span><span style="font-family:Arial; font-size:8pt">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 0pt 0pt 5.1pt; text-indent:-28.9pt; text-align:justify; line-height:115%; padding-left:30.9pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">X. </span><span style="width:19.12pt; 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 0pt 0pt 5.1pt; text-indent:-28.9pt; text-align:justify; line-height:115%; padding-left:30.9pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> XI. </span><span style="width:14.67pt; 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 0pt 0pt 5.1pt; text-indent:-28.9pt; text-align:justify; line-height:115%; padding-left:30.9pt; font-size: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; font-style:italic">La Contraloría General</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Difundir los objetivos y lineamientos del Sistema de Control Interno al personal del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Contar con un registro permanentemente actualizado de los objetivos del Sistema de Control Interno, de los lineamientos para su implantación, así como de los manuales que se consideren relevantes para la operación acorde al objeto del Infonavit;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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; font-style:italic">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>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Normar la operación financiera y contable, y elaborar los estados financieros;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Formular y administrar los presupuestos globales anuales de ingresos y egresos; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">La Subdirección General de Crédito</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Supervisar la operación financiera de la originación y administración de crédito; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Gestionar la participación de las entidades financieras en los programas crediticios conjuntos; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Normar y ejecutar el proceso de originación hasta la titulación del crédito, y</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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><span style="font-family:Arial; font-size:8pt; font-style:italic">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>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 5.1pt; text-indent:-28.9pt; text-align:justify; line-height:115%; padding-left:30.9pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">III Bis. </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>
<ol start="4" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Establecer mecanismos para la recuperación extrajudicial, vía mediación o justicia alternativa;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Instrumentar mecanismos de control por los diferentes esquemas de recuperación de cartera; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Derogada.</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Normar la liberación de los gravámenes constituidos por el otorgamiento de los créditos;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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; font-style:italic">La Subdirección General de Operaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Mantener permanentemente actualizado el catálogo institucional de servicios;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Administrar la Base Única de Contactos de conformidad con la normatividad aplicable;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<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><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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><span style="font-family:Arial; font-size:8pt; font-style:italic">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>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Difundir y promover entre los empleados el cumplimiento del Código de Ética;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Establecer y supervisar el sistema permanente de profesionalización y desarrollo del personal del Infonavit; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Establecer lineamientos en materia de gastos de operación del capital humano, cuidando su optimización;</span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 34pt; text-align:justify; line-height:115%; padding-left:2pt; font-size: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; font-style:italic">La Subdirección General de Comunicación</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proponer la imagen institucional de los productos, materiales y eventos del Infonavit; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-28.9pt; text-align:justify; padding-left:28.9pt">
<span style="font-family:Arial; font-size:8pt">V</span><span style="font-family:Arial; font-size:8pt">. </span><span style="width:19.12pt; 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 0pt 0pt 7.1pt; text-indent:-28.9pt; text-align:justify; padding-left:28.9pt">
<span style="font-family:Arial; font-size:8pt">VI. </span><span style="width:16.9pt; 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 0pt 0pt 7.1pt; text-indent:-28.9pt; text-align:justify; padding-left:28.9pt">
<span style="font-family:Arial; font-size:8pt">VII. </span><span style="width:14.67pt; 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 0pt 0pt 7.1pt; text-indent:-28.9pt; text-align:justify; padding-left:28.9pt">
<span style="font-family:Arial; font-size:8pt">VI</span><span style="font-family:Arial; font-size:8pt">I</span><span style="font-family:Arial; font-size:8pt">I.</span><span style="width:14.67pt; 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>
<ol start="9" type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Definir y ejecutar la estrategia de difusión cultural y académica del Infonavit, </span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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><span style="font-family:Arial; font-size:8pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 23pt; text-indent:0pt; text-align:justify; padding-left:13pt; font-family:Arial; font-size:8pt">
<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>
</li>
</ol>
<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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">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>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Definir e implementar la estrategia tecnológica del Infonavit; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Desarrollar y actualizar los sistemas de informática que requiere el Infonavit; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Administrar los activos informáticos;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Implementar, monitorear y dar soporte a la infraestructura tecnológica y sistemas informáticos; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Derogada.</span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">La Coordinación General de Riesgos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="I" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Establecer y difundir la normatividad operativa de administración de riesgos al personal del Infonavit; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.85pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:14.15pt; font-family:Arial; font-size:8pt">
<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>
</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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">La Coordinación General de Inversiones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </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; 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; text-align:justify">
<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 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 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>
</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-indent:-7.1pt; 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">Experiencia probada en la adecuada administración de grandes volúmenes de Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Calificado por Moody´s SQ1- (fuerte) como Administrador de Hipotecas.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Capacidad de administrar diferentes modelos de contrato hipotecario (multimoneda y multiproducto).</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cobertura nacional a través de las 32 delegaciones regionales.</span>
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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Contexto de actuación y atribuciones de carácter fiscal.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La capacidad operativa del INFONAVIT por su volumen de administración de créditos hipotecarios</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">le permite figurar dentro de las 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"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Sistemas de administración</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 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"> </span>
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<p style="margin:0pt; text-align:justify">
<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"> </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"> </span>
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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Garantiza la seguridad y la integridad de la información relacionada a los cargos y abonos de los acreditados. </span>
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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Facilita la administración de los créditos ya otorgados, considerando sus características. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuenta con facilidades para generar paramétricamente nuevos tipos de créditos (productos). </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Opera eficientemente al menos cinco millones de créditos. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuenta con las interfases automatizadas necesarias para interactuar con otras áreas del Instituto, así como con organismos externos. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Operación multiempresa con cierres independientes, permitiendo administrar cartera de terceros. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Administración de la seguridad del sistema a través de perfiles, claves de acceso y registros de auditoría. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuenta con las herramientas de conciliación en el Sistema de Administración de Cartera y su interfase al módulo contable. </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Procesamiento a través de múltiples terminales.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Funciones que permiten, de origen, administrar carteras bursatilizadas como es el caso de la cartera hipotecaria correspondiente a las emisiones de CEDEVIS.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Capacidad de procesamiento de información en tiempo real.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Control de archivos a través de la generación de aproximadamente 400 tipos de reportes impresos.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Explotación de la información a través de reportes predefinidos y consultas ad hoc.</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">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>
</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">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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<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 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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<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 respaldos son almacenados físicamente en dos sitios:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">En la bóveda ubicada dentro del centro de cómputo del INFONAVIT; y</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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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<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 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"> </span>
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<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cobro de 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">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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<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">6.1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Aspectos Operacionales del Cobro</span>
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<span style="font-family:Arial; font-size:8pt">6.1.1.</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:Arial; font-size:8pt">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">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">El proceso de cobranza para los acreditados con relación laboral comienza con la emisión de la cédula de autodeterminación por parte del IMSS. 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 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. 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">6.1.2.</span><span style="font:7.0pt 'Times New Roman'">    </span><span style="font-family:Arial; font-size:8pt">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 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 </span><span style="font-family:Arial; font-size:8pt">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 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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<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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<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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<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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<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="#_ftn2"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[2]</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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<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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<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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<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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<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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<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">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-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 </span><span style="font-family:Arial; font-size:8pt">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>
</li>
</ul>
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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; text-decoration:underline">Cobranza y Gestión Móvil</span>
</p>
<p style="margin:0pt; text-align:justify">
<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-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"> </span>
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<p style="margin:0pt; text-align:justify">
<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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" 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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 </span><span style="font-family:Arial; font-size:8pt">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: 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 </span><span style="font-family:Arial; font-size:8pt">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">
<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">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. 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 </span><span style="font-family:Arial; font-size:8pt"><</span><span style="font-family:Arial; font-size:8pt">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</span><span style="font-family:Arial; font-size:8pt"> un</span><span style="font-family:Arial; font-size:8pt"> mejor esquema de cobertura</span><span style="font-family:Arial; font-size:8pt"> de siniestros</span><span style="font-family:Arial; font-size:8pt">, toma 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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Fondo de Protección de Pagos</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">Antecedentes.</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 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>
</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">“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>
</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 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>
</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 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>
</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 su parte, en el último párrafo de la Regla Vigésima Sexta antes mencionada, determina que:</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">“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>
</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">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 </span><span style="font-family:Arial; font-size:8pt">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>
</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 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>
</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 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.2.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Alcance</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 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.3.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Características</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-indent:-7.1pt; 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 realiza aportaciones equivalentes al 2% del pago REA mientras cuenta con relación laboral (factor ROA + el 2% de su factor REA).</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Aplica para créditos originados a partir de enero de 2009.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cubre toda la vida del crédito.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 complementa el 100% del pago (máximo 12 meses, mínimo 2 meses).</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Reinstalación cada 5 años.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.4.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Aplicación del Beneficio</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 beneficio del Fondo de Protección de Pagos, aplicará cuando:</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-indent:-7.1pt; 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">La pérdida de relación laboral sea posterior al Periodo de Carencia;</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Continúe en estado de Desempleo durante el Periodo de Espera;</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</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">
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" width="324" height="159" 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:center">
<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 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>
</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-indent:-7.1pt; 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 realizado la aportación complementaria para recibir cada uno de las amortizaciones que por concepto de beneficios corresponda.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Estar al corriente en sus aportaciones.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Estar al corriente en sus pagos de amortización.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 transcurrido el Periodo de Carencia.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 transcurrido el Periodo de Espera.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 tener una relación formal de trabajo.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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 agotado el número de pagos máximo de protección a que tiene derecho en el quinquenio en que ocurrió el evento de desempleo.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<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">Cuando el acreditado incumpla con cualquiera de los requisitos anteriores, procederá la suspensión del otorgamiento de los beneficios.</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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.5.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Exclusiones</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-indent:-7.1pt; 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">Cuando se cumpla con el límite de 6 beneficios por un mismo evento de pérdida de relación laboral.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuando recupere la relación laboral.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Si el crédito alcanza una morosidad de 30 días será motivo para suspensión de beneficios.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Si el acreditado firma un convenio de reestructura.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">En casos de huelga.</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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.6.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Término del beneficio</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-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuando recupere la relación laboral.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Si el acreditado firma un convenio de reestructura.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">Cuando opere la liberación de los gravámenes pendientes de amortización, en los términos del artículo 51 de la Ley del INFONAVIT.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.1pt; 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 se deberá reincorporar al pago directo de su crédito por el importe del 100% de su factor REA.</span>
</p>
<p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6.7.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Esquema Descriptivo</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: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:7pt; 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:7pt; 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:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:7pt; 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:7pt">Desempleo</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:7pt; 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:7pt">De 6 pagos de amortización, </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">Bimestral durante 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:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt">-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:7pt">-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:7pt">-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:7pt; 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:7pt">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:10pt"> </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:7pt; 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:7pt; 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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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:7pt; 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:7pt">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>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 11.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Administrador Maestro</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">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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">7.1.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">ACFIN como 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 ACFIN 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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">7.2.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">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>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-7.1pt; 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">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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="square" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Fecha de originación y plazo remanente; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Esquema de amortización; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Tasa de interés aplicable; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Saldo remanente;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Mensualmente información sobre cada Crédito Hipotecario respecto a: </span>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 7.05pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Morosidad actual e histórica; </span>
</li>
<li style="margin:0pt 0pt 0pt 7.05pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Reportes de desempeño actual e histórico; </span>
</li>
<li style="margin:0pt 0pt 0pt 7.05pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Información sobre la amortización parcial o total de cada crédito; </span>
</li>
<li style="margin:0pt 0pt 0pt 7.05pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<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>
</li>
</ul>
</li>
</ul>
<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-indent:-7.1pt; 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">Proporcionar reportes con las tablas de frecuencia respecto a la cartera de Créditos Hipotecarios que incluya los siguientes conceptos:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="square" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Distribución geográfica; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Distribución por empleador;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Antigüedad de la cartera (por año y mes de originación);</span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Saldo insoluto de principal; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Tasa de interés; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Maduración esperada de los Créditos Hipotecarios;</span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<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>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Ingreso mensual; </span>
</li>
<li style="margin:0pt 0pt 0pt 21.3pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Razón entre los niveles de deuda e ingresos.</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-indent:14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Reportes e información disponible sobre las carteras administradas en: www.acfin.com</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 39.6pt; text-indent:-21.6pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">7.3.</span><span style="font:7.0pt 'Times New Roman'">      </span><span style="font-family:Arial; font-size:8pt">Ventajas de una transacción con 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 el Administrador. Se complementan reportes elaborados por el Administrador primario y se cuenta con un hot-backup sin inversión adicional.</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 los Tenedores, Inversionistas y el Mercado en general. 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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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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:10pt"> </span><span style="font-family:Arial; font-size:6pt">Estas adecuaciones se publicaron el </span><span style="font-family:Arial; font-size:6pt">día </span><span style="font-family:Arial; font-size:6pt">29</span><span style="font-family:Arial; font-size:6pt"> </span><span style="font-family:Arial; font-size:6pt">de </span><span style="font-family:Arial; font-size:6pt">noviembre</span><span style="font-family:Arial; font-size:6pt"> </span><span style="font-family:Arial; font-size:6pt">de 2024</span><span style="font-family:Arial; font-size:6pt"> en el Diario Oficial de la Federación</span>
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<a href="#_ftnref2"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[2]</span></a><span style="font-family:Arial; font-size:10pt"> </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 </span><span style="font-family:Arial; font-size:8pt">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">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. 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">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; font-weight:bold">Obligaciones limitadas de las personas participantes</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">Las empresas empleadoras y los deudores hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">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">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">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; font-style:italic">Solvencia de los deudores hipotecarios</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. 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; font-weight:bold">Cobranza administrativa y judicial</span>
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<span style="font:7.0pt 'Times New Roman'">                                                                                                  </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Duración de los procesos</span>
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<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 </span><span style="font-family:Arial; font-size:8pt">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">El INFONAVIT ha implementado procedimientos para llevar a cabo la cobranza extrajudicial y judicial de Créditos Hipotecarios que no estén vigentes. Las políticas de administración y cobranza del Administrador establecen los parámetros para la cobranza de estos créditos. 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. 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:7.0pt 'Times New Roman'">                                                                                                  </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Ejecución de Garantías</span>
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<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. 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 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; font-weight:bold">Administración y cobranza de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">INFONAVIT como Administrador</span>
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<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. 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; font-style:italic">Administrador único</span>
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<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">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. 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>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Cambios en las Políticas y Procedimientos de Administración y </span><span style="font-family:Arial; font-size:8pt; font-style:italic">C</span><span style="font-family:Arial; font-size:8pt; font-style:italic">obranza</span>
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<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 </span><span style="font-family:Arial; font-size:8pt">políticas y procedimientos de tiempo en tiempo. 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>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Otorgamiento de prórrogas bajo los Créditos Hipotecarios</span>
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<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. 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. 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. 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. 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>
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<ol start="5" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">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. 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 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 16.55pt; text-indent:0pt; text-align:justify; padding-left:4.75pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">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 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">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">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, como 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. 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">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">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. 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">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 </span><span style="font-family:Arial; font-size:8pt">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">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 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">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">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">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 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">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 las actualizaciones de los créditos hipotecarios son menores 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>
<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 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">No se asume una recuperación significativa de parte de deudores hipotecarios morosos</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 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 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>
</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 18.32pt; text-indent:0pt; text-align:justify; padding-left:2.98pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Sustitución o Readquisición de Créditos no Elegibles</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 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>
</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 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Situación Financiera de INFONAVIT</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">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>
</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 18.77pt; text-indent:0pt; text-align:justify; padding-left:2.53pt; font-family:Arial; font-size:8pt; font-style:italic">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Subordinación</span>
</li>
</ol>
<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">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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la nota 10 de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">l</span><span style="font-family:Arial; font-size:8pt">os</span><span style="font-family:Arial; font-size:8pt"> estado</span><span style="font-family:Arial; font-size:8pt">s</span><span style="font-family:Arial; font-size:8pt"> financiero</span><span style="font-family:Arial; font-size:8pt">s</span><span style="font-family:Arial; font-size:8pt"> dictaminado</span><span style="font-family:Arial; font-size:8pt">s 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"> 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"> </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:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Fiduciario:</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">Georgina Mariana Bravo Carranza</span>
</p>
<p style="margin:0pt; 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><span style="font-family:Arial; font-size:8pt"> </span>
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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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tel. (55) 5325-6063</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>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">INFONAVIT:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Karina Acevedo Coutiño</span>
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<p style="margin:0pt; 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><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">Barranca del muerto 280</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Col. Guadalupe Inn</span>
</p>
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<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 01029</span>
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<p style="margin:0pt; 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; font-weight:bold">Representante Común:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Gabriela Yáñez Sanabria</span>
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<p style="margin:0pt; text-align:justify">
<a href="mailto:gabriela.yanez@hsbc.com.mx"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">gabriela.yanez@hsbc.com.mx</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Paseo de la Reforma 347 P-19</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Col. Cuauhtémoc</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 06500</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tel. (55) 5721-2632</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 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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<span style="font-family:Arial; font-size:8pt"> </span>
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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"> </span>
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<p style="margin:0pt; text-align:justify">
<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"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Información Anual</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">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>
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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">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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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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<p style="margin:0pt; text-align:justify">
<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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<span style="font-family:Arial; font-size:8pt; font-weight:bold">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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<p style="margin:0pt; text-align:justify">
<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"> </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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NO
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">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">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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<p style="margin:0pt; text-align:justify">
<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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<p style="margin:0pt; text-align:justify">
<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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<p style="margin:0pt; text-align:justify">
<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; font-weight:bold">Originación de los Créditos Hipotecarios</span>
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</p>
<p style="margin:0pt; text-align:justify">
<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>
</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 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>
</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 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>
</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 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>
</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">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>
</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 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 </span><span style="font-family:Arial; font-size:8pt">recursos financieros suficientes para el ejercicio del mismo. El INFONAVIT verifica dicha información en la base de datos del IMSS.</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 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>
</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">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>
</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">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. Después de su formalización dichas escrituras se presentan para registro en los registros públicos de la propiedad 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">En todos los casos al formalizarse los créditos para adquisición, se constituye una hipoteca en primer lugar a favor 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">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>
</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">Criterios de Selección 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">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>
</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 14.2pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Las hipotecas sean transferidas a instituciones de crédito o fideicomisos.</span>
</li>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
</li>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
</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">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>
</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:329pt">
<tr style="height:11.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:110pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Aguascalientes</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<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:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Oaxaca</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Baja California</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Guanajuato</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Querétaro</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Baja California Sur</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Hidalgo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Quintana Roo</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Campeche</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Jalisco</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">San Luis Potosí</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Coahuila</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">México</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Sinaloa</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Colima</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Michoacán</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Sonora</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Chiapas</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Nayarit</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tabasco</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Chihuahua</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:107pt">
<p style="margin:0pt; text-align:justify">
<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; text-align:justify">
<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; text-align:justify">
<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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Puebla</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:91pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Veracruz</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 14.2pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Garantía hipotecaria en primer lugar.</span>
</li>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Denominados o indexados a unidades de SMG.</span>
</li>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; 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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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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: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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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Características de los Créditos Hipotecarios</span><a style="color:#000000" href="#_ftn1"><span style="font-family:Arial; font-size:4.33pt; font-weight:bold; font-style:italic; vertical-align:super">1]</span></a>
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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">Recuperación de los Créditos Hipotecarios</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">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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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<span style="font-family:Arial; font-size:8pt">Entre diciembre de 2023 y diciembre de 2024 se observó una disminución en los intereses ordinarios (-15.6 %), así como en las comisiones u otros conceptos accesorios (-1.9 %) y en los pagos de principal programados (-22.9 %), siendo esta última la más considerable, lo cual es consistente con la madurez de los créditos.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Distribución Geográfica</span>
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<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios se encuentran distribuidos geográficamente en los estados que han reformado sus códigos civiles. La mayor concentración geográfica se mantiene en Nuevo León, Ciudad de México, Veracruz, Tamaulipas y Estado de México. Entre diciembre de 2023 y diciembre de 2024, se observa una disminución generalizada tanto en el número de créditos como en el saldo en prácticamente todas las entidades federativas, reflejando el proceso natural de maduración y liquidación de los financiamientos. Destaca la reducción más pronunciada en el número de créditos en entidades como Nuevo León (-88 créditos), Estado de México (-41), y Veracruz (-40), mientras que los saldos muestran disminuciones moderadas, como en Ciudad de México (-$4,543.4 miles de pesos) y Tamaulipas (-$3,504.6 miles), lo que indica que los créditos que han sido liquidados tienden a corresponder a montos más bajos.</span>
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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Tasa de Interés</span>
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<span style="font-family:Arial; font-size:8pt">Entre diciembre de 2023 y diciembre de 2024 se observa una disminución tanto en el número de créditos como en el saldo total en todos los rangos de tasa, lo que es coherente con la madurez progresiva de los créditos. La reducción es más importante en el número de créditos, especialmente dentro del rango de tasas entre 9.0–9.9 %, que representa la mayor </span><span style="font-family:Arial; font-size:8pt">parte del portafolio. En contraste, los saldos muestran una disminución más moderada, lo que sugiere que los créditos que se han ido liquidando corresponden, en su mayoría, a saldos menores.</span>
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<img 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DnPUD6FzSfoW5+Az/qxvqfmuJStA5W6uz18cItPpSP+IS4+0Q5DAI73IH/QX59yv5YxH6vcaj+nt2jZjqTuW8VozHZwXb1Pa0zqrz5Lxgm0rvzvOqROwuv9fiyGtKs+49lbnLyu1cfLt8il9F3GKdsd9RmLS/aHVt1WMUpbE+rT/lbMbplLiObXvWj5lj7Sdc4YZ6s4CddVPpCeWQa39xa5BL6mkN4tHTN3sg9Xtbv9OY8Y7JwXKL6uxlfMkHSkvqpGPYp89NFHzb5jc0xhrv5LgG2+fst2bPSAYStlGAJwvAfqGcsYD+A1tHzseo+1n9Ib0nbpzjW/LeD9bgk6Si/XyXXlV8q5RxSzHJP6q33JOPne+fzzzx/XYH5v8/W8/ne/+93jfWvvCdo0N7+p4fQUp1YueZ/0Cbq39uOSMUrfeZk1xnwr/XR/LrdadWKrGKWtjuxL+7EzX1tSf/VfMk6ak+uLFy8e79k3Y771/fThhx9OHiP7xFZxaumaccgyfd1edHf91b5WjFo+Zh31oV116EA9uZN9cv9Bvk44g53zAuVOlNLA9+0Bg6hnUT8Aed+xOaYwV/8lQG/ZC2k7Qh+CoHq1wRCA4z0QRObAL/RbgpaPXe9W+zm9wecA5mEDaoyzZYyUNH4IcF0zZpBjUv814kTCkqTMqYRHP+5bbeD1z549O9bJjoxhQlvSU5zOxSV9cotcEuk7xUlku+dKxgXd3EZo1YktYwRpK7h9IPvxPfeIbLlFLjGX8tvvYcy3vt/ee++9yWOybas4tXTNOLTKbu8tcumSuORrAm3orDHQen2njxh77YTBznmBQlkUwQhXurUpxvqO1U9hrv7Xgt44lZ/lJgiQtlPPNYMmW4cAHO8BPzCGK0FbgvRx6t2KwTm9cw5AX/pT72NgqxgB+qUdruu3v/3tY51iBjkm9V8jTvI3OvGfB3PP/NlGQguv/973vnesO7f3gHnzxQB6ilPrdcT7pE9ukUvgvkM3dFCcIH2LruioXBmLi2x0WnVbxahlK6R96R/aqZMtt8glz+9333338f6Uv32/fec735k8Jtu2zCVwfTIOWXZ/UX+LXMo1hevNmvRReyt3sg86ev6pP+v4aycMds4LlJRhE3CPcApDEYxD5Dj+w8lWX65eP4e5+l+LdCfxsbllOw6nz1iQhwAc74E+/F8njGfMEqSPXW8v0y47zuntc2gMm0wbzcfAVjFKO9A7df3FL35xNmapP/VLx4l5pNOPfvSj4xU90Nnb3A6vP2eHxmitFj3EiX/KQ090PmUPV/fJLXIJfC6trziB2uVvrrQr31r7CzSHYgTUJVvFKG0ds8/9ozZ/fb9FLqGr9CWXfJ8I+VZ20Kb99pOf/GTyGPaos1WchOLkMcpngMruL2y6RS7lmkI+br0mZO60ckn6yXbKrXVgsHNeoHTqRQnQgsBC2hDU//vf/272zTnmMFf/pcBOBJvAbZd9mRzqOwTgeC+0MRi7BGM+Th1plx3n9Bbqr1hie24y2CpGaYfb57qei1lL/zXiJJ1YGx2Qlr5z7FCcwG1zeoiTbINT9qTtt8glcN9x73FSna6qA9fb7RD09RiBjxdbxShtHbPP7ZKt/tpz61zye0e6ux30oXxuDNfWs87ZKk4CHWVbxqFVdntvkUvnfCwdsSHtkL+zDLpXjMbWgcHObQN1LT3oL0dPZQjAUHqAufxF8JbMteMcveyxa+KUVJzW4ZoYVS7djmvilFSc1uGaGN1LLh2kj4Say571HwIwlJ4utcf2QeVS/1Qu7YPKpf4Z7HwwtqSkpKSkpKTkjqT+otgKBeGpU3tsH1Qu9U/l0j6oXOqfwc5KqK0YAjCUni61x/ZB5VL/VC7tg8ql/hnsXMdQPrTkn9bWV+iW/jBTT4Hi9wfSTvcDeHkIwPEeNJ6vJ/pvGVwDn/RnPumUZYQ1EX3ILe3IMXwbgDJySYx7ihG4/q9evTppK6T+a8QJWA9/pv8FZYc29fvvf/97vEeI49gcoHWS3nJJMeLe7YGM0y1yCdx3mQeKh2IArToYswPGxkBvuSTQ/5LXiVvnUvrS95H8Da7rF1988XhPf82RY2jzfk5vuST9IX2Scdoil87pBFmX/s8ytOrEYOfygZIBfEUNuOdraJRbX0e7hjX0nwvB40UAwc70Q5aHABzvgXr5ir5LQND5SiBzc80yScF6+togpB1jc6CrNtWpGPcUI3D9P/nkkzf0Tlsh9adt6Tj53kj/g16YHPpKfvrTnx77ojNzteYAXyfpKU7SG3t4cURvj0vGCd1df+rXjBFkHrRyqVXnsWztt9YY0VOMhOxJW9I/kPqvHaf05VheuK7Uawx7j3kk1Inco05PccJudJT+6ZOME7q7/oxbM0ZwTifIuvR/Kx7nYnSQ9QIl4zh9CdUtxZr6TwXb+MEo7HU702aVhwAc74EAkaCt0+o1MC+bRpvXy2w8hHW1QVp2tOZwu07FuKcYCenf0jttTf1pXyNOgA6I+7+lK5DU/AAdffnvZjyOOUfSqustl9Dd9yUPWmxq7eNb5RK47+RraOVS1qm/x5I632+teURvuZT2pC1qF7fOpfQldWN5oXaEdo3xPJNdkP2c3uLkudPaX7IdtsilczoJr0v/Z7nVxxnsXC9QUlSL43zVLcWa+s+BDULCuJ1ps8pDAI73QD0nVsYTtCXQhtfGzTL3rEmCuJ5uR44B1YtTMe4tRiD9U++Wrak//ZaOk5Dv3P8IL17oQZyEx+773//+W3H0OZJWXU9xIg7ojk3SlTqVM07o7vrTZ+0YgXSBVi5lHeKxbO231jyipxiB2/Pll1++ZQvt8g+k/rSvGaeWL8fyQroivvd8Dt5NENnP6S1O6NqyR3rLdkB31582+q+ZS+d0El6X/s9yq48z2LleoLQgi3OC1s+lL8ma+k8FO9kg2OmBS8erPATgeA+Mp8z4HDMXHvDohLC5ssw6vICxJn+58eKQduQYYMMCZY2hP5Ix7ilGQvqn3i1bU/814iSYL/2vJNZfcPK5x+7jjz9+vGd8zqExoqV3T3FCX+mPLVnOOKG760+fNWMktI/A46Fc8jp0yli6Hb/5zW+aY5yeYgRuz49//OM3YgLuH0j9145T+hJBP8qZF/6apj70zzk0Jvs5PcXpnD3gcUJ3158+a8ZI1zGdWjGCtMvLyr9zMTrIeoFigwmU8fJSrKn/HHgxSDvHykMAjveCgCFLgd/RSXplWX0QNgj1kO2tMUBZby1Sp3antxiB9AfXu2VrS/+l4yS0pq8vpLPHiTrV+z34HFz9LeCcG3rPJS9jJ2XV3SKXhOvk/gbFYCxGQmWusuPrr79+I5dyDPSYSyB9PSaqd7bIpfSl65dxEt4HfA7qFafsJ3rPpfSJ32+ZSy2dxmIEaZfKyCUxOkifCXUpe9Z/CMBQeoCg+YPqlqy17lPcYxWnvqhc2geVS/1zT7l0kAdjS0pKSkpKSkruSJqVJSUlJSUlJSVPWW7zVl291fg2CoKz5VuNa7HnGEFL/4pTX1Qu7YPKpf65p1w6yPWB4kNGLukoPrjEtx0SfVjpGpbQfy6yN23ID3KNtQ8BON4LPmjGh76uIT8oxvpel2Xucwxl15t7L2e7yHlgyxgBMUo8dojrnba19L82Ti0/aV2urb3VGpP9uBdph+P9xJZxSl1bPuCafeSTtXIpaflUvmzpLNQHso/bIVrrQE8xEl7vtnBNW9fIpRbSo6UDdWlH9rtkDFDXqt8yTuiDvk7a0+qj8i1zaUwHrqkzUK9yq4+3i9Y8MNh5faD0NTPm4l5KsCjw1TW+4sbBiDraga++Xfu1uiX0nwP2yV42h+r0tVbANvlFPvF26l1/fmNCdRmsS8j5AX9rTvTMMiIdFa/Um42vMmtkO7TWFvTbCnTP9dGVOnT9/PPPj/eIkjz9keOvidOYn3zdX/7yl8d27vH12Bi3Q7pThlaMRMsn0Kq7Bb4n5U++xuo+cP/QJ/etxotrc6lFy6fuy9RZeJ+MWSv/Wv4QmufWjOnkcSGX3JaWP7h31oiT+zRzyfWVv8F15Z6rYnSJ7T3GCd0B3Si37KFM+5rPpRYeI/RJHVp7J/Mv+7Rim7Y71B9kmUChgJRXwnPo4fAjpXCkFMYAxsi4uSyl/1SwkYD5w4U62Qi0Yx8+UIC8Hd1df/rIZ/SdSs4PBB2Rr7NMf9ZDV22Q1Jur+mFvtkNrbbFVjDhwa+856KrYpT+op11lyPHUz43TmJ9yXRJXfzSMjaFedqStrRjBmE9gqzjJPuz1fHIf5B7UPXYSP3R3/a+J0Rjp05YvXWfIPh4zSDtgzB/QW4zQmzb88cEHH7xlS/oj9V8jTulT18H1RRz1++qrr479ZOeY7ayhtXqJE/Yibh/6uz3ZR/at9VxqkTFKHSD3Dn3RhXGy7Vxs03ZnsHOZQLGglJciwPxqw1C9GGCsKzqXpfSfCnrjeOzBFsHJU37gnj6UZae3o7vrTxvBpW7uRvP5BcGnThvJy6yDDYg2SerNVX3o37ILWmvDVjFiH+qvOU+AjJ37gyt20Ee2pf60XxOnlp9yXeYnX0RrjNvx7rvvvmEr/VsxGvMJpJ23ghcx6es6uQ+ww/dg7lt0d/2Z79pcStKnLV9m3LKPx4y9l3bAmD/AbbwlYzr5vuXHONOW9Efqv0ac0qe5j6Sv5wWoX8bolO1aJ3XfKk6Ajuim1/u0B7IP9lEGdHf9bxEjcB0g945iQB/F7lxsW7aLwc5lAsVCUp6ERzGMlNNQ4vnz58d+KCMlkWtYSv+pyEaEe5IEPIg4nBdAREHy9iEAx3tgLtrw1Vy/aH70Qdhc+JsYtMroxlpuR+pNvfpw9XZ+/p4xvnayVYzQBWF92YZ47F68ePGGP2hDsE0Jk/pfGyf3k+vk67KmXpxgbIzseOedd96wNWOoMfTxfk7aeStkN8I9eoL7gHrfg/T1Mn1d/2tj1CJ92vKldB7zN6KYpR2ynavWSd3dxluSOsk+2UQ9h3DZIr3lD5H6rxEn6Sg9XAfXl3jKDlA/2hmr8erfst3XcbaKk7++88Oa0tPtyWcArP1cSjJGkM8PxUP+zvzzPoCditUf//jHpu3OYOcygdKDElBITsPZKMI9BnClH/0l17CU/lPBRgXjs88+e3Qu9rofaFcZvH0IwPEe6I9/GKOgTkXzow8inyP4Osv0TztSb7eVe2/3GLptzlYxEtgK8onb8/Llyzf8oTb2L/eQ+lNPf/ljKu6n1EnrSmdxaozroXFq0xiPE+T8sHUuYbvnkuuYtvq+pbxGLiXSIfe466l7xUioXnNIL7fj1atXo3tQ9BAj7nMPUs8DV7ZIb/cNLJ1LLXJvuA6uL/cep7EY5RjlUvZztoqTv75/+OGHb8RIeuYzAPz15Ra5lDFSnecWa0LutVYfUDtxylzydcRg5zaBWooe9MfRBG8qQwCG0gPMM2euZI5Oc+04Ry977Jo4JRWndbgmRmvl0hwql9qsmUtzqFx6m3vKpYP0kVBz2bP+QwCG0tOl9tg+qFzqn8qlfVC51D+DnQ/GlpSUlJSUlJTckdRfFMW61B7bB5VL/VO5tA8ql/qHGB2kIlUURVEUxX3xxgGIr6E5lPn0teq5Inya2utvBevxCfY56/JNNHTeCvlujHPtl7KEnUv56pxNW8ekKIqiuF8eD0B8ypqvj+nT1vxGAE08oLjyIOMe4atn1PHT5xxI+JS2DkWUgavuBX3UH5iTdRjnn/Kmnj7U85BkDO2U33///eM154JTa/LVOXRujfP1WOeSudWfvpDt1NOuOu4Rx8eo3ddGr7zn632qczTulJ2CeiR1bM3h7eKcv6SrvoYJ6k/fXCfbi6IoimJtDs+fhycQhx9uOZAA35v3BxrCAwrhAITwAOMHlehHO2OYg4cb9fTlACMo064+lOnHOP8+P/X86JIOWujGPfU6AOVcrD+2JnNJtxynPoyVPefmpo456c+1tbb7g3vaEME9NjFeD3+J1uan5ZlX7dxzqHDdBO3n7ATqtS4H2NTR50gbhHQZ85fadQBKf+U62V4URVEUa3N4/hyeQAf4S15/zQMPJx2AqNc7NS0BHl48WPXg44owVtDuhxkJD1fqhLdRr3bKOgDlXOg6tibjEUzNccBV960+ObfmVP/W2u4Pza81QHPw8Kev2n1t2QqtdrWB5jtlJ6gf6z579uxYlo45R9oguFe5tVaK5vX+vk62F0VRFMXaHJ437SeO/xMYD8BzByAOTPqLnv9egL/kebDxoBV6SOqgoPE8/KgXPrcejlwp61CQcyGtNenr7zbkOPWhjQc+9efmRijTn2trbfcH80uE9EL0Dg/ia+NHjWm1S3+gjblO2Qnqh3AASh19jrRBcE/dmL80lyT9RZ2vk+06HBVFURTFWhyeP4cn0Ag8hHhY6WGkB1MK6MHHQYk6rjzY/DMd+uwHbaDx/LOR3m0C1SPUq50y47nmXNBaE6hD0K81jnoevlxZ65K5dWhROdvTHxKH/gio3df2Ma32RPON2SnUL3X0Nupb7UDdKX9JVwmkv3wd8HYfVxRFURRrcPIAdC/UA3ca5a+iKIpi79QBqCiKoiiKu6MOQEVRFEVR3BmvX/8fMM39rnH2vmgAAAAASUVORK5CYII=" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Plazo Remanente</span>
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<span style="font-family:Arial; font-size:8pt">El análisis del plazo remanente muestra una evolución natural del portafolio, en línea con el tiempo transcurrido desde la originación de los créditos en 2008. Entre diciembre de 2023 y diciembre de 2024, la concentración de créditos se desplaza hacia plazos más cortos. En particular, los créditos con plazo remanente entre </span><span style="font-family:Arial; font-size:8pt">180 y 191 meses</span><span style="font-family:Arial; font-size:8pt"> desaparecen en 2024 (pasando de 821 a 0), mientras que los grupos con </span><span style="font-family:Arial; font-size:8pt">156 a 179 meses</span><span style="font-family:Arial; font-size:8pt"> se consolidan como los más representativos, acumulando en conjunto </span><span style="font-family:Arial; font-size:8pt">2,521 créditos</span><span style="font-family:Arial; font-size:8pt"> con un saldo de aproximadamente </span><span style="font-family:Arial; font-size:8pt">$817,970.5 miles de pesos</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Esta evolución es coherente con la madurez del portafolio y refleja el avance en el calendario de amortización. Cabe destacar que, al cierre de 2024, ya no se identifican plazos mayores a 179 meses, lo cual concuerda con el tiempo transcurrido desde su formalización hace 16 años.</span>
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4DReke5RDxydlesT2+sT2+sT2+O6lNdJwX9XNQxLvTK6Z7r55X6VP5kn4FrvgqXXKRQONEX48l9W3XD1tow4l8XKQpDcKrO9Js9bJc41e/4xPmzsayLECscie0ROLDwWz/0uJchwGh9hAOPtVd+/+hZnBH/lVgf62N91rE+PfTBhwzXSvzjesnFvbr+wtb180p9Kn+yz8B7fKCdfcEH1ojFS+7Dx1mNsbU20Pdm6yJFYThIdKtLzlEB4jDEIEScPxur4FY4Etsj6BYjYq8wBBitd6hcWZNXDhj20ZEz4r8S62N9rM861qeHPlUBRO6UN66X1fUXtq6fV+pT+ZN9FuwLy/VEHlv1fVVjVGuLEf+6SHFRHGMtnCBp6qMqo48qlIQQhMjz41gRA9zLkdiewRBgtN5RNat83BXr0xvr0xvr05uz9NF1Ml4/4/WW62V1/YWt6+eV+szqgeiz+oiPPgokxTgbW/XJT/pyjuLaGdZ6s3WRVOEJKq2qD0cAIWiLrbEij9nDkdiewRBgtD5CLiTyXbE+vbE+vbE+vTlLH10DuTZyR0fk6yXtfL3cun5erU/lT/YZGFPFOJu/tWZVY+TxYsTf+0N0hO6xDQFG6zNRyDtifXpjfXpjfXpzhT6r34ZUdNXnzBi3GPH/TILNZrPZbDbbC1nZabPZbDabzXZnW79NFx+2Ato8dMRDVMCtLL5HpC9/7wdxvubKQPN5kGv2Pd4WR2J7BhIhE/NWPbx1F6xPb6xPb47qE/OUz6/Vtnx+h6pPXK1P3jd+cq3I1wuNi32zscB6epB2a9xW/uCoPl+R459pEeOJXKlPlZuv+nKN8Ii+VV9klhMY8e8XSU7HuTy4xM4IQoHQRwLZuYJGiGo+25jHWIIB5jOOPp7k3stKbM8E/yofyRlG7FXheBesT2+sT2+O6hPPz/n8mrfNzu+5L3KlPtW+eWaF97reANcbXUPUB9VY4NrEXxXhH8zGwVb+4Kg+W+T4Z1rkeCJX65Nz81VfzG8VT6XFV/o8cHzuF4mdYnGHvCcQXnEGGEOg+gAhhubm+QKH2QasJ8erA+wrVmJ7JkOA0XqH/FEEcgCSs7tifXpjfXpzVB/Os+QHy+fXvK06v1d9kSv1me2bf0jjr/riNYSxkTwWGI9fvIpqHGzlD47qs0WOf5aPKh5xpT5VbmZ9vMeoEcQsnkqLmT6zNcSIf10kFha8JwB2RMUJqsDoU8CROB9IBkkXzMM/5q74eSS2RyA2YqhuLz4C/s185CBhbeWyI2fEfyXWx/pYn224eOADr5m4jdd8fq/6IlfqM9s361Lw6HrDBXBWAOWxXH8YLxN5XGQrf2foMyPHX+VjFo+4Uh+ocpP78JnPAX7H/FbxQKXFTJ/ZGmLEvy4SOxBUjDgCcoSk6+CrDp44H+RsBBGxPPYRjsT2CIhIfPi3whBgtN4hbzp4OTiUw26cEf+VWB/rY33msH/Oq7xm8rbq/F71Ra7Up9o3haTWitcgXVPiNWQ2lvdcLHXBrMaJrfzBUX22yPHPrr85nsiV+lS5qfrYR5XfR/Xd0ufB43NdpHhA4QRJZke6i0Mf66uPwHFYxPkQHQbmM4b5JGovR2J7BkOA0XpHFavyeVesT2+sT2+O6sM5mfxwjtWFSefnvG12fs99kSv1eeR6A1zINY6LuWKcjaWf9mzNrRxlqtjPIsef21DFE8G/yscz9KlyU/XN8lvFk8dWfVGfao3IiH9dJHYWUcIjsY/ihrbI83Mb6Kv6H+FIbM9gCDBaHyFPlWh3wvr0xvr05qg+nFc5N0fjLny1DeK5XFR94mp9Zv7k60Ucx6tirMYC/ZiI4+I1rMpR5Kg+X4Efcb+5LeiXz5Er9alyM8tX9JvXqE8cB/RlzWJfrjGqNcSI/1qRfk+6xzYEGK3PRCHviPXpjfXpzRX6xDvwR+mqz5kxbnGFPmdifX7E/zMJNpvNZrPZbC9kZafNZrPZbDbbnW39Nh0PlQluW/GdIQ83xe/cGENf/t4Oqvk8CJ3HxnF7OBLbM5AImZjLlYe/vwvWpzdH9Yl5qj7T9MuqsbGv+h7/an3kIw+FQuXPVoyQz12Mw3L/7BzHvvVQZ+aoPlvkWLfinPl+pT5b/uScScdKnyq/lTaz+fRjVQ6u1OcMrtTnOzDi3y+SEhTn8uASyeKAInHAgcU49XEA0Tebr7E8tQ3VuD2sznsW+Ff5SB4xYp89wHUHrE9vjuoTzwn6TAvOBeSObfyjpxpbnVMiV+rDvrmoMV9rVP7MYqzOXTxTIZ90Md06x7GNv2Jh/Yqj+myRY63i/Or8TH+1jXWwo/pkfyDnLF+DInlsFc/W/ErPyJX6nMGV+nwHRvz7RUJ4LB4QtDkQMQ5OIIlKIGM5wDQ3z49jdUBX4/awEtszGQKM1jt82LgocACSs7tifXpzVB8+u+QHixepCEWGPud5LH35nBK5Uh/OOZyTeGU9qPyZxaiY4rlLfuU18zihixCvFUf12QKfYqy0K31mvsOV+lT+QM4Zr/EaFMljq3i25ld6Rq7U5wyu1Oc7MOJfFykeEHxIOJmRPB2QWwcPxD7m4Qtzs0/V3Ec4Etsj6NZovoX6KPg385EDj7X5F0pXzoj/SqzP768P/zLGh+pfyFxsOMmKPLY6p0Su1Ie57J99a42ZP1sx0i+Il/NhXFPEccBYzp+yijP0mVHFOosz+y6u1AeyP1XOeK2uQVv5jeNm82FLT7hSH/D57ZT410WaHSixAOLggHzwQO7jgMJyfzX3EY7E9gh88IgZn1cYAozWO+RNH1BEVl67cUb8V2J9fl992D+fXV4rVGBANZb8Krd7CqAz9OFfwFwEIJ7Psj9fxRjPXZyoNS7Hk89x7IsxXIBmF6Gj+myRY92KM/surtSn8qfKGX3VNagaK/K42TVsS0+4Uh9g3+TO57dD8a+LFA8IHGEtDgT9qw7HOLjoI5E4HKu1PJ82Y0l8JB94j3IktmcwBBitd/QvCuXurlif3hzVh/MA+eHzi+XPfywy8liozimRK/Vh35qvfVf+fBWjYoE4n/NhROM0n3Mn41m/ih2q2M8ix5rjjOS2YH7l4xn6VP5UOZtdg7byG+PZuoZt6QlX6nMGV+rzHRjxr4vEwRDRQRWJfZzsaIs8n3bug6rvEY7E9gyGAKP1EfKUP5h3w/r05qg+fG757Efjro+In+s8VlTnFHG1PtW+c9+eGIH5uQ/Ul8+RvI/tyFF9viLGOtMHqnjgSn22/Mk5i3HwGvXJYyHHE+dX+mzF35kr9fkOjPh7i3SE7rENAUbrM/mDeTesT2+u0Ed3fM6gqz5nxrjFFfqcifWxPp0Z8f9Mgs1ms9lsNtsLWdlps9lsNpvNdmdbv00XH/zitiLfGfJgo74TVR8PlcXvSWf9rBf7eGW9uOYejsT2DCRCJuYnPxB+J47qs3V85GNMx5YsUj3ACFfqM/NH/TyIGNt5nHyYfd70zMIsR9X8zFF9xCy/ii3un7jjQ8TVGHGlPnGNuO+sD9DGYpzMqfJexVOtWWmZOUufq7hSn++A9enNiH+/SEpQnMuDZfTxIdaT4/SRQPXxoefklvuBfs0n8cB3kHz4Y98eVmJ7JkOA0XqH3GDkY3byuwNH9dk6PqpjT2O5KEF1HEeu1KfyB5+5GNKvdatx8NXn7avPUDU/c1SfrfxWn3fG85cnxADVmMiV+uTjR31ZH/Kr/cSipsp7FU+1JlRaZo7qczVX6vMdsD69GfHvF4kPNxY/mCRMydIJgzGc1DD6eNXc2A9xflyXkwpjOBHsZSW2ZzIEGK13iJWLHQcgOborZ+gzOz6qYwy42LANdCxuXWCu1if6gx98DnjN8cRxMPu88R7jAiqqHFXzM0f12cpv9Xmnj5zyqnZ1ThBX6oPf+fip9NG+Yp/Iea/iqdaEmZaRo/pczZX6fAesT29G/Osi6UMMJI21+MDGNTkJMI7XSO6fnewQgH6dhPZwJLZH4KKEr/zLbgX8m/lI3KzNv4i7ckb8R9k6PvIxxkWFD3UmHm+Rq/XJ/rAeFzs+S3Hdyu/q86a7CWyL+ahyNPu8Rmb9e6nymz/vxEifDGbnBIF/Mx/P0CcfP7zP+uA3PmbNIOe9iqdaE2ZaRs7SZ4bPb7//+W0L63NK/OsisfMIJwNM/fkEIqp+Tg582EHzCUwnjNlJYIsjsT0C/uMfMa8wBBitd8iFLgiIrBx044z4j7B1fFTHmC40GR1vmav1yf7wry5OPBDjmfmND5j8x5+cj60c5fmZo/qIan18jZ932vjHCVcn3Twmc6U+1fFT6UN+NSbmt8p7Fc9Mc8bOdBNn6TODuPCBXK5wpT7P4Iz4r8T6nBL/ukjxpIQjtPmwkjjgX6206dfJhBND7geC4MRHP0kH1sQ/+qp/uX/FkdiewRBgtN7hJKkLAbHflaP65ONDxxdUx1i82ES0PXO1Ptkf4tGa8XiP4xRj9XmrPi+zHFXzM1XsKyi/UZ/8eaeNT/go36tzQuRKffCBufgu//Ev6xPzi48xvzHvMDvHxTW35meq2DuBf5WPPr/1wPr8iH9dJD6sEdqxj/d8kGWcxDkJ5H6hk2BE41c4EtszGAKM1keIe3biuwtn6BOPD44d7pZAdYzNjqNZ/9X6VPutPgNxXI4xr1HNjznSZxCq+ZEz9AHtI/oOM1/lH1RjxJX64DP7lYmZz1WMsV/M5qsv6lONjZylz1Vcqc93wPr0ZsTfW6QjdI9tCDBan9GJ8K5coU+8o3KUrvqcGeMW1meN76zPmXTV51lYn96M+H8mwWaz2Ww2m+2FrOy02Ww2m81mu7Ptv03HLV6+H+ThwPgdNw/25T7goSo9/Aiz+ZAfdtRDiNVDkF+xElsE33gAFav8lG9Y7CPe2I5jIhIhE/Mze0D1K+Ia8fmC3DeLseqv4plpuaWxOKqPqI6N2f7jsagxlb5wpT7sr8q7cqy+2ThgHBbj13wdg1CNg2ps5Cx9ruJKfb4D1qc31qc3I/79IvGQH4nhxKmnxLmokDT6SJwgmTxNznhO4Iyr5ivp0R++g6SPi3U++T/CSmwR9s++c0yAP9rGxYmYuKDQF4uLOCYzBBitd8gNpthXiDmW71XfLMaqv4qn0hJm/ZGj+lTHjKj2H49FYIyO2crHK/Wp8lt9hrb00f712SCefAxW46Aamzmqz9Vcqc93wPr0xvr0ZsS/XyROqlxMMF04SJiSFU/USiSvjGduNV/9cS4nfS609PF+LyuxZbho4ONs/1xE5DcxVr5qTGYIMFrvKG7yRo5WYH/4jXGxm/XBLMZZf4yH16wlzPojR/VhH1g8ZkS1/3gsqq1jtvLxSn0g5zf6E2OqdJAP8XirjsFqHFRjM0f1uZqr9emO9emN9enNiH9NJE7KnDx5herkzUWIflkkzxeaC8xnTQThX+57WY0twgGAD9UFEv84SAC/KSqyr3FMZggwWh9hv6y5EjfoX/j4I9+rPpjFWPVX8cy0nPWLM/SBeMxE4v6rY5E84APxVb5cqQ/k/OIXbYgxzXSgLx5vzMnHYDUOqrGZs/SZwbGIH/Hr8T1crc/VnBH/lVgf63N3fd5sv0jVhY2TNydTYBvQx0mbJMZEVvOF5gKBaUw8+T/KSmwR9q8LUrV/XUCAipmDBuLYOCYzBBitd8ibLtiILB/2EC+m8qfqm8U468/xzLTc0lgc1UfEY0bk/c+ORfKMVWtcqU+VX9bLn6EtfRSb+qtjsBoHs+M1cpY+M/CL2MjlClfq8wzOiP9KrI/1ubs+b7ZfJO4AcNLkJK0TNU5wYaGfpKkPBxmP4TAn5Gq+iG3m4l9ccw8rsUXi/qP/Il5EGKv4GSvimAxrVz5yEdSFmvVWyL4/2qcYq7GQ42EbY6TlIxqLKvYVtH7UJ+8/H4tAm22M48Oewb/Kx6v0qT5Dj+gTx2p+jDGOi/Pz2EwVeyfwr/LxDH2+A9anN9anNyP+/SJxEuUEKhO6yGTox7hw8jqbD2yLaPwKK7Fl4v7xlTsgovL1q3giQ4DR+ghrzS5Mj1L5M+urYoz9omozR/aIxuIMfaDyfbZ/fMME4zQ/8wx98r7py/mK42KMK/OlD1RjI2fpcxVX69Md69Mb69ObEX9vkY5wRWyzuzkrDAFG6zO6UD2bM2Pcwvqs8Z31OZOu+jwL69Mb69ObEf/PJNhsNpvNZrO9kJWdNpvNZrPZbHe2/bfpuAXP94M8QJqfQcgPK9NmHA9WiWp+1ae5sr2sxFaRY4oQFw+VbuVEYzISIRPXqh7OfQR84IFl7Ct/lN8cZ+6XX3nNLY2r/Yuz9LmKK/X5Dlif3lif3lif3oz494vEQ5gkhguenhJX0uJ6jOPiyIOWGBdCLrzV/KqP8cyjjwvpXlZii1QxRdjOk/L4XfkPcUyGdau1GYux762HVLfg+1vljgNZZH8Yp/3EQqXqJ0b6sm5RY1GNzRzV52qu1Oc7YH16Y316Y316M+LfLxIXRy6kmC5u9GHxYqsKklcuhIzXuGp+7hNcYNm+l5XYIvI1xhTRQcLrzP84JjMEGK13yBUFH/NYbxUKF3xhPZH90b6kkaj6maMPhGLMGotqbOaoPldztT7dsT69sT69sT69GfGvicTFlYtevGsA9AnecyeAhHLXIVLNr/ooLBBihdXYMjEmgV9c5GWQ/a/GRIYAo/URDjzWynnbA2tQhKgAqfyhjzFZo6qf9/jLevIbHyuNq7GZWf9Z6Ku56uvHR8C/mY9n6HM1Z8R/JdbH+lifdazPKfHvF6kqVAT9giqSREK8C1DNn62pi+sKK7FVxJgEBQQxcYBglf95TGYIMFrvME/FCiLrTsoeOCjyHZjKH8bJ56jRrB+/MOVkpjHksZmz9JmB/+QAH1a4Up9ncEb8V2J9rI/1Wcf6nBL/fpG4I8PFjgtbvrjFNs5xoWUsc3CYC2s1f7ZmvMDuZSW2Cvkj/4GkEx9+y7L/eUxmCDBa7+huinK3AvtlbeUeKn/iOA52xZj7NZbY6OPDob5K42pspoq9E/hX+XiGPt8B69Mb69Mb69ObEf9+kVR5ySJsi+iiCxQytKv5szXzentYia1CPuAXd6QixDOLSWhMZggwWh9hfFU07UF+ZbI/cVyMsZpPO/cxTjFLY6jGRs7S5yqu1qc71qc31qc31qc3I/7eIh3hithW70ZVDAFG6zMqJJ7NmTFu0f3Y66rPs7A+vbE+vbE+vRnx/0yCzWaz2Ww22wtZ2Wmz2Ww2m812Z9t/m46vSPh+kIdc9YzHV33xuZhqLK888Izl+bFvDyuxPROJkIn5mT1AfAesT2+sT2+sT2+sT29G/PtF4iFZEsPT4npK/Ks+kkkRw18IVWP5vpEiSWOBcQgRx+1hJbZnMgQYrXfIDUbs+YHqO2F9emN9emN9emN9ejPi3y8SxQpVIhYLmKqP9xjFDNvoq8YCBRJtCh5ABAkQxz3KSmzPZAgwWu8QP3e9OADJ0V2xPr2xPr2xPr2xPr0Z8a+JRLGiuzoi91H08BsyJDQXMNV8kk3Bo7HMwz/aK36uxvYoxEYM+m2gveDfzEdywdr8FkNXzoj/SqyP9bE+61gf63N3fd5sv0hV8VL1ze7gVGMJohqrO0aM38tKbHvAf3zGvxWGAKP1DnljTV4RWXnpxhnxX4n1sT7WZx3rY33urs+b7ReJW2MUKRQlKkyqPpxjffrZjsMUOo+MVR/b6UOMvazE9kzwr/KRO19U3hix3xXr0xvr0xvr0xvr05sR/36RVHnJZn1AdaY2t9Vob41lW4R27nuUldieyRBgtD5CLlQI3hXr0xvr0xvr0xvr05sRf2+RjtA9tiHAaH2Gg/DOWJ/eWJ/eWJ/eWJ/ejPh/JsFms9lsNpvthazstNlsNpvNZruz7b9Nx7M8fD/IA8r5+RweoIp/lsZT5HncbD5tjDmR3H6UldieiUTIxPysPPz9XbA+vbE+vbE+vbE+vRnx7xep+iVnIHE8Oa6k6S++GEcyKXbom/0SNGN5KFpFkYRY8RFW5z2LIcBovUNuMOXjrlif3lif3lif3lif3oz494tEsUJxgsUCSEnjVW0lkAKI8cyt5lMM8euTjOM9aCx9K6zE9kyGAKP1jnJBLsnRXbE+vbE+vbE+vbE+vRnxr4nEXRrd1QEKFVWOswIoUs1nLMnnLlKkawGkr/fiV357GAKM1kc48Fg756ITZ8R/JdbH+lifdayP9bm7Pm+2X6RcvADFDndzSJiSRh8FDTBeVPMJQu14Vwni3D2sxLYH/KVoo3hbYQgwWu+QNxWUiNz1NuQZ8V+J9bE+1mcd62N97q7Pm+0XiVtjFCkUJipOcAJn2Iapj2KIsSQShyl0qvnMxReNjXQtgI4yBBitd3QXTLm7K9anN9anN9anN9anNyP+/SKp8pJFKHpiRabCCLitRns2X9syVd8jrMT2TIYAo/URcqFC8q5Yn95Yn95Yn95Yn96M+HuLdITusQ0BRuszHIR3xvr0xvr0xvr0xvr0ZsT/Mwk2m81ms9lsL2Rlp81ms9lsNtudbf9tOp7l4ftBHk6Oz+fooWY9xDwbN+tnHn08hAVs4/cIsJXngFZieyYSIRPzw5P4d8X69Mb69Mb69Mb69GbEv1+kR3/JOY+jn78Cq+bTpz+504PRrMl7xiHGXlZieyZDgNF6h9xgyuddsT69sT69sT69sT69GfHvF4nChCoRUwFDkcKdGgoV3kMexyt91XxVm3E+UDQxJvY9ykpsz2QIMFrvKJccgOTorlif3lif3lif3lif3oz410SiMKFY0d2eeLeG3w8QeZzI/bznLlCejwCsq0JpD6uxPYq+svMvcfqXUjtifazPEayP9bm7Pm+2X6SqqMEJtVWsVOOg6qfiJOmg+aypW3AdCyD8xz+KvxWGAKP1DnfCWJNXRO56G/KM+K/E+lgf67OO9bE+d9fnzfaLxK0xChKKGAxwhLXoJ2mQx+EwRc1sPtUm/WxXn9ZU3x5WYnsm+Ff5qLtgysddsT69sT69sT69sT69GfHvF0mVl0xQibFN5HHc4dGY2C/YFtuQ19zDSmzPZAgwWh8h7pWi7zthfXpjfXpjfXpjfXoz4u8t0hG6xzYEGK3PcBDeGevTG+vTG+vTG+vTmxH/zyTYbDabzWazvZCVnTabzWaz2Wx3trXbdDzMzFPi+sst4OEpPUEe0TM/kTxfbZlQm+17WY3tWUiECuUj5+1OWJ/eWJ/eWJ/eWJ/ejPj3i0Ry+LN1/tpLf8VF8cN7ksbv+UTUT2FEQqv5SjimJ8/1WwT0sX0vK7E9kyHAaL1D/siPYr8r1qc31qc31qc31qc3I/79IlHE6C6PihUSVt0BonBRIlUAVfMFyVfVyStFUl7zUVZieyZDgNF6hxwQ850PPrA+vbE+vbE+vbE+vRnxr4nE3Rn+TE53ZihyKIIoWPj9ANCYKpl5PtDHGoICiHlxzT2sxvYoumulgm0vQ4DR+oh+i4G8duWM+K/E+lgf67OO9bE+d9fnzfaLpK+mcEDEROk9lSRFDu24vZoPtGMfgenOT5z/KCux7eEkAUbrHdYlR6xN8bf6O0hXc0b8V2J9rI/1Wcf6WJ+76/Nm+0UiKdypYecY4IzuAOlrLRxjuwogfQVWzQeKpfhVF2syj/EdC6CjDAFG6x0KR/JDzFThHIx3xPr0xvr0xvr0xvr0ZsS/XyRVXrmAUX9OGEUPpgJoa36GPgRZEWEltmcyBBitjxA3B+DKs0/fBevTG+vTG+vTG+vTmxF/b5GO0D22IcBofYZi8c5Yn95Yn95Yn95Yn96M+HuLdITusQ0BRuv1sD69sT69sT69sT69GfH/TILNZrPZbDbbC9laBch3hPF5H7Xzcz38OR3t/F1ing/q09jZmo+yGtuzkAgViv3OtyGtT2+sT2+sT2+sT29G/PtFIjk8JR7/OksJw/RXYBQ/bKePB5kpbEjobL76eFVfXnMPK7E9kyHAaL0Tn8In9rtifXpjfXpjfXpjfXoz4t8vEkWM7tJs/ZIzSYx3gFQAVfPp4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<span style="font-family:Arial; font-size:8pt">Se observa una disminución constante tanto en el número de créditos como en el saldo del portafolio, lo que refleja la progresiva liquidación de los financiamientos otorgados en 2008. Durante el periodo de diciembre de 2023 a diciembre de 2024, se liquidaron o fueron sujetos a algún movimiento relevante </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">566 créditos</span><span style="font-family:Arial; font-size:8pt">, lo que representa una reducción cercana al </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">18.3 %</span><span style="font-family:Arial; font-size:8pt"> respecto al total existente un año antes. En términos de saldo, la disminución fue de </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">$52,783.1 miles de pesos</span><span style="font-family:Arial; font-size:8pt">, equivalente a una reducción del </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">6.1 %</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Esta tendencia es consistente con el comportamiento observado en años anteriores y con el avance natural del calendario de amortización. La disminución proporcionalmente más marcada en el número de créditos frente al saldo sugiere que los financiamientos liquidados en este último año correspondieron, en su mayoría, a montos bajos.</span>
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<span style="font-family:Arial; font-size:8pt">El estado de los activos por grado o nivel de incumplimiento refleja una evolución esperada en la madurez del portafolio. Entre diciembre de 2023 y diciembre de 2024 se observa una </span><span style="font-family:Arial; font-size:8pt">reducción en el número de créditos al corriente (Menos de 30 días)</span><span style="font-family:Arial; font-size:8pt">, pasando de </span><span style="font-family:Arial; font-size:8pt">1,974 a 1,452 créditos</span><span style="font-family:Arial; font-size:8pt">, lo que representa una baja del </span><span style="font-family:Arial; font-size:8pt">26.4 %</span><span style="font-family:Arial; font-size:8pt">, coherente con la tendencia general de liquidación de créditos observada en otros apartados.</span>
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<span style="font-family:Arial; font-size:8pt">En contraste, destaca el </span><span style="font-family:Arial; font-size:8pt">incremento significativo de los créditos en proceso judicial</span><span style="font-family:Arial; font-size:8pt">, que prácticamente se duplica</span><span style="font-family:Arial; font-size:8pt">ro</span><span style="font-family:Arial; font-size:8pt">n al pasar de </span><span style="font-family:Arial; font-size:8pt">170 a 346 créditos</span><span style="font-family:Arial; font-size:8pt">, y cuyo saldo asociado increment</span><span style="font-family:Arial; font-size:8pt">ó</span><span style="font-family:Arial; font-size:8pt"> de </span><span style="font-family:Arial; font-size:8pt">$92,277.6 a $185,125.7 miles de pesos</span><span style="font-family:Arial; font-size:8pt">, lo cual representa un incremento del </span><span style="font-family:Arial; font-size:8pt">100.7 %</span><span style="font-family:Arial; font-size:8pt">. Este comportamiento sugiere una concentración creciente del riesgo en la parte final del portafolio.</span>
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<span style="font-family:Arial; font-size:8pt">Asimismo, se observa una </span><span style="font-family:Arial; font-size:8pt">disminución generalizada</span><span style="font-family:Arial; font-size:8pt"> en los saldos de los créditos en mora intermedia (entre 31 y 180 días), lo que sugiere que algunos de estos créditos</span><span style="font-family:Arial; font-size:8pt"> o</span><span style="font-family:Arial; font-size:8pt"> han sido liquidados, re</span><span style="font-family:Arial; font-size:8pt">estructurados, </span><span style="font-family:Arial; font-size:8pt">o bien</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> han evolucionado hacia un proceso judicial. La caída más significativa se </span><span style="font-family:Arial; font-size:8pt">dio </span><span style="font-family:Arial; font-size:8pt">en el grupo de </span><span style="font-family:Arial; font-size:8pt">151 a 180 días</span><span style="font-family:Arial; font-size:8pt">, cuyo saldo </span><span style="font-family:Arial; font-size:8pt">pasa </span><span style="font-family:Arial; font-size:8pt">de </span><span style="font-family:Arial; font-size:8pt">$6,566.1 a $4,264.5 miles de pesos</span><span style="font-family:Arial; font-size:8pt">, es decir, un </span><span style="font-family:Arial; font-size:8pt">-35.0 %</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Esta evolución es consistente con el avance natural del portafolio hacia su etapa final y refuerza la necesidad de seguimiento puntual sobre los créditos en proceso judicial.</span>
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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 </span><span style="font-family:Arial; font-size:8pt">el acreditado es 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 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 siguiente liga: https://portalmx.infonavit.org.mx/Cedevis/emisiones_cedevis.html página 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 ap</span><span style="font-family:Arial; font-size:8pt">l</span><span style="font-family:Arial; font-size:8pt">ica</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 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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<li style="margin:0pt 0pt 0pt 14.2pt; text-indent:0pt; text-align:justify; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">http://portalmx.infonavit.org.mx/Cedevis/emisiones_cedevis.html</span>
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<span style="font-family:Arial; font-size:8pt">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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<span style="font-family:Arial; font-size:8pt">Los informes emitidos por las Agencias Calificadora</span><span style="font-family:Arial; font-size:8pt">s</span><span style="font-family:Arial; font-size:8pt"> 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-style:italic">S&P Global Ratings.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Antonio Zellek</span>
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<a style="color:#0563c1" href="mailto:antonio.zellek@spglobal.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0563c1">antonio.zellek@spglobal.com</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">(55) 5081 4484</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"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Moody´s</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Rodrigo Granovsky</span>
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<a href="mailto:rodrigo.granovsky@moodys.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">rodrigo.granovsky@moodys.com</span></a><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">(55) 1253 5747</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 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"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">CDVITOT 11-U</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">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 principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">47,325,279</span><span style="font-family:Arial; font-size:8pt"> UDIS, con un valor nominal ajustado por cada uno de los 4’381,081 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">10.802192</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 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">33,480,034</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 4’381,081 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">7.641957</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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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Pagos Realizados a los Tenedores CDVITOT 11-U</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">112,323,686</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">16,483,712</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:8pt; font-weight:bold">CDVITOT 11-2U</span>
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<span style="font-family:Arial; font-size:8pt">Derivado de la cancelación parcial de la Constancia Preferente-Banamex, efectuada el 21 de octubre de 2011, con esta misma fecha se efectuó la emisión de los Certificados Bursátiles CDVITOT 11-2U.</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">, el saldo insoluto de principal de los Certificados Bursátiles era de </span><span style="font-family:Arial; font-size:8pt">3,001,131</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 227,235 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">13.207171</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">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">2,605,076</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 227,235 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">11.464237</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS.</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">Pagos Realizados a los Tenedores CDVITOT 11-2U</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">3,183,503</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">1,277,606</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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bCLGcf8w4gI9sDaKYD0ohLFfkWnifB3wsrjBOl5pUJaPid9HBXnNLfB7XgsOQXCvumhWFiYczJdyFNSSGbECZzMzaX97O1PkJYnpJfmk3jSEw/fMLKE+00/aY+ZuQsRyfF4O9njH50uTa4Wz1uWEoyJuTXBiadJjfDHrus+lfcf3+NeZPvdmkyAZJNNtp9tMgGSTTbZ/qjWRYDu3buHjo6ObLLJJtu/bMc8vCUCdOHqDc6fPy+bbLLJ9oexLgIk/VeGDBky/g3UN7dLBOh+Q5syRYYMGTL+WPhTe3s7tbW1fyjrZG8tLS2P3S7bkzURbW1tj93WF0wuf7Xcr6nn5oMWqmsaHrtdtqdvdXV1UrlsbW197HbZfhvr6Ojgj9jPPssm9l8i/iQ24o/7RvZ7tvLycunixc93j9su25Ozc+fOSb4XG9vHbe8LJpe/s1y/fl3ywa1btx67XbanbxcvXpSeyYMHDx67XbbfxsTOtqmp6bHbZPttrOsT2FMlQEU5xLvZsnftWhYuXMiuXbZEZQrpxVmccNBm/R5DjifkcDbGkXXr1Qg6/VB+pf2qHVBZAfF+JmwSrke8JtF2WoaQGWjU9Vu0A+a+pOWfpawsHWvtnYr0ddvR9IgkU4yBkeXHoXUbORYn/J0dg62OOnquEeSUCL/PlJIWYsnW1Tsx8jhFwSPXkUe0lyk7e5zvkJkbpzu358fhqKnCiu2mxOR2ivGJVkBUkB3bNqyS8qxUtewW8MsXhQ2N2LBiBYsXL0VTJ4AEpZ7OL7EnSoDyTmF9eCfLJR8sYc1WPXyShPKQHorB4a2ou0RTIPqzNJ8YbyM2rduPbVBi96qSs2VSfCHzA5slf2zRcyUlR7lq5Fe0p0aASnKIcNVDXceWGPG5xh1j47pD+KUr719ZVhYu3Iq2VzRlxflEu6iz9bABoeKql8cd81eyp06AkvzYv30dBv5ZZIZZs3WDCmZBqZxNDUJN5TDWYdHY71mi9Ee3bTc/TlbQ0V5p+029SE06gdaG1V1pa7cdISA8k7MJXuzc1J2++YAuIWniNeQSd8yA1cuXsGztZixDsjmbGYmZ+vaufZevXq+o/2cLhfruzIHNiuMccInvfS9PyH41ApQVwIGVq9lpFKSMCi1YbgRHVTazdPESdP2UEhQFibjp72eVcI/aXqmUlZaQHeqF7mZl/duih3dYDqVlyvZP6SfRth1xJDs3Fdtd3Wmd1tn+rtm6B5+wOBz0VXrvs3IDah5Kn+ZGYXlgG8t2WpNWWtZ9D2fzCfOxYMOaFSwUrnm9jiOhYvuXGY7JkW0ccYwgV2i3C2ICMdm2TTruhg3quAamUyi0MQXxLmxfsxVdnyRl+3ME08BEiso6j/+v269LgM6QnxmG0dYe/lCaulea0Jfmk+LrxOH166W07dvNCUkqJjctBIPH5NHyVWqbFSThYXSQ1VsNhPKeyxnpXAXEBVqhsksH35iHAlZ2WSoeaiqsVB5vxbrNWPlFSPGYpO2ngzi8ZjXbDAK6y5Jk2fjaaiiuY+V69toGEF+g3JYVg8v+fdK21at3YeUcQ7ZSDPfXst+AAOVzykOT2d9OYOkhHawdDdnywyeMmKJHVKcY3X+9x2qjR8XoHrZftQMqySZAbwFffPgtO/QccXR0xDsyjRSzBfy93wi2mSjS/COSyC/JwG7zeD6duhUjIc1CayfTp8xkl10Yuaf0GfbCq+z1E46Z5MPGqWOZsd+ZFOHBnSkpwHXn1/zf/3iRUSv0iRKIVO/ryMBDfTHffDwZFR0rHA3WMOzdT9nlkSFtzw01Y/bQV/n//t/nHDneKcZXRIynDnOnzmT9ESNsHfVZv2IMI39QJfh0Br7aGxkzbhbbDU2xEQraokmfMW+DPYm9zvvv2xMlQBlerBv+DsMXHcHK0oKtM75m3HJtwoPtmf3NIMaoeEjLcktyEjFeNYT/87/6M0PFjiRljI6zxbkE661i+Bihgd26lK+Gjmffsdif1Wj9lD01AlSYgvP+GYydulEggsJvv728+sIw9KOz8Nb8ni8/GcdufUeMNs/ivc9mYXcqHQ+VMQz6Zjb2px461q9sT50Ahegx9K3nmWUYT5zjWgb/75cYvdKQmICjjP5oOGuFDi3SxwlHM21WjP+cD8evQMtSqMsRqWRaL+VvLw9jq7GyLocnkBdryaSX/8pUFSHNVJOV075k8gZ9Trmq826/D5mvZi3t6+l/Qhr4nI214/sRo5m3z5idMz7gi9mqhISIcXC+ZuTSfZjZOuLi6qZYTp4RgtryWUxavodDK0cw4OOFuD1hQirar0WA0h1W8sL//X/0H7oG785BaJozCz/sz//6H//B+0tsyRTS8iPtWDyiP//xpz8xWSOc02nHWDtsGJM2HsDM0Yx9G8bz1bD1eGZlS3GIhr7xKRu1BH+rr2HoJ0PYbBtNtI/C/0vGfM7Hk9egY9XZ/n7P3wd/jLZ/NqdCfKVnIdrOiX/j/70wkC3HFPF2sgN1GPvu8/yPPw/DNKFzsJNPuMN+pkyey3ZdU+zsbNi1eCyTVuoSesKJ+d++zrc7nEkvCGHbV58xYqUKRx0tOLJjJt8OX4ZldLpAwFR463/+jc/nHlG2P9+y2Pg4eZ1RpP8N+7XfAJUUZBDqJfhDfzfjPvm4q/wFJ5wm6YQxC4Vy+r2KBpaOJuxY8hVffruf48KA+KSnkEdvB99++BGjVh7Cws6R40mKZfv5UU6sGDWQ//i/H7PTNZYSMRq4QFL8jdfw4XtTFUTwoetQWDiqoz/i/cnbsbW1RGPTVEZNXIZ9ZK60PcNpDa/9+f/xyicrhXLQmScbb/WFDBm9DH1HO0yNdzJz9lSWa7iRXHgKkznj+HjWOgwdbdBXW8WU0dM55BBObq/z/jJ7+gQoLwmbbTP48rvd+KQVCQyzlJyQvQx54R3U/brF6N6Zr/mQGN2j9iQI0Khv5+MU252ebr6IV96Zh0Nqj31PaPBev6HsDxJGNcJvUXQvNTGBtOxCyuJ+nAAV5R5jzmv/4KVPhzJu+CLswhWFo9sUBGjMmDW4R+cJ1+TOnL8/z9C9ovBeGq775vPW0CF89dyLjJHShDxZ4Wgun8bYldqEZZVI4n65mYnEJaSRnxzA9pnjmLTNnNi8Us6U5hFg+APfDJ2BbUzP8/779jQI0EzV48IorIgIl62M/2giekeNehCgMtKiDJn4+qsMfO9DxkzZjl9nHJHC0wIB+I6PJuzANzmb5IQE0vOKlaOZX89+LwRo9NiluMadpTTPjRWD+jFdI6jvEKA//Q9e+fp7rMy0lAQojlKx0c6KQnf5ZL5drktkriJvju0yXnxdIIgpPY6XpCBAG9yFv/PjMN88gSHj1+Fpvk8gQF9xMCS/e1/RpPMPY5u3UL8yEohPzKAg5jGRkKVjd9f/hPQ0YmKSyBXfXPY83hOwX4cAhXHoyzf58+jRTHztY3a5KgZhnQRowqgxPP/mPJzSCgi12s6qcR/ywgsvSAQo3nwpr787C7PYfMrEt7ExJkx7cyCrbJO7AzFGCMdKcWbBkIEM3eqpOHZGOOqLJzFmjRHRYlweIS3d/AcFATqh+C1aquMW3n3tz4zd70O2NOgR+pT1U+n/9ReM/PNzTNePUeybGsiuOROYslVo/3KF9u/MGfLEZ5aUQeGpHgTIfQcvvzgKnYg8oT0vozDBnqVfvs8P2iGk+gkESChjz3e1P78fAtRlcQ+VvyKBWByay8ej13EsWeiThD42N1xN6JcGsi9ImSdWvP9RLNALILurTGbhp7eajz95n09f6sfITY4UFItv0/51AvTlWkeKSwuIdN3B0NdHsMsxVtgWgeqId6WyNOnl99jqooyYHWXFpE+HscQsjJKzZygrySM9JYHkjFyKQ/X4bMDnbPZKkbYVZwZzaMFwpq014lSX+v8vt6dOgIrSo1CdPYKJqy26xejOujP7ry+z1NBXIkCfDRrEy89PYs/uWfxNKUb38HFEexIEaPD/+TPPv9yPfv1mYhCeTIr5fP7jf/4nz78qpo1hu3kwoWYLefG5L9CPf8xx4vUZ8r//F399Udj/lRf5y/8b0EWA0s3n8ffXh7LXyIr5n7/L/MPHSOv1VkJBgL4dtoCj7mHE+R5kWL+3WGmbQmmCD5tnfMyIdUaYbxvBC3+bgotQ+fNjvdk4fjTzD7qSLhT0vIwk4uPiSExOJfm4HQu/Gc8aY3+ypeOXknBclanvDEfVS9mg/Ux7agSotJSUMHNmjPyCjfsOdBOgghKOHx5L/8+nclj7CBPe+4T1FsHkSiOWImL91Jj4wmDe+GgZh6yDSckXyeFD5/mF9nsjQGfPJqM/rT+vLjnaZwjQp3//O6+/MY7vZ83kvfe++ScEaAn/n1iXXxHr8ii2CPUiS0mAFh+NIy7YlT0/fMOIZUcIdRLfAD3P3156Tdj3I6YtMyVWuoZwNCZ/Tf+/fsb45eYcT82iUCJAD4mBSvum4rx3IZ8+9y4fjNqDU3jiz+o4/137NQhQsd8B3hn4CistYzgy5WU+n3KEMLGjVBKgOdr6zBE6ySXaLuivX8DiKVN5681XJALkvnWYMFDbS0jX8U6w6+PBjNjtLRGgYR+MQP2Y4G/nIwz/5B0Wmig/Y/1TAlRCXqQ5c959nVeXmlMm1XWB+AtkZpHg//G7HbHd8IHQVi/CQ2gbc8LE9m9IV/uruBalSQRAQYACVSfxfL8NBHRtj0B9wqd8tcqGJO/dfPqXv/D2u2OZOn4mX3wx4ndPgErz0jFePIxvZutxqms/H5a99CKzjBIUvx9DgMrSTnJ44ed8sfAgxrunM+DvozFLFweV/zoB+nSBPtFRYTiqfs+XX8/h6PFsigNU+ejNfiw1j0Fr+ot8Mu4AJ4Vzpruq8Omg6ejEpFNWWkhmslAmhL4rJTOHeJt1vP7iTGxzCpXHT8Z+20y+nba7623Vr2FPnQCVZJ5Cc/5oSYxOVPCV0gs7xeiClaHIl7B+4ig+e2OgUoyu9zE67bd6A5Rhs4KX/v4BGpHdaV0mEKDHvwHKRn/q87wyfD1m5hr8MPJ13p69l+PJPeemKAjQx4Iv3vtkKF999RUrD/tKxCbWXZOJn33A9zt0cFCdz9//+mcWWGcLoxU/tk4Zy5y9TqSUZeK8/Tu++KAfA94ayhFzJ5Z+O45lej5kiUTrTAlxQuc58f1v0fT7sW+5/5o9PQJUQlKIEd99/TXbD6t2EaCM3FR2Df9v3p28DUvjvUz49DU+XGFMQrYYDVY8ThEZYQ5o/jCGj//xFt9rB5BXcqb3eX6h/f4IUCwao/vx1mrrPkOAhn/0GSvXrmX84Ff4z//88Ge/AXr13aF88Pog3h6yArvA05wNFgnQY94ASZZBkPpaZn38Dh99Oh9bd8fHvwGSLIdTDmpsmfA5g/7yEYdP9py792TslxOgfNx3juaV9yajZWOF6sJPefGTCRgeFzoeJQGaJ7Qpu799mcFDpzBx5ix2q2xh2EcKAuSnMpo3PttOYKcviv3Z9OFAxh8MkgjQO//1HG998CH9/z6YbxaYk5atbAP/CQEqyPRm9/jPefuNpTil5ymvtZgIm50CkfqMFYeMcDowk/987iXWOuWQHym2fx8zebc9SQ9PN+hBgEK1Z/GP15bj1fkJveQkB8Z+zMiNTiT77ObrwW+yfPtupg1+ib/85YPfPQEqy8/AYuW3fDVDg4jOtztFbvwgEKAFFmmK348QoDJhwGzO7KFvMHW9GvYay+n/wp+Zoi+S03+dAL38yjt8+eVXjJ40F02nGHLPFuC1ZwL935uImqU1mkuG8vwHo9ENyifb6yCfvz6JI2FpwsA9mAOzhvBWv78zdK4KLoZbefPlKZilKclOaQJWm6YxZtZ+QlJ+vTr09D+BFQqjogM/8PmIldiGZ0lidFGmi3n3pW8wCeshRmd9kKGv/bckRve7+wQWY8mYt59juka0NMmrODMGdzsbvCJSKYp9PAE6FabL6L8P4Mup85g3bx5TRgqF5cNpGAUmSp/RFMd+6BOYMr20IBkblVl89vpnTJylyD/ynf9iwIyjAhGIw3TrPL6duwuvhFzKzuZx3Ox73hcIkJ5HCAd/mMDw749wXGDypcXp2Gwaw9fDluDasxP4Gfa0CFBBcSEBNusZ+flszG1MuwhQTMABPv9zf76ZrvDHpK/e5DlxjkXcaUqL8glxNsLBJYqcHMEHkz7lC2G0frqgkxz9OvbUCFBJOu7q8xk2cikOkfmkW2/m5b+PxzKlNwHKz3Bg+oA3WWwa1ocIkNCY2orzFgbzv/40+Od/AnMt4JTzASYPG802sxBy/B9PgLKiPLAwEupzagFJAXsZ/caXHNA7+lgClJ8WhaulFf4n0ynOcWb2iy90j8CfoP1SAlSY6sraYZ8y5JvJzBHq1kxhgPXOux+yVNtfuCcFAfreIA7fg6P5rz/9LwaPWoGTrdC+KQlQkssmPhg4hoOeSRQJA5FEt32M7Pc+OzxTuz+BBcdhtWUaQ8auxeWUcirATxAgdY8kbPZMF9quiah7JnTN5yvJjcZw7WQ+fe9rpsxWtAVfvvlXPl5iTdbpCDRWjOCzWSoEJBdQVlZCvL8NFg4BpIZ3E6D042q8/dynbHGIo1AgVKn+Onz3/sesNA8nzV9FIEAfo2rrw7Zp7/C//9T/9/8JrCSXAN0lDPn0B0yOi/IdBcTYrBMGgp+g09kePESAyopP46E5n8/6fcS4mQo/jvngr/x9tDpp//YnsO6BZlGaBxu//ZwhX09k9tx5zJo6nnffeZcF6r7kJbuzdOSXTFRxEYhSGYVZQRxZ/hUjRC22AAthUPMhc7SChT62lOxTLmwa9yWzt1mS8Mjc2Z9vv8Ek6CJST9qzc9psvpu1jFVrF/P9V+NYvtODlF5idKdQnTaIvz73WxOgBfz57+8wecla1gojzT1HPUjOySLIdAvjpnzPYiFt+dL5TJmzCiPvWAofS4AsMN84guffWYC3cgVWdpAB0z59n0kHnMks7Fy18DgCVMbpGHdWffsRU7fbdE30jdYYzV9fHYtOeCZpEc5sW7WQWUtWsHrtQsZ/PZShs3bhm55LlKM2y8fMYc6ilaxePZ85w4TRmihsKB3759vTIEDvfzOHlatWMWPqDBYdciBJKDcKAmSL8YIPePmLzQQpG8oMj3189eb7zDEKpqggC7tDk/hqyCjmz5/BuOEj2WAWQMEf9Q2QUGeS/QxYMvIbpsxYzMyvRgrP15yEYgUB+nDgB0xbuJbFs6czdOYOApOEctSHCNDR4DTsd0xlwF/+GQFayn/+7S0mddZlY1cSw452zQEqyTmF4bpJfD5pK56WewQC9DrD5q6U9t12WJ+A+ALST2oz62txILKUpbO+YeLcDbh72god0Ge8O3IGy1avZcOWHVifzCE3yYtdC0Ywaswsls8fx9dfTcQo7MmLZP4yAlRIuNl6hnw4BlXfBMmXRamhHJj5AZ/M2kPASVsFARKIXEqQJiOee57hP2gTESxOQlcQoNzTJ9D5fjaTxy9k2dplLBw3idnz9QjLzes1Byg/3pr5H3/IV7vdFOf+UQL0Pls1DJjx/p+FQeMoflimeH5rN21l+65tTBv2GQtUXUlXvu3w3f4pL707E9PoTJKOW7F2yQLmLFvJmrVrmDNnBqv32wrPvQcBKkjg6KLZTPx2AUvXLmfx5KnCfqrSytOsQAUB0g7IxO3IfN752x+AAAmEISvGjf0zZzNt2hJWrF3C/OETmL/Gpnvxy0MEKD/9BNvGvcu3K4yIVX4uTDT+juf+8QWHQuIVBOgfrzNKaH9E369bv0GodwpBWoU9jgAVEWm5haFCHT3gEUuxWJbSIzky5wM+mr4TX2EAF+miyowZ37NQeDZLF07ni6Ej+eGgg0ByUvHev5aJX81j0dpVLJ87kzmTt2AZkCSQ1M5z/nL7DQiQYKWFwkgqlGM2NpiamuLsHEq6yOpK80kK88E7IEJa5ZMR7oy1jQcJncviHrJftQM6U0JWXBCenoGk9mCYRYmB0jV2mr2vcG0F4oS6PEJ8nBXpNk54hyWQX1QqTaR0t7EjUlzWL87S9/XCLyqOKD8nbNwjupe+Cw84UJyNHxTXo2MuIv1UMF5eIUphPzHtDIU5ifgdcyYoJqNbjC/1BBY29pxIEr+RlpCeEIqjnZV0PWYWHvhHZgqjL2Hf4lxSTgRiZ2mJmZk53r7xCmFD5XF+rj1RAlSUwUkPJywkn5th7eBHbLZwn3kp+Hs44BURT4SHrfAsxBGbMk9OAl4udjiHpFB2plRohCNws1c8Mwd3P1LyC/+4c4BEK8wk1t8Fa8knjvjHF0nq3hkxwrOV0kRzwCcmnTOlxaRHeOHg4U+KsiN5UvbUCVB2HG5ONsL955OfEoKHi5cU1iEn4Tgudg6EpOQrnrNQ7mOP++B5PLZr4nFJcrDSTwqz9wkjKzMeH1srJJFMZf1zOhZAYmwYzvaK+iSatbMXMRnFwj7ZRAYJZdPMFAsrG4KikyjKT+O4l1PXvmaWQnqi+Oq+gKQYX+ytFemugT3q/xO0X0aASsiIDhB84E9yrrhIRUgrySc+xB1bjyCS0xIJcrEnUCCDxfkpBDrY4XVcaPuU9c8nJoczZWUUJJ/C195eum8Hof7GpBQK9bKM3OQTeLh6kyiR0hyiPJyx9BUnygq/i3I4FeyDl9DhdhIMsf21dnDiRGQUnrbdz04yCyvsjnlw7JgboQmnu96kF8T7Y2nvQniq+KmkmJTYE9hZW2JqZoatdyjJp4W2RNn+eoanUiScqyQjniBHR+m4dnZeRCXkUVJ2luKsCNwdFCKxeSlheDjYExwvnEsk2crz/av2xAiQVP68CBT6h+LOOaVCG5ATG4GHra10T05Ox0nqmh4g5hHv35OguCxppVdJQRpBxxzwjUjrDiciEFIraxsCErLJjA/BpafvBV/6xvV8O5pDtJcLblL725kmlKWYIJyP+ZGYo2x/SwpIPOmBrXuAcD3ip88CYk96K49riY1jMFGp+YpnKfSfEa6u0jZra2dCIjIU4U+6zvnL7bchQL+SPdUOSLZe9kQJ0B/E5PL3GxAg2f6p/RqToGX79e2JESDZfrbJBEi2n2UyAZLLn2gyAfr9mUyAfp8mE6Dfn3URIFE35sqVK38oq6iokC6+pqbmsdtle7ImoqGh4bHb+oLJ5e+KRHxE3L1797HbZXv61klKxcHJ47bL9tuYqAPW3Nz82G2y/TbW2Ngo1RVZDV6GDBkyZMiQ0ecgEyAZMmTIkCFDRp+DTIBkyJAhQ4YMGX0OMgGSIUOGDBkyZPQ5PDEC1HEpim0LRjN48CD2h96hQ5kuQ4lbUWxe74Ji2uKPoYkLSY6s+Gaw4MfBDFplS8W9JupunuPoMkXa3APOlN1ReLeuqgAnlcMkFZ3GaOt0aftax1xq6uqJ0Zsq/ZaOM2gQEw4FcLOmlZob2Tjt1yDtrvDM2s/jvu4oISWVtEpHFNI6bhBr5oiHfzb3lGkyZMiQIUPGHx1PhgC1XyFQ9QA6lnHcunyCRW9vIb6zR+2DaL5fKZENEe1NNVTdu09jYw2VFfdo6Wij/m6FtLz83NWb1DZ1O6rp9jmcLQ5xNEZcdl3FyV0j2Oh5niKXDUxWjaKaB6RZa2DgncCdxg4qkvVZufMYx130UN3ryYXLcWz7cjMBlTWKAwpoqUxCf+UhnBMv0CD8Lo/VZd2+MCprz+J/aAkf//k7bPKuSgSotfkmyS77GP33Uex1SUXgSDJkyJAhQ8YzgSdDgO4WYK5vinvcBZq5g9uS8Tgowsf0SVzyW8cSswKaaON6ogvqFsfIz/Fm3kxTztwswO3IWsZMmsSI+es4Fl9K42PJYg2njbayyTuPdKtFrD1WJvi2lfIQDVbre1F+t5lUw9kcCs4lyNEYA89cgeBUc3zbbIwzqhWHaKsnJ8gIIycfyh8okuL1Z6EeW0F5ajJxcZ7ozlHDWyJA7VRfLiLK3Rl7zaPYygRIhgwZMmQ8Q3gyBOhaKoeMj+KZqYiXErl3MJop0p99Eo3X4jm0SY/C+7c45WGLk18Kd8uDJAKUFLqf4aPXom9lheqacSzSdKO8uk2ZsxP3ORPrhf4GJ05X1XI1zo5FK9cJeazR2zyTGYdcBQJ0Gbu5q4m4eA4XWy00w85LOdN0v0Tl5G3p7/pr6VjqqgrE9JJAnkRUYD1nDdH3pR8CzmDbRYA6UUGYTIBkyJAhQ8YzhidDgO7kYmxginviJaEjvY/3quFYlyi39UG0NzeQaLmJHQ5e2NvoE1VUI/AKBQGK9VzLWzO2YWRkJJlzZB7VDT0IUNNtso47oL3HnOjCW7S0Q0vdXdICxf1tMd37A2vMg7mWZ8+E2c5U1pTj72CIvq/4xqmGsN3T0E0WqUsjZ0+5o73XiNN3mhTHviDkmePKDcUvATIBkiFDhgwZfQNPhgC1luOrpoqhYzJVladY/8l6osUJJ30VHS1cyLJh/qQtGJs7UCb6QkmAkiJUmT7PiMIH9ZSGW3EsJI07iijdAtO5R36gI5r77Ig7dwOJF3W0cS3FBa2wC1B3Cc89KhgGZJBqOo6l3hXQdpsEFwPUjwRwuTKNA6M24HNVIFwtVST7WqJjGMMdxdEpNhvJMr/OXyJkAiRDhgwZMvoGngwBooUHmV6s+O5b3nu7PyvNi6lTbumb6KD6SgZ7l45lv0++4B0BSgJ0/s4ZvPfNYvB77/P6pFW4JV2gRfkCqOZqLhozX+T5Fwby7kcf8ZFgS+xyqT6fwt7v3+Sj999k8loj0sqv4rViGtYl4pHbqC+L5tCSCbz99iDmqkZyo6FdONg1gp012edTLOwh4jaeiydh12tulkyAZMiQIUNG38ATIkAC2ltpaqintraWplZ5EXxHRzvNTQ00twpkREpopbGxRaBGHbQ1N0p+qm1oorW921dSngYhXdymtIbmNkV6o/J3UwvtHR20NjUKeTsztgnbG6TtjS3tihAE4j6tzd3nF1JbG4U8vR5NOy2Nzb2uQdyvrbmFllbhvMoUGTJkyJAh44+OJ0eAZMiQIUOGDBkyfqeQCZAMGTJkyJAho89BJkAyZMiQIUOGjD4HmQDJkCFDhgwZMvocZAIkQ4YMGTJkyOhzeIIESFw9lM/RyZpEV/XtRfCPxb8ihtrRyNl4W5YOGySJmA5cbsHVu4101FYSZbiYgYMGMWuPA8W3FCu76u7kYr/jIIkFmehvmsKgQQNZaXOaGkXYZ9rbKokxs8PFLb1rSfuDykzs96iReld4Xi1ncF5pSHBxBa20caM0hC2jlOeep0rqhbtPeSVYh3DN14k0tMHV97QkxnrJa61S1HUQA/v355u1hpy+Wk+64Shef0NM/4qlKoFcVhzgGUUHdeXpONkZcbJYqWkioK3+LiHqk5T+GUj/1/ozQSOc27fzUZ84UEofNGktrqlXpZWErYm6DBg0mK+nLMS/RLG6sDJKj3Ffv8/gdz/iO7N02roWDbZz7fheVjrlKxP6Djraq4gzW8u3Hwp+ffNNxhgkd6+4FNHRxmXfLbz11hsM+mI8O3yKaG9vo8BzC2M+H8zb73/A0dRW2jtqyA3QYtZQRZ0asMG913E62u8QqbuYr94XzvMT/m+5dw2fAxN6PecpBgm0tsnrNH9LdDTeJdViudQuT9t6lOwK5QrcPoNWKgoC2DRS2Wf8oMnp8p4S2h3czQtk8+wvepT/Du6ciefgXDHPIBbpnuTagw7qq7M5PF7ZZk3ZhHfmdXEhs/IwzZRnuLF6uPI8iw0pq6zt3Mj9sijM7GxJvFDLjdADfPrh24r9BvRn6A97iTrTrY35hAhQu3AD+ThvnMFb//cHAm53XlzfRFP1Va7fl6L/0NZwn1tV1TQI/796tYqW9lZqb1+huLiY4osVPOghBNZ05zyu1mqYx4rd+V3CVEay0fsiFYUu7JhyhPQrxdis249ZSD41QuGoSNJj1S5Xjrvoc2SfFxeuxLP9K4UYamvzbVI9DjHhxW/ZZZvYFQyxPEab9QfCqaw5g//hpQz5ywxJDLW5qYZoh53sCTwj7HWfJJNFbLGJ527D06rS4tL+GyS57GPsC2PY91AcotbqMrxUD2LgnMHd1otYz5qP62WFj591tNULBNhoKSMnrcEv7/Ea/c3XolFbeBivvOuU+Gxljm2ukFpPob8q+3RsKa5IQeW9H/C7InTK3kbs3HiMsqun2LfbkqSLVTTUFOOwcwHS4xfIcO2ZYDZ98zajtFPFhD6F+4XBbDd24PTl+8IgoRzzBZ9gkt5dT6k8wcK5ppxvaeJ6ng+am9YSGR/LHht/Cq7X0PggEpVPNEm5koWxhSG+pyuFTLfwW/E2KtHdZfZejjdrDV0pu1FL4/0Cji4bgU22eJ4f93/T5RD2zjpM4PnbQqsr47fE3XJvtoxUIenKOVx3HcLQI43qPsSA2uqrCbPfzcHjYnC5+8TrzWOzXSo1TUon1J7Hw8wU++BCoSWqwGXeW6jHVpN23Bz1k6J0U3ccunxh8LDAQRxs1ZHntY89+i6cuaMo4S33r+NvdwCdiIvCr2qij0xhg0uhRKZa7l3AX3UeI2erEN2D6LTXVRBldoDDOtGIta8TT4gA1VMWFUNynh+HvtzLyT5OgC75r2eJaT5NAkO+nuAsiaEWdIqhVubhqrqeidOnM3rhelziSmjo0bZ24wGZBtvY4lfIhWhdVqhGCSl1pNscxNA7njuNkGI4G9UTohiqEQZeohjqPU5sm4VRehX3K8qIdnPBycAM6x4EKF5vNhrxlVxOTyUhwbuHGGpP1FHkoo2KSwLVjQ/rlD0ptFMtELxTXsdweDgQY3sLl9J8MDbUJfuW8PuSD1OHLMcs8DghUfHkXe1+K/LMoaNdeFbHOLRkMeuOqD2eALXWkO6hgZFHKJW9Xr42cSnSGU1zL4oznJmw0Fbohtu4nhuCueoRAr0M2WVkToB/GCdDw0k6rxDRbblXgpeeJtqbJjDJ9LSU1lfR3noD3x0rOJqpFBgWUZ2J0REr/I4fx++YM072fpxVtr2NFfmcDNZh/xJfxOa6G/dI3L8ElRixAD+K5pqLeKhsxDbn3o/7v+U+CY77MPJLoEqo/zJ+W9xM1uf73aFC119PtqsWRsdCud4Z1b/PoY4CBzV2uaZQ06yk5o2VJAS6YWXlwfGQAKxUDtNZ/Fse3CA/zYUjy4yJOntHGaxXRCMXQu1Rt/LjTJXyU0Yv1JJjvo+tntm0NNdTEuPA4eXzWa5h3E2AhDbzdlkMJqrbiX/ok8sTngOUj65MgGi8nojqZh0K7t0k2sMWZ/9UqpViqIkn9/L1yJVoHT3K/hVjWKDhyqVHxFDvURLlgf5mF3KqHlDqu4tpFtnSllJhdK/qfJLK2uvYzl5D5KUfF0OFG0T1IkDXsJq19p+IodZRnnkC8512xJ+5rYhi/VTxaCTqlgfXCDLfgq5HkUDyBFxNQtdEF9Xt29m8cxeaLsfp9eb1GUJbdQFm+/bgEBKOlenjCVDtpVgMNDUITL/W43k1c+t8Ak4HLDgef4G6rKMM3uEvbblTGo21zjrMDFVYuWEFu7btYeu2baxT06W4oprTwbboHQsn1XENsyz6MgG6QZK9IXoHIriqTJFwKx9XVxuO7NjJvn1auJ6I6ip/93J9OLh/NxauHhR2VkOqyA2yR2OtOxeUKb1RwSlzPYw0Yqho/nH/PzgbivoRXcLzbvboMGT8VrgWvIuRhhnS3+eOH0LD3pNLz2g79NOo5UJaEKY7HKS3yV1ls+4W2bE+6Bw5zO7thzA6akzqNcWmxspCfKyOoK6nTUjBbeWn4SZunInFYZ8lJ5MvCbTyYTzgbIIvRludSK94QM2VFEyPqOMe5IOeaTcBam+pJ8F+FbsssoTerDdkAvQUIImhWm1mm60HdtZ6j4ihvjN7N+bm5pK5nyrgXi8x1FtkBNqitdeSmGKBgLS1cT5CiyUascLDbCDTfh96nrHcLnJk/FwXbtRcVoih+nSKoU5HL6WTOjxEgM7bMm6eOzelbSIeIkAtDyiLc0dXxYgTKeXUPvbN1JPGwwSog6qLMegs3k7k9R4CczU1wt1Cw/U8PK0P41PwbA69boRt4423xrN02VxGjfySxbqBXOw1MqqnMNgBLTVbiqqV6R1tQvk4jv5OTdxDCpF2P+vKt0sdBZ+2UZEXioXaQRytVFi1z4icGw201N/luPZ0tL2i0Fo3g3HTF7F08oe8MXohrlk93n70FdSU4WeoiYaqN2XKgWUnHsRqMGa3L1WtrdReTsFcSwXb1C62Q1tTLaFaE9GNfyA8nqvEHDNFY78DKZcf0y4+KMZdSxVtnSDOCZubrqX/iP9ryPYwR0vflbMP+san3987bsRrM3tfhPBkGslz18TA5QTX+tr015b7FJ9yRUfFmJPpV6nv2ZVdTsVE7wiOydeE/qWOUvM5TLJVDNQ7ccFnA6vtU6lvaqYyLwi9XVp4hRVz9+GXP83CICLUCe09ZkTmViJ+mCh2W8a7H05m6aLpDBs5nDXmUVQKdaO5TuAhU5bgV/5onyAToKcBUQz1tC0LJm7G2NyRMz3EUJMjVZk+14D8+3WUhJrjFJzC7c7nJIz+cv2FkeI+exIv3JIesvhp6Hq+E9tn6pJTeQanLQcwO5FLmtkYlvtUCq2tUgxV1Z/Llans/3ajQgxVQm8CVHh0OCsCes6s6UGA2pu5kuTOkQ2mRBRf+Y3Ij4iHCJDQmV9Jt2H7Bh9hixLnT7LeMUkghx0SAfKzVye49NnsFOqunCY0NJRAJ0M2rF2Ehl8O1T1bmWbhGTubY2KTTCdNaSwPZf/3GvhnnuluSBqT2P7xMkIqaykIMGPvFkdy0hxZrudKSWU9LXV38Fcdg2nsdUqyYqVzuu6fyrANZuT1JJ59ATVn8T1igKHtCco6SWUPNKUY8MUKO64Jw9aayxmYqK3AxvcEBt6RnLlZJxCgGgIPD+doXDnxdpbo6HiQde3eQzI0AmpKcN2ji5FzOBdrFM+0VXgOj/V/4xWOW5ph6Z4ljINl/B5w94IHm8cdJqPyIt77VTHyENqsvjQxq62Ri7GuHNlsTlTJNeoe6jNar2VipHmIo1HnhcG5ov+ZYJxBbowbFvFXpH1Kji1ly7Es7pQEc2CBFoGnz1H9cFPeWiP0lc6o77Qm9mxlF8mqPp8q1RN/myMsX7uao6El1DS1U3/RjeWzHB67MEYmQE8FHdy7ksm+ZWPY51PQSwz1QtU5fPfPpP+bbzFgwkrcky/Roqw0NVdzUP/uH/z9H6/xxjvv8I5g821yaK0+j++eGfR/fRAT1xqTcfkansunYy11+m00nDnFoSVjGfx6P+aoRXOzsbMW9iRAt/BYNBm7XgS8mwA11FVhv+x5/vqXlxmsPPd0rVDu9uxsnwoeIkDtrZQF7mOWSUb3q9XGavwOj+D9997hs9HTMQo/S+2j/dQzhbpLKT0+gRVjMVWf9GbBI9UXcLPTQTvkTNek2JjD7/Jf/+d5Biqf4/gd1hRWVnPbexcvv/4WX46ZgUPyA1qaa8gPOMLYYR/z/iefs+1YBvfElkqJ6/4b++QnsCtxJsz46O+81H8wbwv++2T4RAxjy0h388DDLZ0qsfzt/Yq3hPL35pdjWWsXx/0H94m1Xc2oL97ivY8+YaNTGudPn2Tz6H/w/Ev9eVP5LLYHXeBCajB2R0JICldn/NvP8fKgN6Rtn42ZiUVSlfIqHvL/nWKsLAwwj74gT37+naCt7hqhh2fT7/XBjFumQfz5hj71abLpfiVWi57nb//9Mq8ry/d3ulHcqUrEcJYNpa2N5B/XZc7IQVI96r/UgOvVjVzLOc6m6YOk/UdvNCCrvIZQldf5r//7PIOUx5m424Gym5mYjNcn6dY5DOc9z3N/e6XrPLNMkrpWQT4oCe31CexB7CG+OBz/0LxWBZ4wARKXVrfJFVREh+CLtlbaOoVGO9ppVQqMtgvpzc3NNLeIS2V7DAvFPKKAqbhNaeJbDtGvnXla28Tly8LvVjGvIpsiX4tye4/jSfmE5yHt+FAeCWKasF15DY+e+7d4kj2vWYGO9jZpxn9PdLQp7re5paXbx88yxGcu+kW61Z71TEgX/NPTB+2dvul8jmK5EzeLornib6ncKfYVfdvSIu7X8qiPH+P3vgDpviWfKE0qY+1ciIsjMk7xNrVn+ev0UYdA1hW+VAgMS6EHeh5HmX6rrJhwT18uP/Y83f7u5X+xjgu/+0RZ/wOhQ9kud9WxPoXH9VeiwHYNJ7UNKBL36FnGO2NACPWiM1+LkCa6rb2t+xiKdNGfrUQd1iBTLPs/1TeJx+tqGwUI51T0m4/iCRMgGTJkyHgW0cj582cEu6H8/XPRys2bF8jJKVf+liHj2UJLSwWnTon055fiDhEROcq/fx3IBEiGDBkyZMiQ0ecgEyAZMmTIkCFDRp+DTIBkyJAhQ4YMGX0OMgGSIUOGDBkyZPQ5PBEC1NF+j9Rj+5g8RCFw9u4OP5r60nrAfwX/khhqA2UxViz6ShSFG0T/JUcpr2qgo+Y6YboLGDBwIN/tsqXwpmI1We3tbKy37iM+Nw2ddZMYOLA/y8zTqa6tJ0ZvqiQIN3jQQF57+VVG7/fnRk0rD66nY71LldS74mz9YuwW6xJYdJ3WjjYqi4LYOFJx7gGzD5J4tko6z9ODuLrpCqHaFjh7Z0lxbTpa6onQmMQgUdxu3DJs4y/S2nwVt/XDefONwQwaOpatHnn0FJl89tBBzcVkbC31OFHUFca7txjqoAG8+tKrjFMP4+79ahxXvEz/QaJ45lTUvDKp7mjhvNtayY+DvprIbp8C7mS6s3zqZ1L+QQNe441Px2GSeJvWs5Fs/WEUg4TytMmjvE8t7ZXQ3kqe13bGfzGIN996E724pod80EZTnA6vv/EGQ8fOwiOvhXbhX3OOK1O//Yy33nkXgwQxTwflsZYsHtVf8vvgwdtQxA1+CO0tZNssYUdwhdiYcjvLizXTxecyiNc3edDUKjz/S2norvpGOI7QLizQpej6Q9EZZTx1dDRWkXh0idQuT9lkRNY1Rbvcd9BB1bkkDs4V+4yBfH/Ej4vVPRviDlrPn2L3otFSW7LG+SytQlr77VKc984S+qsB/KAZzJX7Qt2pu43tsleUbdZ3aAXkSGLYvSD0UTcSLNhlfYKr1c201NzAd984qW4NmLIJ36xrtAt1Kdd6oaK/+GYGasGl9Fww9kQIUN3FJHQtLAgvEqOh3sR92XscinvGA7P8BBqrLnFZGUBNFIyrvF1FfV015Zdu0yw0rjU3L5Cbm0vu2Svcq++O+tRcdQEPO02spCBRdwnf8y0bvC5IYqjbp6qRcbUE2/ViIMQ8SQz1eoIOq1TcFGKo+725eDWBnV9vxr+iu3Fsvh6P/prDuCZfQpQPunRKi/UHI6i4X4a/6nI+++tMbPMUYqgxzirsDz4r7HWfZKFib7F+umKoLY2VJDrvY/zL47rEUFvOOzJ3oRuV1JHnp85hLWviA47ynX4ozW0t3BBIm8721Zw48+x20211FUQaLOHbyT8uhtp0JRK1xar45F2ntjoTrZlrieoOKSP40Y25i+0FP7ZyozgEGz0t0pRh6UVcP3WYZbOdOdt+jRPaquiYRnPjajgr3t1ATF+ryleTUXUIIOfKfVqbYtj17hEUQjRKtKSzb8givC/cpyjoKNtXO3CmqRTrZVsxDT3D3VJ3lnx1iMymalIcjDGxD+Haj2p3tVCdac3Ut19njY/QgN8txNHEBLfoczRxi6DdU7DJuEuKvylqRxOETuEOJ1QmCwT2zDNO+n//uHvJiy3f7iH56jncdh+WxFD7VCDE5gfkhFmgGiIGlzuH40INPDMu0dVctFcQZqiOlmE4FVcjWfXOOqKb6iiOtGDfSksKr55Ge9YuHLMvc/9mCtrfbyKmR5vVG+00XE3BcMkIhm9yovxus6L/2xMu9BN1FATqcvRYONdLfZgz25qrQu05H2+L+p6DpPR46/AUPoFVEb5zKWpJnfKbfQ/lgRtZYpIrEI5WrsU7o2HhSkGuQgy1rCIHF9VNTJszhwlL1uMcW0zDY4MY3yddbxvbA4q4EKXL8iPR1AgPOt3mAAbecQoxVIPZHAnJI1ASQ82TxFBDts/CMF0Z7bm1lqwAI4yd/bms5ERxerPRSrjBlcx0kpJ80HusGGotBU7a7Dn2dMVQ710tJdbXrZcYalvlKdT3WeET4Mcxcws8Q9K41RWsr427ZxOxVtPi5PlnNPhmRzvlqc4cWraM9Wo/Ioba8oBUd02MPMIlMdTaTAOGfbIe24AAAk6lc/FOPRc8VrDIJIgYMS0shtwrPeIJN1zFYuNkPEXuW12EtclRnIUOuFl4Al7Lx2BTptitr0GMMh4SpMneRQ8Jm17yZspSW663iAQ8EouD+0nKi2fXPgtiy27TVH8JmxUz8c8rxXHfNlZvNcBD9Hvmo0vfG2+kYLRtP1oC0REJUHXRSUz0d2HuGsoJIU/QaWEwJNTjsmRfId0R3wBfbNV1CSq69VBMLxlPGzeT9PleRRRDbSDHVQtDl5Nc72tSGAJEYdO8ZEeOrDImsuRWd19yTyj/ZibYhZUJdOQufitGY5FXTaqfPrvNU4TeTBh0a61BN7yUGwKZGfn5RuzEehKTyeWq3tHnW+uuE+Nmgvq6WczW85cIUJLuSNbYxBIp5onN4updoVOsSkH3kKXQX/jjbmuLq1cEV3ooYjxhAnSLDHdztLYH0pejXDRWJKO2WZv8aqUYakAa9y53iqHu4cvhS1E1MEBlybf8oP44MdRqisLd0N/qSm5VzY+IoV7DWhjl/5QYat3VVMx1DuERf1kpknkVyxlrOdXV9z1ODLWWi2lBmO20J/HsnYeI0dNA70jQbeXx6BsZoaayH3UNHbxjsrukQxprivFV18fJJVug3c8m2u7mcXTvPpxDI35UDLXmYgz6GuoEZlyXnldj6Qn2qatzREWFrXv3YxOWRYTOeCatP4yGkLZ553YOW7t1CXheD9/G7J0nhYZcQEUmmkeNcVGqFsbsH8yRJOnPPof7hcFoqO7H3NmRnG4BPci24N1dvjS1tnP3XCK2WssJCz/OQg17Mi7do7XxAd4qn2CbeJ2EE/aoHjzIfsHv6/YfIqmnqmrDNcIstdAJKSTTYpZEgCoyPdm3bgLrth+R8izctJ6Ui6LYZAC62tocVFFFT1+PkIIqmQD9xpDFUBVovFlGsIPQB+lqEJxTiRigXsKNHAzMDIV6oJC9SDg4mIPht4k+doh1HsVSWq7tHFS886jKC2K/ss3asm8/dpE5wuBb2kVoBBu5lB6AoakTYV66bDRVECC/jS8wZbOBlGf1lk1Ynczg/sUMLKzNUVfZh6qqDu6h8VztMdZ7cgSo7iInrfRRPyx02jf77ucvEaIYapL1ZjZbuWFnrUt0cW2XFEas5zrenbcPW4GdiuYTX8z9nmKojTdJ87NCc581caVVdIqhLlWPEahJPZl2+9H3iuV2oT1jv3flliiG6iiKoebTyANCd32HviSG2siZKDe09x4lp1MQ6pwNY37woFu28VEx1NIYV7RFYbu0K49ouzwd9CZAN3xXMU47XbjzVqqy3NmpbU7C+Rq4m4HR1j1YOCVz7RmWqqo8uZXBb4xhwcIZDB/2OfO1/blwp4dehfj6N8gBbTU7iu8pXyWKkVNrxdIiUOlsD3TshHKo8i3T1cIlAdkHF1OwNdpFQJG4x1WcZi/ApLOHv1uIpfgG6NR5gTTfw3fVSCwVbVWfREdbMxFaY1GP6Z57xXlPJqyw50ZLCzeLorA4tIfE7Fi277ck7oz4Bugydqun4Su+NmpqoqG5Wapfl13msbqHFl9dsQ+LJ09g+vxlzBkxiCHf78PO2UYgOWsJyK+W8uSajGKNSz5Bpls4FCC+lWuk3Hcn43VOCR2NzIB+S4hvLebsVYih5vZVMdQeuBSwnfV2cTzolGKqLsFOfAMUfkYot/cJWD0C0+xqUnz12GWVJrRPdcTrrEI7tFSa59ZWJ8p9C01QpotAJr0puqloz1prKvBXn8Pnw75jwXfDeH/YePb6FOKzuR/r3S5KeSpiTdhv6U66y1ZG7o8Q+so27peFo62tgW9ud517MgRIqPBhQqOpa+xH/q1aeWTS0cLFbDsWThDFUJ04IzLZLjHUI3w3W4+8+3UUhRzFPjCphxjqXXJ8bVHf70hK+R2apHKkFEOdoU12xRkcNyvEUFOPjmKln9Bptd8hwUUknn6UV6Swd+RGfK8J3VxLFck+FugYxXa9HSkwGcaqwJ7K3j3FUJu4nODK4fVmRJdd/43Ij4jeBOi+QAA+23JS+vtmmhPb1DWIz4xE94eDOMbmcLMnF3gGUX8tj+joaELcjrJlwxK0A/O515MwN1UqxVBTusRQ6087sl45whIJkImrLynu+/hSPVKRdjYOG/3NnDwjNDB3T7Fhuj45tUpHtl4hWEcNPctYblVEs+7DdUT96PyVZxQVmRh6hlJ4vYb21maCDw7FMLVHQWtKRWXocgLKH1Bywpzda+0orS/BcsUOLCPOCv71YeU3+0m/cQ6/YD9CC29J2UQCtCOi25kt966Skx4vPV/bLcOZrhlCaVYUOiZ6+OYophCkaHzCroALnDDbzmbHbKFhF8YxbssYp3lSJkC/Me5e9GTz2EOkV1zEa18fFENtrqUwxgnD6EvSz1L31Wx3SaGmSVku265z0khDKM+RVFbEsuHD1UTUC/1ehAX71tpSUpGLwbydOGRd5k66PVu8S6RsIgEydAui7I7Cme0tDVwvSZXqSYDReqZvOMzx3BsUOy9hjoPi+3x5uBaqNh4UBxzio5Xu0iD/bnEY6ke2CXWp+/vAEyFAN057sXLYX/n7C68ycPBg3nz3Q1ROVCq39kWIYqhZ7Fs+mn2+hYq3K51iqHcvEHBwBq8MHMgr41bikVLeNZnxwZVsjkz7G3/920sMkFaNDGauZTZt9y7it/c7Xun/GuPXmpB59Rqey77DpkxkyO00novl0OLR9Ov/MnM0YrgtMvCaawQ7abDXt0TYQ8Qt3BdOwf6C9EOJ3mKotouf4y9/fp5+ynNPVg/5zcVQ22puoPf9C5I/+o+aj3FoIaft5/PWP/6bl5XX+cWsjcKI+dl+99xbDLUI0wk6pEpiqOclMVStkLPK5yx0rNWX0VnwquSbr+ZtxT/7Bs3190mzWyGlffTtNIyEUZk096zAkS92eHC3sZPxtlKfF8hqYaQ1oP+LLDEvEsa3fQwt9SQ7rmfUZwN54823WeOYwf2mKtKOueF2LE0YUDRRHbiPVwe9zqfDJ2GXXEOL8K8mwYoxX3/Cm28O4tDxapramigMNWDeyP6S36doBHO3oYELyYFYHzpOz69h+dazpU9gtDZRnujEksmfSnmmagRJ6v9XM/1YO/4VqX19bfZ+Us7eEVoZGb8l2usqCD8yi5f792PMMg0SLjR11cE+gY52bhRFsG3aa1JZHbFWl/RLD2ioSUJvmiUltNFQeIKNs7+hf/+XmG+US4NQapuv52C5YSKv9X+Fabs9OFvVSsPtc2j+oGyz5u8kOO8WLe15GI7SIUt5OhF3Eo52fQJrEvLY7hgt5flSyBOSf5PW+ns4b3hL6i8GfDWFPZ4Z1DV3P5WnMAlahgwZMp41dHAxPp6o+KRfON+sg9tlJUR4+/UiQDJkPCtobawlVM9IIEC/FK1Eq2n1IkC/FDIBkiFDhox/G41cuHBWsJ6zoX8OWrl16yJ5eZeVv2XIeLbQ2lpBbOyvMXHwDlFRucq/fx3IBEiGDBkyZMiQ0ecgEyAZMmTIkCFDRp+DTIBkyJAhQ4YMGX0OMgGSIUOGDBkyZPQ5PBkC1N5CSYg2c0aIomj92e55VRl5uG+ivsyFFev9+HenS3a011McZcb8LwYIfhzEawsMuHBbDPPUIQmAhhuZYW2T2BXIsPZWFhab9hCbnYzm6gkMGNiPxSYpVEtxGMQ8lzmpY4qdc2rXypX711Kw2HaIlLuiAF0+Vt9r4lcoRhDu4O75VA7NFc89kFn73Dhz52mL+wnX3HSJYDUTHDwylGKotZxUHS8t/x0wZjFWMedpbW8nWfMrZaiAr1iqEsizPaW0gwfnE7A01Sa4sEdAPiG99moOxuuGSyKZ/WYdJOX8XVobqgk+KIoEDqL/uOU4JFykrbWZMudVkh8HfjGeHZ65tHRGOGhvIsP8B7YGVigTBAh1+oL3FhbY5igT+hDamsl238K4oaIY6utoR4lhOB9GC9eLvDk42Vyx2kXIk3lMXDo/iLffexf9GCFPRxu3snxY993nUp16dYUdPaT/pDzpjisZPmQQ73z0McZxDd3necT/7bQ0lOG+1QDXiBL6cLy93w06Gm4TZ7CAfgMHMHGdPulXxFa0D6Gjgztn4tk3S+wzBjD3kDfn7z4cNqWNptpsjKaoEVx+R8jTzs3iKHbPVOT5/kgg5ffaaa27hf++sYo2a8JqXJPL6QpzJeSpzD/J9u8UeeZrnuTaA+XSdmHb3YIT6JuZEXdOIYfU0dHAmaRjaCxx5pyU0o0nQ4BuFWDr6U1kiRi8K429g1VIUWzpk6grsWP+UlfOVt2g4maNUARaqb58iRu1zQLpqOTMmTOUZmaSWXyJu3XdLWJz1UW8HHWxTRQXyFYTsW8UG7wuCaTgNmleakwfMIbtZrEowqrBtXhtVu1xl8RQ1Q74cOlaIru+2YTf9RpaG2+S7HqIKf3GoWKbSKcy28VoDdYfiqSiuhT/IysY+txsSQy1taWB4khLDp8Qi8x5ji3Xwj3x3FOMAdMhNPAVJDjtZ+JrE9ivjAP0ODHUksrzWHy3APcrfYNmt9ZeJ1xvMd9OWdtbCqO1lrxQU/ZqRwu+ukvEkXnscT3NrXyh/C3z5Aa1ZHsc4pC+E0Xprsxd6iCktXKjJBR7Q10yJJHAFqrSrJj27huKODQSWrlfHMCmEe8wSjtVmdaHcC0VDecgcq8+eLwYquCzOxdC2DZ0CMNHGlIoJl1N5LDTcYoramh8EInKJ5rk1p7Hw8wU++BC6qnAZd67aKZLB1Dgchz7HE5w9mYdtbdPsvdLXfKlDQ/7v4OmmnIizLYy6sWp6JwslAIiyvhtIYmhjtpHyrXzuKv0RTHUGnIjrNEIFYPLPUYMVej56qoK8NyzkE/+ex7HLgpD98ZqMkNt0Y0Qw6R3x6G7k2/NkjU+3KSGTJc9HDJy50JnU9dwh+STdhifEgW2SrGYpopvaaUwJOigufocvgfnMHLeHqLPiHHum7mW78maDz5jyhxb4Qy98UQ/gTVWFhJxQocdoqq0Mq0vQiJA803x9jZFyyqZ+9wmaNtaTFOvcz3NgO8mrWTngu8YPn07XkmXfuRt2T1StbexM7hMaBzPE+fpjpuZBRY9CFCy/mzUTyrFUL3zBLJyn5AdMzFMq+LBjbPE+XjgYmCGdQ8CFKc7G+3Em1w9nUlKit8jYqiisF1Ogh2qa40Jz7/xFN/ktXPvWhnxAR449gyEeCMWrQOWeHh54mRqgVdoBrdKvZn82VIM3TzwCg6X9JeeWQgjnEspDhxcvoKND4uhtjVy+XQgRjp2kn9stYwIyr1GzZVotA8pfOZoYo535GkynJazyCSASC8vvI5HkFWueJPUWJGIwfaD6KgoxDhFNFcV4q6vjd6WSUw2PS2l9UU0XD1NoO8R9i4NQBHrthP3SLLwIflyAPs7CZAS9Vcy8fVU5cCqIMqFQUjKCU8szZzw9PLAYr8mCZ0VsQfqL6fj6XqYwxtOSG8yH/V/K7fOFpAY7o3lVn2cZQL0u8DNRD3mqYTxQBRDdevDYqj3K8iOt+XwahOiSnuIoQo90qWUFNJOB6A5/hD+IgFSouXeNTJjrTm44igx56uoKY9AR9VKqCeeOBib43Mql04Fp040V18hPcaS/UtNibt8j7bWeoqibDi8agmrNI2VBOgucabuxOR5o/a0CVDtuVgsDDUwMdcnuXMw2QfxkwQo0ZgVC5wpF7huhJYe1n5pPKKFSjUFIS7ob3cn/16n0NUtYnsRoKtYfbeWqPIfF0NFGO9H9SJAVzCfvo4YsZxIeFQMtenOecJcDdHRU8c/8wpdAYKfGh6KBH0pBm0DY7QOHkFLUwfPqCxunUvH1MoEnUOH2HtQ6LxdAjnfU+HjGUJbVQ5Gew7gGv4YMdTWRq5kBqCtq4f6QQ30dLUJPH2dmrIowWdGks+0BZ95xeQQrjOeiWsPoyP4a8eeXahau3Cx4ioh5trohxZ1iXEKvS/pAbYYuEaR7rSGWRZ9lwA9KA5BT1MVC0dbTj8msH31teBHCNCDwmDB56pYOjuQc+EG6REe6GhqcuSgFsaGWsQrdCF74X6+0EGoH8bqmDN5V3/K/+X4yATodwNZDFWBpltnCHExQFfoMwKE9qdLDLULxRx9iAA13iwl2EkfXX11AnNu8qAkHK3ONktLB++4Au4+pPHYWFlEgIMeekKeoLw7PChPwEhVG+8TvuiZdhIgEa1c/S0IUCeyjEax5YTYffVNPEqALuAwbzlGCQIBSjVl7bYggRLdJ9lKC1PveG731LNqvEGKtwUa+21IKLtLS9cr1YcI0Fk7Rs9343btZQJEMVRvhRjqyZ3foZ/a6fuHCNAZK0Yt8Op6G/Q4AtSJy8f3stEmiqr6p/1OtzcBqvRZyXidTEkM9e5pD3bqmBN//oHg5DqpE2i4noeH1SG885/NoVdlyGYGDh7J3HlT+frLIczT8OG8Ugy1vb6KKIt17PQqo0n4d+2EKtO0Q8izX8wUg9PCuLSFO+kubNG24ejWr5mhESn5rFMM9ZiXI4smjmXSnIXM+HoAH8/ZjW9YBBqrpzB8/Czmjn6Xgd/Mwi7tWdXa/+cQxVAjtcehdqrn3CsFHkeARLQ11RKmMxlVl3BM9NVwTq0QSm8952x+YJzVw02yAq31dzmh8x2aHj/lf5kA/Z5wI0GXuXvDpTdAuW6aGLqE9Mk3QJ0oD9zBOtseYqhdeJQAdeKi7yZW2aWQ77CEmSbZUpt1O8WB9doOnL7yeGde8FrDcvtMch0X8ea7o5k7azyff/kFy4xCuX5f/GbxtAnQ7SIcff05VaroWuOPfMSBmGdcpfIn0EWA7LTZeziEinvJ7B0xF+3Yf0KAmu9y2tsGtf3OpAkjQYUYaid6E6AC05Gs8hf+ar9DojgH6JAvl64ns2e4Yg6QAr0JUL7RV6wJ7jlE6UGAWhooPWWHZphCLOyM1wZ2OccJLPxpT+vrTYAenNzGkM0h0iTuG6mObFfXICHMlaXWcbS0tUsEyN9Bg+NlT/1V1VNBQ0URCQkJRAqkePvm5egdL+J+o2KI1dFwlzjrzSwzTxMaYaFh8N3Id5p+nPXYwBfbQyX/VSRZs0ldlyiHHXxxJELKd1cUQ9XbTHDWFQpOp0rHd9wxkhk64Vy4fpMLhelSWoD6TEZst6f0WVecfRjX09F1CyH/2gPaW5sIPvA5RqkPvY8X0IsAXUtB0/UkpZW1tDbWEHBoGCaBKRhpHMI48qw0l06sf5OsezTJVxMFkhTG+Vt1tNTdwe/wKMwTfsr/MgH6PUESQx1zgLTrF/DcK84BEtqsPjYHKD/aHt1IcT6PKIa6ih3HeoihdqEHAWq8x+lIR+V8HmGLyxK2up7mvOdGhu+JkBa+XI87yjp1I7KvKglQQxVp4c6YxymWuhTaf88m9wKqLuVK9STsmC5rN2/EKvqsUvfraROgtibyg9SZ+Y04S3swsw2ieNB3+Q91pQ4sXulJdoYv68a8zIARM5k9cqrQiFZQkWbOhp3HJQKUYqOLuW9CFwF6cDUH9Rn/4O//EPJIK5wUYqgK3CLOwgorizjhr1v4rJyDvajmTTtNF+I5smws/fu/wve68VQ1dhbAm5wytsDWPkkgQLfwXDIDJ0VZVeIs9j9o4pt/jVZpRn8Ce2b2k847fK0OaRfv/wbK/pVE6Jhh75qm+ARWdxvjBS8pVoGNXohpRAlNDTWEqA3nrTcH86Ho18hLv8GnuqeLuvJUbMw1laKvSjHUphZuFkWxY6pChLjfzD3ElNyk6d41DOYrfTZ2KVanymhueMBpx5XSs/3o2+8wibzQy2cFtt+z3k+aFd2FisAtzLPqPf23T6C1kTSXjYz+XCGGus4lh9rmKlKdj3HMOaXrDWr19RMcGmMiPA0BrQ2kOKxh5KeDePOd99nklkdtYzPFoYbMHdGPQYLfX11uRlVdLeeTArDaH8QVIU+i7TKGfTKIt97/hO0e+fRYE/EY/1/Gb4cRx8KKZAL0O0B7vTDA1JzLq/37M26lNsmXmvucGOrNkmh2fqfoM0auNyTrcg2NNYnoTDYTaE8nSjCbfITASwIBEld0FYSxbbpCIPjbTUfJu1ZH452L6H7/stRm9R+/Aoe4s8IANxeDEZpkdrRxLSeYTVMVeUZttaC4sl55bKHfLA3H0NyUmLPdn8Cu5fui+YP9I3ORn8onMBkyZMh4ttDOhYR4ohN+uRjqrTMlRPgEyGKoMp5JiGKoJ/WMKVX+/vloJUpd+6EVmL8MMgGSIUOGjH8bjVy8eE6wXy6Gevv2JfLzHzMbWoaMZwCtrZXEx/9yLXiEocapU4rAEL8WZAIkQ4YMGTJkyOhzkAmQDBkyZMiQIaPPQSZAMmTIkCFDhow+B5kAyZAhQ4YMGTL6HJ4sAWpvosxlFT/YFigT+ibqSh1ZulrUNfn30NFeR2GECfM+VwiSvvK9Nmdu1nGzLJj134hLDQfx2uRNBOdcl4Tiam+mc3Tdbk5lJaK2Yhz9B7zKfP1E7tTWEaM3VVoyOHhQP1587nmG7/HlRk0r964mYbr5ACl322h8kI3pLFV8ChTL4KvOJrFvtrjUcAAzdh+j9NbTFvcTBR/P439AH1u3dIUYavMDjh8Yy0BRJG/UQsyjztBUfx67lV/x5huDGfjZt2xwzqDpWV4G39HO/TMxHDVSJ7CgR0A+If1WySl2TX9VEhGce8idstvKZyZsqy6JxMhIm5DiB4iyGUX2K6TwCgOGjmWb62mamhpJtlvON58M4p0PP0Q/upYWIfe5MD3mDHuVgYMG8/Y7KmRJJ+tDaG0i49gmxnwuiqEORiOs5jGSMM1cznVjz/ij0nLf9uYKgjUW8NV7gxj81tuM0oigvrmVGxmerJn+mfB8BvLyEktqeoUTaifHbjFDPxDr+7uMm21DaUcrlamuLJ8yRMrTf5W9Mk87TXXFOK/Xxjm8WF4G/ztAe/1NTml/z6sD+jN+tQ6p5S19bhn8rdIYds9Q9Bmz93lytuphAe02Gu5noDvuIAGX7ghZmjif6siSL8U8A3l11gHSL1TTUnMDb5XRUjvfb9wKnBMv0trlzA5uFYaxfdKL9BfapMGDV+B14RZN967itnOUIs/41binltMm5OnoqKMkxoHDCxyf5jL4VqrzvFk37E0mGPXB2CE9IAVCXHKMM7cruFr5QPBMC1UXz1PxoJnm2msUFRdTkJxMcv45gax0t4jNdy/h62KAg6QjUk3k/tGscz9Hhuc+9gSIIZ1qyXLYyHazE1yv6eBanCar9nooxFAP+nLpWjIqvQIhQuPVGPTXHcEj7bIUjO1ilDrrVaO4XlWCn9pKvvzHnC4x1JJoG9RPipIav40YanP9deId9zN5wCQOPFYMVQNVbRsSj1sx/2gkLW0t3Cw+ju7ONc9sIEQRrUKZCdNZxKhp63pJYXQFQjRL5YHwL9loD1rBOdS1dtDyoJwTGvMZNWOzQkG+Ioh5M025LJTFK1keaG7fRmxyAgedT3LuVl23GGdbFfGW+pg4R1LZV2N5XUtD2/W4FAjx8WKozdw6c4Idwz5npDIQ4oOiEPZaeVFSKZDI+nNYLv8ak/A8jpkZ4xIhBkK8Q/jhOdjnKY4gofUqXlu3YZl4ASl+m4C2qgIcTExwj7lAE7c5eXAuTvkdwmDlIuFm2xjzynR05UCIvwtIgRBH7yf12gU89vTRQIhRdmiHi8HlHi+GWns7H899i/nsr99LYqitdbcJd9PAMEpU17tPgt4cNjicpjxOh2Uq4UKbX09puDnW7uEI1U8BUd092g29Q1YU9Sj4Uv+3P1LoKesoCjHByiuaytomrmS7s27IF0x9mlIYTbdzcdbWwmDbRKZZ/rpL1/5o+OdiqKtRWTqHUd/twEtguo8XHK0mWXM7u0/0fIS1FLoZc9gpisq6VpL0Z6MRmkeAo1EPKYwZGHRKYbTWkOFnhLFLIFeUnChOZzY6STe5lnOatDR/9B8RQ60gK8aKQ2tNiCi4+SPX9iTQzv3rZ0kM8sappxbYzQR0D1lwzPUYdiYWeIdn9pAOaaOqLB5LVR3CLj6jMeiFUdbFJDsOrFzNJvXeWmBtdXeUUhhnJCmMUrfN/KAfSnVdI2fjbTm4aiUbNLQUBOheNpba1pIfHa1scPUIo1zpsrpLKRxzPMDhzSe5crcQq92bWblZC3tXV9xTekXO7FOov5yBj8dB9q4MQhG3thP3SLHxJ+UxYqgiWhsu4bZ5vVAnfTHT3YyBfSDegi9dExV6fV2oiGbzrNXs0THHxcOLsKLb3C0MwURvO8b2AXh1+b+V2+cKSY70lcVQf0e4kajL3D0KKQyFGGrflMIQhU0zoi05uPoo0aUCyVGmi6EjytPSyMgJfEQMVYEHZJkeQsX7NLHaw1lpGUWwWE9OJnH+dnegQxpvE2ezm5mz9mAtbj+Vz/2GVhJ1vmG1ZSRBYlpoMpfuiHnukmDpRexTjQTddJtkbysMPWPJclzBbGuZAP2kGOpCF6FBvUWkti7WvmncfeTlxV3ygp3Q2+VBwb3OdzB1XEoPxkLFnrjiW+ILeCymrSP68o+LodZeTsZU+wCeiVeURKYcs2nrf1IMtbnqIpGepujrH8E34zJCOXvK6C2F0XohCnU9E/TUtdDV1sY9Ip2bnRHSHxTgcUAHF898ad9nEW13TmOgclC478jHiqGWCSOwlSsXo6KqxaHlY5mkEcLNS8kY7D2CZ/hJzEyVBOh6GketLDFQ10BbUw9nvxAuKAVkHxQeR09HA2tne3LOXScp9Bh6gq811dXZpXoIZQT6PoeakjCM9bWwtLcgo0KZ2AOP1wK7SpieJsYGSeTlCARpzRjWqeiiJfhyxcZlxPRkUlWl+Hnaoq+piZqaGodNrTh5wpM9ayawcY+O5P+Vm1f28L8shfF7giyGqkDT7XOEux/FQOgz/LKu/UtiqOLbn5IoT4x3HyPz+gMCt77M+E3GQjuvzrbdWzELSqSqUwy1uZazyd5o6+qiLWzfffgA3qdv4b3hBSZtMpLybN21BYsTqVRL3eVTlsJoKE/g0NIJDBv7HTOGv8GAb+Zgl9p3BRQfJ4ZqP/dfFUOtJMndFPUDdiSdraZV/KDaKhSAOBfUdxgQknaZWpGUnLHh24Ue3JHEUMU3QHkC377PyR0zMEgT6UADpZFu6OwxJ++e8j1OmSUjF3n3iGT742KoV07sk8RQ79Q9UpqfMHoToArvFUzUyxLuppXqbC9JDDXu3AOh80hGa81OrD0zqXx63+meOiqOb6T/wGHMmDmRLz7/iNlHPDnbo8A019wiO9odd/cgnA59xxr7JArcVjFw8DfMmDGezz//hHmafmR7qvDt3uMCjW6nrjyZo7oHcUiTZHUlSGKcujPQTxDIUnMzjS0tiE/+vONc1gX13bosiaHqjEft1KM92yME6H4Bjgf2o2MSRrkwGL0hECC1Pask0irWr2Lzsazy75YiltDQQH1bG60N94ixWM52A2sO790gkVbR//lHBQLV5X+ZAP2eoHgDFNbn3wB1ojxwJ2tt47j/z8RQm6vIDrYR6oY5pwpuIkobHt8xgHXuimkaN5KsOGThTNGNHhPmWltpbmqSPq9VnlBhhWM2Xpv6sdnripSnMu4o+yzdOXNb7OueMgFqa6jmUkk2aWlpHNf4jlF7PLoUq/siugiQrTZ7D53g+r0k9oyY8y+IoVaR5WnFkf0uAiuuVswL6GinMu0Ye5Yacep8JXVKppJvMpw1gUKB6hRDPejDpWtJ7P5GOQeopYokHwuhMY7rejuSa/gF6453flgV0VsMtTjKmiMhijdJZV7r2e3yOxBDDd3OJxuPS6StMtWB7WrqJGSEcWTGflzTS6jqUUeeRTTcLJPqVWyALbu2r8LwZAk1nSq5zTXkRdqgJQrYPijCbNk2LBLOUl1RKuWJ8bNk+/a1HA0v426sDh8ssuGGkO3++QT0VVfh7OfPAacQaQ6QKMbpe3gUVuH5uPh4E1aoIEcXnOax91Qfq8vX0tA6FkzeVYUYatCBzzBKe7Sg9SJAgv8dt2tx1CuWK9IIRaiCV9IwMtXBNUOxHCJd80N2RvXw5ZX4Lv+3CQQowXoVpn4x6BzVxydb4f9k9Q97+F8mQL8n3L3kxRZpDtB55RygtD43B6ir/RFQ4rbyn4uhCoP50pP2HNxiS/Ll2xL5EXHJcyWTrSRVPcqj9VG3duHMHaUzG6pICXXgqPL1qUiAdvieochlBTPsFIpjl8I0OWLrwQXpATxtMdQeuB6wmYUOD38V71uoK3Nm2RpvcrMC2DT+VQaOnMW8sTM4ml5BRYYVW1RCuCOMG9Ls9bHyT6KTK4piqBqzXuSFFxXiluIqrtmmabiveYl/PNctkDrhgBnG8+bgdE5ku+20XEpCY+V4Bgx4jYWGSdwVC2DNdU646nIo6IxyVv4tvJbP5Zg496wL53BapIN/5yqwc8kcmKMQnBux3oDM8prfRAw1Ut8SJ/cMaRVYe/1dzJe8IvljwJglWESXkeu4mA/7Pc9rSn8MnbVRKRL67KKuPB17Kx2CpFVg3WKot8ti2TNTeGaD+jHzoVUYdReTsLbS56S4CqylnrDDQyU/DvpyIts9TtPY2ECq/QppFdhbH3zCTu8SGoRjloTpM+/bgZJvZxnG0mOeft9AWxNZbpsZO3SQJIa63q2QemFAkeLkgrNTcpcY6r3rJzky0VRaBVYepc93Q17g5X4KQegPhk3AKKaSykwv1s74XEqbpBki+LKB84n+WOwN4HJrYw//D2G331nJ/9fT3Fg57TMpz3d6kT38f5mA3Sa4hRfTh180/G7Q3nCLGL35vDZgABPW6JF2WVxD2YcgDM672h+hrH670YScq7WSGKrWBJMen4ZLsZyuQXD5HYHLXMZs4Ys8//wrXf3ZVL0YHty5huf+cdLvL+fv5mTBbdra89AbpkaGcJ6KvBC2TlfUrXG7HCi72Ujz3cu47hkrpX29aC+RxVXS6miRAF0r8EdnkZPQw/XGEydAMmTIkPHsQRRDTSA6IfkXzjfrFEMNRFzrKUPGs4bWxhpO6h+lTPn756OFSHVdcpS/fg3IBEiGDBky/m00cunSecG65039PLRx+3Y5hYWyFryMZxOtrTdITPzl9EcUQ42N/XVjCsoESIYMGTJkyJDR5yATIBkyZMiQIUNGn4NMgGTIkCFDhgwZfQ4yAZIhQ4YMGTJk9Dk8IQLUzpmgI0z74hUGDBrM+x8dfEg7p2+hrsSehSu8pJgr/w462mrJCzVg9mcKobiX5qhTUllH2/1LBByYyav9X2Pi+qOcvtYsLbesqUzFaPVOojLiUF06hv79X2Gedhx3GsWt7TTXn8PvgA7mdkndS3evxGO0YR/Jd1upr87AcOoBvPJ7BEJsb+F6vDU7DB3Jv94ZivNpQRR8PIPXbm0sj6VJq206mqoJ2DuaAaIQ7MgfOBpeSkPtGSyXfiGJoQ74dARr7VN/g4jVTwftrfXY/vAXXh4gLhmdxEHBL91hCTtouVmIw7YpvNb/VabtOkbp7VZa62/hs3uUwmejFmIVfYbG2jJMFw6RlowO+Hw0m53TlT5r5n7lCTa9vpd08af4/JOcWTrpEwYNHsBry6zoCkbeV9DaQKrzBkZ/NpA33hrIkeP3eugbQVv9j5U/0Zcn2TxYhVRpTxGt1FWloPHtXvwekQIQ0dv/7S13iHfcyfiPxCW/Sv83tHEtO5CNU0RB5H7MORhI+f2nHaBUxsNor68kUn0Or/Tvx9gVmiRdbBJasD6EjnZuFkexY7pYLvszY7dbtxizuLn1LknH9jLpE0VZfnHhUWVb0k5jTRHO6zWwC8xFEZmug9ama0SZG6OneuIxKyRF8e4C7Feq4xBaJMXBulsezoZhrwnHHsSrY1dwLOmiUHXv47r9fSnt66lL8c2u7+7bBDwZAtR6m1MmWpi4x3Grr8UMeQw6xVBLb16l/Pp94QG0cPvcGa7eb6Kp5gp5+fnkxMYSe7qM2z3koZvvluPvaoxzynXh1z2iD45lned5rhc4sf07LU5fL8Nx0wHMTgiFRqhpV2M1WLXPUyGGeshPOFcKe0ZsxPfaA1qEypngcojv3pjEXtvELgJ0IeII649Ec/12EX7qq/n6+bnYdUWCbqf+ehbW6yYwcrUJeU+VAHXQXHeNOIf9TB08hYM/IYaaFGLHYotoWtpauVV8Ar1dawkufXqqZU8TrQ+yODJ5NZGPC8bc0UBZnDV7lltQeD0f44W7sU05z91iofwt8xQIeC3ZHoc5bOBM6glL5pvHCJlaqcz3R0dlM6FnG6i6GIvJ4nF88NJ20sRj1pzBxdgU59ASGriOw5wP0OtrcvDXM9D3OEnB9ZrHiqFWpT6u/Am+vBSP2bKJvPf3jaRIe7ZRczMPzwNLGfrcD7g+QoBEkeTe/q+/mo2Vsx2RxeK+d/Bf+yEqJypIj3DBIu6KkFaKxTRVfEsr+1Zn+zuEJIY69iBp1y/guVcVoz4ohlpwyhH9SDG43KNiqA3X87BzseFkgbhysorj6z9gR0SDQGTKibTcxcT+09EKyJEIUHvrPbKD9Fnw/hjWHjr+EAFqp+H+BcJNtzPute/QUwYCLfI/yHbfUuGvevI997LbyIPzyR4sshOHEg/ICXDEUCUAsdZ04skQoDt5mGzbwKrNGlg7OHAsuVe0vT6Hn9QCSzVgxqQ17Fs9n3EzduKVcLHX6LIbd0lU286eEyWcj9RmqXqM8NDrybTbj75XLLcFJp2kNwetsHwCHA3R91GIoYbu/A791Cpqbl0gOcgHVwMzrHsQoFid2eil3OJ6bg4ZGYG9xFDbGm6R7GeK+oZFLNZxfsoEqJ37FedIPuGLc08x1FtJGB4xx1EoV9bGFvhGnu4KHCl2MHdK47A8rEvEpWczNFxzjhGffbAcI+H+HQKiKa7oVvqn+QGZgbpsNU0W6GEdiQYb0DmRR/WVeAzVlD4ztMAvJpe7XYVM6LQLozFXMyT68i0KgqLIvRXCrsF7FQSo8QapJ72wNLHBwcFR2M+Y9F8W+OYPC1Ek1t15L/vWnODxcmg9y98tik6cIrdC9KWKkgA1cTkjg6zcoB8Rg6x91P+9cIuwzcvRVD6A5qpLJJw0kghv4pX7XSNtGb8NbiToMGdvODXCUCHXXVOSwrjWByNUNt+7Smr4UfavMeVU2R3lYPph3CZy63KOpN7ibnkpqZF+2KoY4qgkQC3110lw9SLA0x7jRwhQK3fOF5N6yh+rx0ZCr6PE1woN2xOU32+ho72VK5me6KsdwdYxp1fcridDgGqukxjmhpG+Pnq6uuzXUO2zAooi/qkY6iIXoUG9RaTOj4mhVpHj74CeihdF1bWU+u5imoViDFrqsxVV55NU1pZjPmX9T4qhClWUqF4E6BJHp2wgtqv09JDCaG+hIvc4+ro2hAZZs9f0aROgTjwkhno+nEM6RzHW1cdAVxvX0FRuKK+/4X4ebnu1OeZTKEWNfhbRdikWPRMT4f51UdU4gtWJ5K77p7GaRPf9LD+miLma77iQvZ4ZVBWc5LCOCUaCzwx1tHGLyOSWsmGuu3sa1706uAcU0x07OwWVzg74wTXijrugq2Mg1GVjTPWOcKq3FHqfQU1ZFOYm+ljZmgijfGViDzy+/KWxt4sAdeJxYpA90cP/XbhBkp0xWntD6IwY1HizjJMe5pgYHMY3+9ZvEKVdRk/IYqgKNN25QJSPJcZCufTJuPoYMdSbpDiZork7qMfbmCsE9CBACtwj87EEqBOPk4Jp4HJ2CFZ7rDmVWyHpgnW0tXA+zgl9PQ2cg8N7PZMnNwlaFFBsbRXGREInbT+XTcF9V0DxUQJ0Hrs5y/41MdSGCuKPmaB2wIGU8/dobWvjQpQOy49ECyONOtJtDmDgHcedPGtGLPakqvYKgY5GGHjlCUXhPiHbZ2IoiaGKeIgAlZgzYolvD0bcTYCamx4Qrf8db78/kinjvuCdIUNZZZXIg06xlqeGh8RQvZYzySBbKNit3MvxZoeOObHn7sOdRNRXbMfGN4ebPf33DKK9vl6q2Pfy/NCzcSTzqvKGWx6QFaTHNpMkoUGoJV5/E3oh+RQ7L2W6cY7ks+osNzZr25B8sUYYhMVzeOl27AJyudXLZ90dcMOFeAz0NfHMuinU5QbO2i1igvWvEdTsjwlRDDVKZzxHoh+i2D9a/n4FAlR7niBjTdQ0vSl4TOG+6L2OpbYZtCji/sv4jXAzSY95KmFCq9tAjqsohnqyT4uhXg7axVqb2N5iqHUXCTHTRk3dk9yKngPqX4EAtTVSnuLKkS06BCeXU/PQi4R7pVGYmRwhrKxemfKkCNCtAmw8vIiQvltDmcM8DsX13clAPcVQ9xw8wfXqJFT+RTHUDDcLVA+4cvrGfVqkctRORaEz26epCx1fCXYbxDlAeSQaDlOoRLffIclFnyMHfLh4NZFdwzbh3/WZpDcBytH/nA0hPT6h9CBALe1tVF8t5vTp08QeO8KyXaoEZVfS+tSHmb0JUE3YDj7eECxdf0WKvSSGmpgRysEp+/DIPkv1szn1pwvNWZbMtcuV/hYJkKWbF3k3lA1MRwNnxDlAS0zJv5qLwQ8q2KVeoCJ4K59vOSFNlr6eYMkmNR3Ss0LYO34P3gUXufeIz7o74LaraWirHsbs1HnEYpmu8xkzHRRvF/sMrqag5hRIbqcY6v5PMU7v4TSB/Px4+fuFBKj+MiH6RuiaBlN6t17xlqdeqOMhthhGK6YWFNjNZYtHoVA3pZ8yfiNIYqij9pJy9TzuKn1RDPUBueGWqJ1UtA8lrivZ6ZraLYZaf5VwE2O0DQMprqpT6nR14pcToOo8N7bP0SP6QrdIOIUuzDBLkv68lX8cM6N9xF7qHsQ/GQLU3krpSR3mjhyEuMrkB4s0Gh//IbBPoP7MMVZt8CMvO5itk/sxcOQcFkycg1mGKI5ow/b9J4UO/QHpjkbYBCb3EEPNRWvuK7z8spBH8KPoy7mW2bTXXCNU6wf6DxzA9B02FNyoxG/9Yo6dF1vfDlovp6K9diIDB/ZjiWka97rUeG8RZ26Lk0AmqoS/fVYtwL3Xp8nzuCzVI7Dweq/vttU5nqjZeFBY+Vss/7lBtKE1Lp6ZCjHUxvvYrHiNQYIvBo5bhnXsOfKclzJk8Ev0V/roWRZDle5/lUJs8Mt52wjOu0Nbu1IMtbmVtjtncN83iwFC2ZhzyEdSQ26pvYXlMqXPJqzCMfEiufbz+WBAt8/EYx0vEoVVRWSgOkQNaa6zUJfLwg35XimG+sYmV+qa+1hP295CjsdWxoliqG+9zUbPUpraqkhxcMLJIZG4Y8t+ovxloTZEVfBoT5RhPUubE+UijW/gXKIfZip+QnPeiW7/38oLYvOEl3nltf7S83vjrXfYHnSNGwWh7JyheCZjdjpwTpwEKOM3RUfDHRKMFgnt8kAmbTAk42r3Cqg+gY4O7pxNYP9shUjpqM3mFFyvk8RQNccZElsUxo7Jr/DKq4qyLO6zOeC6MvM1QlQtcA/Jp3tIfp8cf1estMOEYbCIPHS/PNz9ZlQgTUH7zPCILEF80Ra8YxAv9hBVHbvLiXOV9wnc+7H0e8ikhTgmV/QaKDy5T2AyZMiQ8cyinQuJCZxKTOk1qfLfh1IM1TeIzq5AhoxnCZIYqoEpZ5S/fz5aiNTQQ/H++9eBTIBkyJAh499GE+XlFwT7sc9Y/yrauHPnMkVFshiqjGcTra03SU7+5fRHXAkdH1+k/PvXgUyAZMiQIUOGDBl9DjIBkiFDhgwZMmT0OcgESIYMGTJkyJDR5/DkCFBHB+3t7bS1tdHW5yN0ib74mT6Q/Cj48DF+7BC2idYN4bfgcyld6ft25faODuWzUFr39SjzdP4S0nsdUoTyPA8nPy08fJ9d9yLdqzKtq6y1P/MB4To6y0ObeK+Pv9lHfKbMIz73ztTuMiEcR+k0Ma1dSusuO52Qyoby7z4H0S9KHz7O5T9Z/sS8j0173IG663vPuvtoG/Dofn0Wos8e44OefuvcLNaJf9uXUp7O59u9/eE2tudxerZNfQld9UBpj/R7Pf0vtDvi1kfy9HKcoh37UVeKx+ux/+PaOQniMR6+FgFPhgC1N3Ml1o4FE4fwxpuDGLzKhru/RRDh3wmkOECSFtO/h462GnJC9Jj12UDefHMwL89SpVCKrCWKhJ7D75AWxmaxiMoqImoqktFfuYPItBgOLR7DgIGvMkf9FDdr6ojVny4c403efL0///ivv/G1ig+VNa1Ul8disG4fKXdbqb2Tiu7EvXh0aYEJEJ7l1RgLtuo5/AaRoEWRvBLctqtjrowD1N5Yhe/u0Qx683X6j/we49Bi6u+XYrrkC95+6w0GfTaSNbaJ1D2j8YDaW+uwmfdfvDJIeJZvTuWwa3oPMVQRokhgIc4b1bDyzJSiO7dUl6O9sJ9UhsYu3s+p0gZhr1ZOqbzLi9JxRrD68AnKG8rx2D+Loe+9zhvvvcdYtRM8kEIytPDgZiwHhu4i8NqzGmP7J9BSR6LjesYMHczb7wzicECVFBOpE611P1H+WmtI1J3CMs8ek5zb6il2WsN0497RgWhroMzvMN9++T6vK/1/r+Y2MfY7GP/xIOE5DaLfEjOq6sTQ/n6snfAarwvP9AdVH85WPaMF/p9B8Fmp60ZmGif0DgQpPLN421WM/Ox13v3gbdSD7tIgCss672HSEIUvX5xvKPiyjevZwWyY9Krky3kH3Sm91dLdeYrtX4ITSyd9KvVlkv8bhPb3SibGayfQf+BrzNjrx4V7rVRdPMnaYWI9e51+Y5fhnHBBGbutb6Ct/i4nNaYK9y+0KYP78dx//o0Rqie53xU8t53z4YbM/fplBr0htjvbSa25SdCRyco8r/Hc//sb32pEUS86rqON2zkBqGtrEVrSHR2oC+1NXArRZJWBL+V3m6mrKOLI96L/BzFhpRZJFxqFM4qk6D45J8zYM8f2kZVoT4QAtd7KxsrgKL5J5TRzh1CNpXiVKDf2QUgEaIkLJZWXuXilWuh6mrlZVszle4003r/E6exsMiMjiUwv4qaix5HQXH2ZIA8zXKW4+/c4dWgc6zyEStVwg2S3I8x5dzK7ehCgK6fUWX3Ai+MuBqgf9qe8IpV9I0Ux1O7ICvXl0egLnaNXxhWpET8frsoGgSRdu1WIn8Yahr/4fS8x1LqrmVitm8C3a56+GGpT7VVi7ffz3ZvTOKQkQL3FUDU5omNLcqgjK6xjFGKUJSfQ2/0si6FmojppNVGPXXvdIRDGy0Tb7mHa69NRUxKg+mwnNkoVsEcgzKZSDCbMx6ez8Ah4UHySgw5BXLhdT9ODEqzWjsEys57710/jtm8xn/9tAd59kQBVZGHsFSYMPh4vhno3/cfKXzM3EiyY/fEbPQhQC1V5/mwf9wHD1eOVaQq0XAln7z5rUi9V01h7Dl/tbQQl5mDr6kh0iRgzqIrAdR+xy/8CJ8y2s9kpm1oekKCzhSMny/pgIMRW7hYEsXvSxww/LIrR9iBA19PQ8wyn7EatMCCIROUTTVIrCnB0tSesUCHGeWLjh2zzv0yExVbW2WZJvkwy2IHa8UKaOo/1iBjwh+hnPiBX6FAPbHbiTEU2OjO345R/ncLAI+wOEKOk11PgtU8hxtmnIiF2o/7CCdRWaRBUdKN7MN1WRaKNIcZ2oVzvOYJQou5cIIeWaRFy9rYwQBPa/7vCIP/gHEbN2/UYAtRGzYV49BePYORWF4kA3Um1V/r/GscPGWMvtX+NXEx1ZdOw4Xz3tAjQnVx/DPR2YGjpjoOVFQ7xF5Rb+iZ+UgtMEkNdx6GNS5g4axeegq8eHzO7injV7ewLPUtdVTmpQX54mFlg0YMAJerOQTs8H/8uMdQaQndNRy9F2Vu23CfVxwiTY8e5phRPidWejX7qbSryc8nKCsKgpxhq/U2SfE1Q37iYJbpPXwz1QeV50kL9cekphno7BRN1M2ytrLEQhT2jc6jqcpgwYiiJxeKQHpHlz2YM+uYcQ4Z8sAw9oV5ZeYdLCuXdaOfetXOkRfrj2NUAKNDWcJ+iWBvUdmvjE36e2nOujBqyEG3xOK6+JJztzaiaHpTitGkrriW3KU/PJLvoOGoj9xPcFwmQEnUXEnG228W+DaE9NIx6onf5q78Sg/5eTUz2TuoiQE2383Az0sNw+zQmGqVKaZ24HqWHioEBDpaOAkl1ICDn4XfGNwnZsAKNqHyCTLdwMOCsMIhpJN92GTMMYvucFEbTnUI8j+pjsP07JhslPvb+a8/HY2+9i4Nbwrs01BS4RfimFahGFxNqvok9PmWSLwsd1zBbP7I72GfjTdLDfLA0ssDayhZzDTMyK24T66XPfrtMgRTVEqO+FK2I8z0iG9dS7G2Fpl0I5Q/64Ju55mriXbQ46h3NzZ5dRnUJdvs3sWjVQUzFdidaVG5XormKGAc1TP0TuNMoDOVaGymKNOfg2jVs1NR7hAC1PBCIq4sRWpt/4Ht9YbCvVHdurbtD7ilLDm/TJyihXHg+90h1DCA+zxu1p0WArqW6sH3VFLYdNsHEyIhN25b3WQFFET9JgEQx1MXHJDHUKF1drHyFjr5nGGYJdzjtY4veXh+K73dGfL1FbC8CdBHTSRs4deXHxVBrLiVyVGsfXklXhXGoiAuYTNr4o2Ko13OC0dO1JTzY5vcjhnr2JPu0TDEzEsqWnjYuIclUKq+/4X4Ox3Zr4ebfU9jz2ULb5QSMzc2F+zdCU0cdq+NJXfffjZ4jIAXaGqrJi3TmqJE6rpFp3LyQg6OT0KALx9EV/Gjs6s/Zrm9p5QQcPIy5daZQUjtRiGEfJ0C1Z2OwsTDB2kaflMfE5u9V/uovE2Sux9GwQrKtZisIUNMdUgPsMHKNIv3YJmaa9iZAZwJUWLhyBWpaxujr67JLda/Q2So3Ukm8lQHaB4XRc0sdBWHWrFr+PZt3HWKvMAoepyO+gepDBKj5LpnBjhg5h5Hqtp25po8nQDVnorE0N8bGzriHgO0NEu1M0NwrDARbGiiJtBN8OY9Nuw6yd8koJmj1IEAPrnAqyFmoI8ZCX2aGqc4BogoqOemsylYfRQeebTGNXb6lyjdw9ZRnHcdCxYaYvBu9PpX2Fdw/G4GOuirBWZXdb39E1N0k65QPpkePSrzg4BEVwpXvRqpLQ9BQ0yA0V9QcFLx4JQ6dfToERAZjbPoQAWqr51ySN/pH3Tnlp8dG0x4EqPYWmWGOHDU8gltMrnLqTStXnzYBOnxwB+FltdLNZJuMY2Ow+Aq3b+JRAnQeu9n/qhjqdWKdDFE96Ejaxfu0dtXxhwhQiSXDl3pT3UsM9R4nts/CKF2kDvWUhLuiu8eags5RSbEZ3yzz66Fc3VsMNUp3Gm+8M4zx337KWx9+yjKL+N9cDPW61zImG4rCnm3cz/VViKGeva8Q9ly8FdvA/IeEPZ89tDc0CPev0AITxVAzrjwsg/AoAerErTRHVM3tyBXfQdfXC6VCbGyyOGalhn+BwKTuZWO2eTv69on05rsyARIhiaHqTkD1YTHUh8pfbaEPSyZ+w7CxkxnzySu8OXEVjsERaK8ay5AvxzD+y9d5+cORGMZ2U0yRAG3UsKRIaABa6u8SojcLvXjhCdaew19fHTVtX2mbiKYHN8hLDCY4OAq3gxNY5ZLXpz6BNVZkY7huHB9/MZrxX73JKx+OQCuyiy32QltTLeG6U9GMEX15gWClsGz+DUUBb665RUGS6MtI3FWnssYpk4YWRUOrEAPWwuu0Qgz4vMMSxhklEu9twAGbdOp4QLTqCnSjLtDW2silJBcObdLhRNoVah8ZyPYF1JLrb4+uugtlj3NASwtNgom9yGWXeazwFcv/A0572qCn48E5pYhX6bFF9Bs4lPHjvuGDD99nlrovlzpJzoNreB+czDvCMx8/4kMGffgF652ze01QvxFvxj4Ld8pui33dUyZALZfiOGJsjH+uonLHHn6fw3F98FWgEl0EyEYUQz3O9erEf00MVRgxph0z4/ABd3JvP3hoQl1vApRj+DUbjgsUoVMMdZ83F68ksOPrzQox1GYh3ccc7aPxEpEQcVr3UzaF9vxU1FsM9X7FWQoKCkjy1GDlHnVC8m4KjezTHmX2JkC1YTv5aF2gQgw12Y7tamokpoewb8JevAoucP8ZL2bNGWbMtM6R/n5EDLULvQlQnVDG5tnlSVsuxxwVSLgtxXGuTDGMltJEAuTrqEtY1mnMV6thcSKdmz0VnCX0YQJ0JYnD9v5kX7kviaEG7huCSS8x1PhHyp84IbT8XIlUf4IPj2Om0GlW3LlHZXmZlBZzdBFj9rhyubr7g3dTvhuLtF0orKijpe4OPodGYpN4nuO6BuiahXDmXgNS9au/Q+JxK/QiLwqF4DTaMzdhn3tNmvDZV9DeXMeNy0pfmi1n/B5nzvfUQ7sSxz67AMW8rcYa/A98iUX8RUKNDNE2Dqa0ul7xyaqxmrQTlmiEXhB8mYv+91uxyShHyX9ov6YQAzaNPie9zUnTGsIsh1zyQszYv96WkisZqE3ZgUthBVW5x9gyS4/Yy7eof9rjxN8LmiqJcDbD2D5V6NEewp1SXDyP4Z9dKf0UCdDuaKH8N14jxN4MM5dMgQop0HD7ovRs007YsnvPNuzjLwmkVFHCxUHI3WtnpO2JTir8sMeIhDN3uRFrxIpjhdI+F0PVOWLrwYVq8UE+ZQIkzt6+leHOimmfSiJkP1hm0NxXC4SA+rNurNsSQEHeCXZMG8Cgb+eyeNoPWGZVUpllz+5DYVQJjz7D+Sj2wal0zmkRxVC1v+/Ha68JeZQCb6IYqgJ3SJbEGJOFv24RsHEF7hfF1reDtqvp6G2YzKBBA1hhJRSqZqEQ1FYQ6mmERsh55QqHW/iuXYpXr8kM53FdaUhwUUWvV5f3cn3QtPem6DcSQ40xscPVJ0vqzNuF0ZzjaoWY3qDxK7FLuEi+y3KGvv1alwjeMy2GKt7/WoUI5pff7+BEwV2hU+wUQ+2sZBVE6NngHpgrNUKtQmdst0aR56v5uwktEvK0tRCnM1xK+2TsHKyTbnAuTJsZX75G/4EKEeOPRkzFNLHzzW0pVjO0Ca94pFl79iEMBgq8dzDhC1GM9G02+5wXBghVJNs74mCfQNyxFT9Z/s66rWRLYO+3EzfCDrHcXpQ7beBcgi+mu3wobxca6khdxn31Pm99MIQ9QZe4nisKKL9Gv/5KMVpJDPU6N4sjUJklPKdBA1moF0FFrbLH7oO4GanOKvt0WtoauZgWgMkWDy4Kvszz2MyYzwfz5rsfsMP/ApUF4eyapvBllxin/zXulMWyf47o34HM1zrB1Qcd1FXFoDnRiMKOds5FmbBgtML/b271orG1nfabRdjvnsHAHv4P3vk6r77SLVwtiXH2ep3fB3DvEr6uphw9dVHZzwicqCYR9dH65Au+vBBrydKxivZlmkGcghfcPYebMNC3iivvytOJ2vMJ2NhbcOqsONcxD+3PD9Dzw/HdNDv22odw9V4LjXcvY7Zc8Zy+WXaYuLPCgEU6YCsVRcEYrnQVerjeeDIESIYMGTKeabRzPjGBmMTUHp+Qfw4UYqiRfsFKxWsZPx8d3Llwhggvfx4zRevfQlPdXU6aWD3SYcr499Ha+IAQQ3POKn//fDQToWlAvvLXrwGZAMmQIUPGv40mLl++JFj3HJ6fhzaqqq5SUvJLu2wZoi+rq6/+KsKyzc03SE8/p/wl45egtfUWqam/nP4gDDUSE4uVf/86kAmQDBkyZMiQIaPPQSZAMmTIkCFDhow+B5kAyZAhQ4YMGTL6HJ4MAepop6W5icbGxi7ra1FKfy10tLfS3KT0Y3OrqOkmptLW2iylNbV0ponJ7bS2tCAK97W2KPzf3Cs4SAftra1dInQSOvN0Hlc4R2c8BVFMsKW58xk2/wZL4EU8es3iUmTpmpq6r6ln2rNe1Nq6nkkTLcLz7Xm7ohhgS1d5EZ+rYmubsjxI/hF81tHWQpN0DKU1tdAq+LmrrElpTZJ/e5XBRuGY0hH7Fnr669F4O0K96fSv+EyUBVBcafdjecTj9a6b4rN7vP+VW2kV66b4PAXrPp/Cmh69qGcQQlsllNOH7/Txvmzr7UvhuTxclpuVz6lnO9fcKoow9EbPPF39mNhudvZxne2yeJzOcwrX2TMuzbOLHuWyVz1QWFNLb38+6v/H5+mC6GehXXrElY/xf1cf0HUcRXpbi/J386N9wxMhQLUXEtFaM4b333+f9996jb/+uR/bQ/9dKVAZHa0PyD6uy+wv3xR8+Tb9Zh8i/1otrdXn8VGZycA3X2fSWmPSLytE3x5UJKG3aieRqac4tGQcb7w5gLlHorjZIG5tp/FBCe671DkqakFJZ4Dq8hj01x8gtVoUvExCa/wepRhqB9UXUjkw5XkGvSM8x/eX4Xz68lOObNpGw/1CXLYcwUwZB6i94TZeu8fx9vvv8vroHzA+WUhj7V18Do/kow/f5evxM3CIv/cjciJ/fLS31mIz77/p/7b4TGag7p7RFdepo72Jc8l2LPr6dWHbOwyYto2oops011TgvmOs5LPBYxdiHlGiWG79zRDef+8dBv//7P1ndFtHui2K/ntjvHfvGfees0Of3qG77d5tu23LthxlK8vKlmTlnCVSEiWKpCjmJOaccxZzzjnnnHPOmQRJgACIwDBfrQWQBCnKe/e2JPchMHustlArgPiq6vtm1ar65r/+Mz44IA+/IE/In91J99uP3v89fv/nPbAtmkR7ginO7vwDPvjrJ/h8u/Y6HSypgICNPO9HOPT9R9j22V+gFz4JyRyRC3NNsL3xPbZ9+jE+2LEPcu55YLPnkO0hhwM7PsJn2z+BYdQknbySxgIHDd73cGKDGOpsTdgm9qfScwswO5wJza+f0WK0QuYwogxO0td98uGf8I//1z/goGXeFh9k8sDoi8WDf1dGobiExiIHTX6PcNpm/e9n1kfh8QWRLf/659/jd3/cAYucIdQlWuHSjx+Q8vdx06IKHBKQh6pi8ej4n/AR6TOXdQLRPC5YC9oL86iOMsTpvf+Bv37yAR65V2JWsAhGSxb0ru8i93yIP5xWQ3HXDCY74yG3633y7I/w3qFb8M3t3OLpX4RgjuXBYK8aQltHIeTOIMX0Z1G7/Og9/NP/+EfsfZEMFl9shAUe6uLMcW7vn2lb3ncswdT0BOKNTq3e84//9z/ggEmmWAx1ARPVkTAwMV6fCXp5c/vXuF8VP+c/8C//6x/x3SMPdAwMw+sh6ZeffIx9Z+4grHIakrl83/orsJkyM1w/4QYJ1Y+tj4U59He1obooB+mpiSjqGEBLfiLS88volN2CqW4U56YhMTER2W3EwS3OY6y/HVVF+chOJ9cw5+kOKJgZQHyYC4LLqQ2yTGTrH4J8UAeG632hfMYcNaMd8HuqDceEWrBIexnINMB9nXAkUGKo+tHoHy2F1l4FhA+yIOAMI9dXD2c/PgktCQLUlaKHR0bZGBprQKSxPPb8/hK8KAK0LMRAeQSMH1ugWlJu6p1hGfy5AWR7auP0R6egJyZA68VQTWBg5onWimQo+BYRBziPzoIgmNx+uWW3ry4wy6F7RA4Zm+y9XuQxURBlDYecfvJpDqUO16HgUYSxWg9cvhWCMbBRHawPA2t/dIjvX+ROIsf1GfQs8sn5NfQkqOD+3Sj0Lkwi29ECtn4ZGNuqrPI/w2gVHCLS0DyyuRjqTIU/5D1zSfujxFATYan2ALHZhbAJz0DHOGdVjLOWvlqIqZoIKB/c9ooYqiRW7U+GIrODlQjUuolv/+HqK2K07LYwaN4wQ1rfzFrQ3nIQEnKRB1eF09j2/8hJECBKWDYGz49+gV36G8RQJTCY+hy3b0SgZ6YbMYmxSGumdu5VQud9FeSyx2kx1IeeVaR3zKHI5hkM4hpIkBQ9a2GgmJZ1cM3tITSUgTiFs7Aq7kd2kAlM/WroTNAV/jrwzB1EU5wxNGOp3U5cNIZpbXExVCpRbi3CXtzHzt9dhi8hQJK/lNMVjxf3TRDXPL6aU25hqAI2xrpwyOwiA+lpJD0+C8vqtaEEuyMKundMkdQxRZ5O/D+jAxFaZ7H/4vN1BGiJO7Gp/VeqnzdcAjd1Pfimd2AqRw9f3A8h8U6IwbJYOFg4oGxsLYnp2yVA3D74qN2Eb83WTEr3WrBa4KWjjHu35KHy4Bh+vKANK2153Lz3AHZhxch4aYunTx9DUfk8Dp0PxDh3AHH2Grh+/i6eqbmhaHj2lWleKvFhjo4KtFPa0JVqjBtGOaTy51HppQmLkBxMknZEiaGapdUjytsalhENpJHNIeX5CViQUSR7shdlyTEIXFEDFz812/QsrEunMNpYj+rq+DUx1AUu6kKe48CPD2Fhbw/7qAIMz77LRIhLYI31oDwtBi/XiaGWwtHYAc72jnCwdEJ0dh1WEkeOVATD7IUGHJwqV3/fVoOg2gpffHoDplSdBCWijpDbzTGLMrsX0A2vwPRAwZrNLJwRk9+IlQTEM51ZMFdXRZEk+5lrh6X8RcRR+n2MBjg/f4Tr9zRhTb7TOYNSW5ZOsDtz4emiBM0naRuENVewgMmWbDjrWCJjgBIZoZx6NlwdlaCjkkHnpuFP1OKlrSVsnp3EEdv1WmCrkLQ/6cUDFVWobUmA4cZM3PxJpLnpwSmuFDNbOt8eF+2ZhWgYTsLz91VXCRB/sgHB9pawVvn5tWKopAJg8+ACYnrFnwnmB6sREaCFJ5dfomNujBZDVQtrJZbmocH7/joxVH5vASzNjBBQRiWHZSNPdxfO2OYgxPgU1BzC4UX1w7gyTHMkU9Cz0RjqAhPPJPRvWTFUAYbralFTFw/zE/qIkCRAgmnk+pnCITwLExJTpfz+EthZGMC7aIjYkoNig9244E8N1qiTU8jyMoQjiTMMEmaWF+bRmOoAnYcP8NhkvRbY/GTX6+2/wEZtsgds3QLRxSReMOU5dmukkEi4iPG6aBjoqiOucS2Z61slQMM5Rriu9hKDbCkbOlIESFcPtmFVYPaH48wudZQzJpFHaYHZxSA3KxJWmhpQVjyLnX+SQ+YoIUAOhjBwIA1m0/4yiYpgN1hoR6J1loPWCFWccBaNQVvDn0LfLwmj7G7YH1ZA9i+IoVJZlTPWEaAu2Bx+jNxVNQwJMdRFIcbqU+Ds6goXJyeYmurCN78b3HfenzeIobbH47mRA1ydnOFoZQLfuHxQSh8URisj4eRgCe+QYLT82vQsf6dYHCiCk5sb+f1OsLQ0hlt8wervX8MsGpMDYKsZiKohFjjNMVBbsRm5xy+xGOPiOs93+hmPnWvWvdLpib6LM9qZxI0TUAKG2ZFwdXaGM/lOQyONVQFDaQOlLO7j4Qx3V1MUbMKAuLPV8FUxQlBs66oMALszB57uTvCgBFS7J1Ec6QnbwEyUB7wqhrqCdfZfxatSJNON0dAzMEVGEzVilgaUQ2uFAAkYKI/1ho1/KkqDXi+G2hv7AGc0ktfZcn6oBlFBnnCxeoaktnm0Znrj/s0zkFfUwPPr+3DIVEIMlbT/FB8D3L13DY8UdaB2+QucskyD7f1PcFXNke4Taqp34Vs0KF6nwkVveSyc1NyR0zD+jpcM/BZohfMGAjTbngpTQ33EV42tb5fcSWT4G+Pu3avEltpQv/TZKgGaIQTf6IUhUuom6Hu4/dkw0bBAXEb8K2Ko7NHW19qfO1oPL3NFuKf1ipZBjFXj+e2fcEdRGSpyt3FNSeNdEaARRCmqwy6lDvOvmZrcsqAIkIUDAjPbwRsKx7mzbhgkozWaAOk5wlTLAAauQYhPtsDZP1xAbBchQF4OcAyu3uD0COaHCDO2gJ6uH8r7WFhYWkR3pgXu6GeAhDaUuunAOiwPU9XO+OF2OGbZA4ilxFBDaklQm0WC0lnYlK84zQ0EqNEe39+JpiUmRJAgQNRHajE1nw+K80xkmuKxRzamOO/a1a4nQEMht3Dcto44lkWw6iJpMdTsjrVfwB6ogo+NMkJqf5P3du8ElBgq5VgpLTBzN+/1YqgkMFRGOUL3uTPyWqbAJ16pJ+AGfnaoJ/csgFkdgiem7ijsphxKI17suI24McmZvW64Hb0DL+rV7AqE1CLTBdoxdfmch1zUFmWX/wVQOkSZFkegn7Gy8kqMyRxoXX4Cr4QmTG0Y71FinGkWJ6BNgrXx3X3Y9tUe7PvqPfzu4x9gnkVLGUtgE/vT2EiAZlHmR0iwdSR6pUZ4ao0A8YarYSl/AJ9+uRv7vn4fv//4e7xIWZV7F6MXnqfuw61h8/WnbS6HcTtiAgL2FJpLk5GcnIPQFycg71e5KoZKgTPRhYp86nwB/FU+xsOXNXBVPQDngmnaN/aGP8IN9zIIBfPoyfeB9iMzJJYPQazrucWxkQDNoTbSCxaGAWjfxADcyR5Uim0ZqPJXKKdSQy8WKoMpMdQQdK2Iofpdwb/+YTv27f0Wf/34I5zSD0OPeKqfIkCb2p/0zf7yaJjKW6Jidm2kPt6cSb4vHTHe1jAw00J2z9rf9fYIELMCJkp2SGkclZLRiQR+iQCp6uGKnh0SG8exVGmG936JAPGnUOJnD13tYDQw2GIl+CWMNPlD5Zg+ygaa4f5AC46J9ciz/A6PEwgRWGag0N8CBhqh6B7Ig/KOJ4geXSED6wlQpdkXUEwRTdWLIEGAhFw0JNngebTolQdFgPTCqzA9/67J7AYx1NRn2CYXDSoEDxd6iMRQEzzwExmVCRaXMNNdBE+z+0hs35qtTlBmh5/Es38UAXINolStxWOvRS7aklyhJu+BinEmVgax0wnK+FIhjq7zwTxHPH5hirI+0tJGgnHhpCfWycFNpUPurA3qOeIoPtEI9wB/xNaKgki37wVo5bzzacDfFgMF0HIPR1X/ihjqF7Arl3DuhPw8P6BGgkA/5laKyQj2uVskGoYoMU4WIrW+hWMxCxND3Whra0OB0w38qBWK4Y3qvRvtv4oNBGi+HzEuDnANrSYhR1qwRoCWhPOYHBbZstD1Ho5oBaKPsWG+hZEFhUs2qJoRz29OtcAn0BfhVSIxzhLDj6GWOI6SOEcYJHaRDlUN8/NK8KhYE0Nd1/7H03F/2z2kjg0h3lMdGnGiqdB6j7N4GtKEiSo/PD5lgbxhBhn006ekABsIEG9EJIbqXbqJGKqE/SeyIL/tNujwsyKG+nJNDJU3PUDXbXWqLzS0VOFb2A+eKABiibW5/RcEbDSkOkPLIJWODzTqvHDIOo9+LVfiawlNzSB0S3S5t0eA+jKg6BCC2oG1qSupAbsTIa4+iC7sBn80EfJygRghI/PSBB84vYyCv9ZtfP/e+3hf8THUvtoFn/JhpIf4wDe2EZLa7KzBOphf+SP++EeReBx1UGKoy5wxZNrewHvvv4ezmr5onRxHjKI8QntF3nd5pBLWT36iz9/3JKRq1ZdOosDdF4H0zqEJRD66i4h1Gfi7ESRvh4RmkRgqs78apldE371fyRVNo5IvSt4VxpHj6I2gyCp6popyfAEPRYJ37x+5D9+iflBbXktsD+LDv7yPz/b9DOd8Qi7fNU97R6B//yNRney4pIqkplksi8VQc6eG4HnvT6S9iO1DjmMmaZienYavWED1/WMPEVg6KNq2W26NXZal6xfPNgfjqEk85vjiSE4u7Ml2xPUfRc8751i+5dMMvILlJTRHquLIdyIx1KdR/cQGZKDh4QVPjzzkBNzF95+uCRbTYqh1M2gKfYofvxGJcarGDqxrk+NpBrjvU0X+NY+OvHDYqYSCXqay0f6raIPHeQukj4rDCqMNfv5u8C3+9bIP/+egFhY7jVEh/rSCiUwTPPApxwIlhloSBZvHgcSTEbSG45RZHBgr60NIW+7Ld8ftg6J6OmFdADJmAqMjH7oXqD71Hq5ZJmN4bhmcqWwYHrJCw7r2/yeoRA2R/kLO91fA6sEe+jmHNILQPy1AvOoH+KOE0Kp0iKF2wf+2DZK6JkQEaLYXkcFOcMyhF7DRoMRQDfaYoW6d/f+ExyG9It8z3YXgQBe454vXA0mA3V0ILx9XZHdSUwN1MNmugaLX2B98JspjLfAsUmLL1fIi0vS+oq/bfe4BkjvXpw15u4ugZZBBBhm2JBbfnBhqByWGGi8TQ/3VWBFDjcbGl2F/K2gxVHt3EZGS4VdhgcdEorUzfr2yGh+pJtZoEH96E5ARIBlkkEGGvxl8DAz0kePX7jekxFCH0Nr6a0O2DNTygJmZITQ3/3phWYFgHBUVMvrzJkCJob4ZYdkZFBe/2YQ6MgIkgwwyyCCDDDJIHWQESAYZZJBBBhlkkDrICJAMMsgggwwyyCB1eGsEiMqXweXMgcViYY4nZdtmN2B5SYD5eeG61ef/VSwtEDuyWbQdWVyBaCfJ8jIW+Fy6jMMTl9HFixDM87CwuAj+PIc+zxUsknJyPY8teob4YFOiluQ+WjSQR+6hn7EEAZcScxTtn6bO8bgr93DobebvHtRvFUAgIaq3wBf9Nhabu04EkRLa43OIPcSftyoE8yt1whYJAYrLKVACnPOr7YUnFmSUqH/2vLgelyGcF5fNccCjtHcksCjgYp4uo8QKeeDMiZ9J2rH0QdTf2GIbsFe0jcRYXuCtnqOOOQ6XTsq3vMCnNcGoMo74Hkq4c17sFzezJWV3+llzc1j5Gmrr/aoPYM2L0oosk77KE/dxvliMc8uD+DU2adPiT+ttuTFtwAqID5O4Z50/FduS8hs8jqiMS4mtvsaWS6QfUP6Uxmb2p8rE/pIzz5eS3ZLimCE2GhUz+Ct+ZdX/rEHS/iL/sgaKM4gEnMm/SSzjrdQTZ341Jq1gfZ2t2J/4tBU/R98j/ptI/6TK2FS/XP+Yt0SAqO2ImR64cfJ7fL79E3x01xFjkvu7pQycFk+xFtPfhiUhE5VxZjj/w1+xffuneO+cNmoG2BBOdyDs+Rn85eMPcVzOBqV983TQZw3nw/yeKtKLM6B74wj++vGfcV4vDSOEvBTYXyLP2I7t2z7Ev/zP32GPZiTG2AuY6c2CxUMdlM4IMDuSB8Mf1RBEJ0JcxnR3CXR++t/4YBu5b/t9vKwZeMcio4vgztTDR0FPQgx1HMGqh/Hp9s/w4cHLsEmoxzy9Y5iNpgxHKOyxRiP1cYtiaWEObhf+J97/lKqT8zAJraTtQoESQ20vcMe1XR+Rc9vw51NPkdYwDgFrCAEqh0Q2O3QVTilNmGPUwezKDnLdF/hk92E88czD3ErlCmaQqn8EcuFDWOKPId1DBce/+4Rc+wn+fMOatBvxdVKCRW4vQo1uYP832/DFl9uwUz0EkxLps6by7XHqR2LLL4h9//R7fLDnLiLrR9EcaYRj+7/F5199gf1a4Zhi89Ff8BJyp3cSv/gp/nDJFKOStuTPIs3uOnZ/vw3f/PA9LBMHwSIEnxKjPbfnfXzy+XZ8860eaklvn+8rhY3ccXz48V9w5nkYOqa3OjGdx0RnJOT+XUmUCZoMKgeLQ/Do3C58Rmz5x4tG6J9doTkrmMd4Rzju/+EZRLKzS+hMscalPe/Rtty+XRPVJJAOVsfi8Rmqz/wVF1SD0TYlIYa6AtLvalyv45RDJfmwuf3ZAzXQPvce3c9OPzJBbvvcKwF3a0GAmaFs6O15TouhLhECONtVBNO7+7FNwv+sciAhFzWx5rhw4CO6/cvbF4LavU5jcR5dpJ3fNw+iUwfM9CRBfs8HpE4+wwdHbsA9o3V1QEACI/rKI/DwZyou/hUX1SPQSezPm+qA55ODtP0/OHIbPjkdZLDHQYfbA/zx423Ye+I6AkrWC2W/HQIkmQgQQ/A4+wXsREqAUgmaAN3wQ+NgF9p6KFk2Pkbqa9DFmMf8TAeKiouRHx2N6NzqdXpbwtlBJEV6IKySStzFRK7BYchRYqh1PlA6a4nasQ74K+nAMb6GFkPtz9DHfd0IWgzVyCAG/WNl0Nn/COGDa6nSOD1psFQ0QkTlEJ1NuDNZB4+MczA4Uo9Ik4fY96+X18RQy8JhRImh/iYBbxk8Vj+yPLVx9pPT0BcToI1iqC/MPdE6zcNARSQ0Tx7AoS1OgBZmS6FzWB6Zm+y9XuSxUBRjB5c8KrUhG2WON/DIfaMYqgEthlqW7ocHPlQoWcRYQywsNBWR2Ea5Bh4G02zw85d/pQnQPGkXfmFBxJlTmYmnEf/4C6imSybP3Ppgd+XCOigWLYStLC0Mw/ved7AselUXb5E3gwJ3JeiY5mFsuhQGqg5Ibx7DPKcJ1uf2IqCyC8GODvCKawQXI/C/8BnMqXgqhqAhBNdV7JDXN0vafid8n95FSPMgshzMYeuXuSZGu8RCTbwjdJT80TFWC8uzSvCpG6YHQVsTAky05cBN8Ry++H9FYqgL060IcraGT2oH8WMzyHd4jOAGSRIowHhLFlwUTmP7Pz0WEaCFKeS5WsHGMwXDK+l5+CzU54XBo5DKp7QhE/4qyPeXB+PJ/o+x37z0tfbvCJLDYYNc4qnn0RRuB3OfRAzMbSRlWwULmB2qQZiRHHb//ir8KAK0wEZdsgM0TDOJp5hGmsEVaAdXY1Wma6gcNsZkMJvZTepsGsmKZ2FeRfmSRTC78mFzay/2PvGiCVB3qoVYWHYeLTEGULfyR+uk2Jakn1XnhsO3mNrtt5aIsZeKf2L7d2R5IzC+EBNT2VDYLo+MsVmUB9pBVzvkHSRC5I2jPDUCThY2sLayh5OVF2qlTA9VEjQBuuyAMCoTtGsRqaBJxCrJw6FkGMMlVjh9VAFGag/w83k1hOR2rWOoa5hElpYKdFPbaTHU64S0rImhZtNiqPlm52CR3oBIbytY0GKobKSqnYB5kXiOgIzsi8JsYR+QhGHxjFy2yVnYlDEw1tyI2tpE4qjXxFBrg1Wx74A8TKysYBWWi8GZV53+28MS5sZ7UZkZv14MdaocLqb2sLeygY2FE2JyG8gogjik0DRU9sdAa4sTIEGVFT7bdg2GVJ34xaJ64JV8q2LMoMTmBfQjK8gorXjVZrbmzogtbMZapnghxurS4Khnh9yheUKQU2CkbgZH7Z9oArQeo4i9fxdW0iZuLIElYQ987zyEr4Q20QpYvbkwfaaMQmqql9uPzIhA4gOtYWVJSI97BFoZDNRmR8PZnLRd4hftTV1QJUFkuTUvcVfHDeVDc+Cze+GrchQGwZlwUnuIK7fVYEbq3DalhcSESWSHkADhVUk8AAc5xtdhnNq1hV+5cNGZU4ymkWSoiTNBz7ZnkzZ9FwY2fiS+kL6QUL/hdQsloFqEpvFkPH9fTUSAplvgofUIl26o0ra0SlzzFPzJTqSHG+KZnAsKCQGVJJO80Qp4W1nCXvUEjjtUvdb+Tb63cNa2knyzAF2JJnhg5InmdTIzWwkCjDTUo64hERYrmaCXSFljGpzN7GBrZQc7Mxekt4yvzoIJBkpgZ24AL0I2hSQ2FertorXAhKwBpAfYwETpOq5YhG1IHslGU4QHzNzj0bMhazp/oh0poQZQue+GkiEWcoy+xT27GHhRdRuYjFZqerXVE7vuBmGWELaBkgg4mJuhUkJ95u0QoJkeJIR6wcLOFR4ennAyeo4UKU6p8IsEqNAOd28GYICUZVqYwzWCBPqNSWDJudKXLrDQjUbba8VQu2B7UAHZg68XQ2V158HWWB2hxcPiEU4nrA8+Qd5mYqhLQkw0psPD0xOeHh6wttCDT17Xby+G2hoD5ReO9N/kYmMC75hcDIsnuGaG4rY8AVocKoWHF5WB2AN2tqZwi8tb/f1rmEF9gj9stIJQTU5yGiOhYugkspmVMXzIyGjlNRZ7qgReT40RltIJFqcLoVbmcMluR6XLmQ0EaBiZNqYwNcokNEha0YsYTW3Yu1WRHvkqSlxOQd5RLCw7UQ9fb3fYO7rB3c2dbquFzQPIiPKGqY0L7RcdDZ4iXjI9ymwPfIzkcf3+LTyUV8WjO8dhEN2ImtxYuu48yGFmooakulEk+enjabgoJ0q18wmoRrSSPkt/3MJYk8KYaEyC1t09eKRP2dIDqk8vIrp1M+dUCo0VAsSdQn1+3KotTY2erdpfMN2HgsQguNloIKCEBOgVW5LBfF6IG+xC8lD1Uh5nnAkBYm9u/6mGZDy8cgg3HyhB6cYp/KzjtYUJ0AokpDCEhKjm+kPbzJlu386mWniZ34vVpObE/lkBxrhz6wLuPVCH2qXPccGnDV1F4bCwCUROrB2eOkgSIC76KuLIAMAN2fVj9BsLSQgYPchNCISbtToCy8YQ+vCfcfCxyM8Z6SvBISYPU9nmeF8tib5+rCYajtZqKJDQ/nkrBIjbkQFTSwvE1k8RJs1Dh88tHHZtFp+VPrxKgDrhfvoWbPKoGSAHyCvFEofKRJGrCRzC8rCOAM8PIcPdDLp6L1HVP0dGOYvoybLAXb10cgd7TQy1yhE77kSCyaHEUG3FYqgziH96Dra0GCoXzSkvYa7uiSa2uEU22OG7ezGr+iubiqEKBLTgHKUFpuCR9duLoQbfxE/2lLDnIuYaoqBi7oSsdtGMhDQQIApLPB7tDDYVQ+VPoTzcDtqqLshvY9B6YD0B13HaqYGM2RbBqg3DY1oMlQmMZ+DZ2cfwTWun38WzagNwYd83+GrnXuz46z/jLwdvI7CStJ25doQa6cDAKg7tYkFCqcNsDZyeKMPUIx+jm8a0Rhh9dwdx46LOO1f1Ek9MPVExyMaSYBrZDndxw8wf9taGCKoYJzXBx0jQXfxgtz6v7dxQPYryMpGelAlHtf1wqSD2FovRUjGZEqO9H9SCvDBr6LiVEg/ARLreXVhk9UjBotv1BMhc+w6iGohPJJ87PE/iZshmCRAlCBAFCWHffv8LuBU+LioXoz9aCbfdCslAT2TM+b5C6F3fjU+2/4Cdn/07fvfJTpgnb25/oYCHvrpMZGbmI8ZOAarOweia3uqsdI0ACTlTSHeSg0Z0N4kZQjAyzXHYMBYM7tqIfp7Rh9oSykYlCH72ERSj+hClexjv/eUr7PzmI/zhw2244VoCHp+H/kIfaMgZIaFy+BeFZfsiFHDdvQxhT/6A53Hj9BuU8XwnaDgHoa3EE4ev+ZH4KkQvIVoOZjaokdAZfisEaGmgCPra+nDJpd71ATn623DlJa10I5VYJUDuJlDTisPQdD5Ud52Fac5/QoD4kygiZEZXOxRNs1wJMdSXUDmqh9L+JrjJi8RQc8y/gWISCWrLDBT5W0BfPQTd/bl4+q2iSAxVMIWCcCeYOuYTWiRChclnUEqT1PdaL4Zal2AJZTKyoUARIP2I314MlZOmik/uR4GaxRwqdIeygQEJ5qLpDGkgQIISaxymF2KKCJAbJYY6Lq6TRS5aE5yhKueJKsbaAkxKDPWLhzH0rMVgrgMthlpeEYsnO1QR1z++6lyoNUSjQ33o7u5GstERXHGtwsxkJ6INzWDumoZeNv+1O2S2NGbr4fbAAE6xZRjnvWYAMBKKiyfdsaJmtNQWgxtPTJHQNgEBfw6h6l9B1T0e1i+0YZHcSs8SUf3vlJfE1HhPGhQcI+ipe2a9P27v0yUEqh4ufj6IrlkTo9XOmUF9oiO05N3Q1F8KvaMqeNk0su61zdbEGgFaHK2Fo5Mp3AtFpKfU5As8T99sp40EAZpshtdLb4RWiERHKAKknjRBr5vTFU8FNfhchkpwDXjiPkFp7zFG++k+UeJyHYdfxGNibnP7j2Sa4bJ3HbVoDEHPtWEZXIwtz38kCNDi/DTy3J/iqk0+rdvYGnQPZ0yjMLOiDCtp/4kM3P/kLlKJ85mbGqTtWx1hiFu6DijqnAWz4SXkj5ghf2wGvI025E4gJ8oeRsmivlPvfhZKoU1oD3mIo87E/gQ9SS/wwjMEPZMFUP7oCmL6SVz0MoeGRgT6JJ73dl6BEfRl2eHqfpEo3Gc6qeJS6QS3KwxPnyegpTkNGmeJTfZdwt3zt+BVM47xGn/oGGWQ4D6HqiAX+CeVr66Mp8RQLa6JbLhyUGKodANwvCP6rPOSjMonEKv8GBH94l47VgM7pVP0+Qd+daLXVuxRpEU4wiKtR3QNoRDRTx4gel0G/h6EKjgiqUWk4C/5/QeUPdAy/ltM544jz8UPodE1IjHUBQFCn4jtcfQBXpaujfqYY5mwvuxNaNzWheTv33FZDSn0WpQ1MVQvObFtxAclhjrDZCJQQVz202PaATX43cSOz9au++6CEuKb1tYTtQY/gnbyGCbqE6D689p1//HBR1COEwUQaUF/ngtuigU0qePjbw/AIrsVhe6e8HDPock4Kh2wz7qEvn4FrRHKOPgNueejT3CC6rcEA4VeuHtY/KynkaRkHh25YbBVCia9D2gOVcC+r97HXz//Gu7ijSOS30/3fwqMdrzUOU+X3XEkf4NUrEuvg/U+M6ysG2e1pOD55R20DU5aF4jEUIsjYf3oJUQLACjUwnKfOcRWW2f/U3aldNlMVxFeXBKVHVQPRB9xwJQY6osD5qinrxBhPFUfDwPEw6tN7M9njq32v59VXcjARHTp1kYXAu7bI0UshjrbVwGTKyIbvH/NAnWDLPDn8qG/05jUxHr7P42UeBdFMFsVBEP/JNr+qTqfiZ4hPkTxpxxGnz2nCTCjPQc650XnDmuHYWhWSMZ/00g0PEqX7bprjKIeESFmZxvSZXsvKGA1/Inx1giQDDLIIMPWxSK6CguQU1hKE/P/PpYxTomhRiVI8dqqN4VlTPW0Iy0s5lcLy/I5DCQ6eNCkVIZfByGfiQQbFwlS+t8FH6mmNm90hl9GgGSQQQYZ/mbwMTjYTw6JBQX/LSxienoY7e3SNav2drCE2dnhNyIsKxROoKpKRn/eBBYWJt+QsOwsSkvbxP9+M5ARIBlkkEEGGWSQQeogI0AyyCCDDDLIIIPUQUaAZJBBBhlkkEEGqcNbI0CUqB9zZgpTU1Ng87f+Bs2/GUsCzLFEGl7LnAEkWZvD0r1wQ4I1SohyHqxpkR2nqOsp1Tex6B5VxmTPryZAowTi5tlsCBeE4M7N0udZ85Sq1wqWIJyfB48SQhWXLC9R4pkc8ZbpRfDmuOCLH0gJ283PzYi+m0mu+U0SjVC/lfzN/DUxWQFX9NumZjcI6lF2mWe/IrK3tbBM6kjcHqZmwZ5fq0tJUAKAtCAjvW+dEkOdo++ZnVup6yXw56ZFz5kmzxEL7SyRfjszzcAUg4FZkciaGKRtMbkQSOU+eEo4dg4zDMrmDMy8LhvohvZH2XyG9F0GseXKLXR/FvvFqak5OsfWGpbpfj1NfY+E/SlR1blZUV0x2KIcGdRuQDZT9JxVkWQpAy02yxS34Tneqn8QQWRLus4oW4orgLalxD0UKAFhzi/YkoplK3W2PpaRPsQhvkksSLxM6n+eJbqO6pscSqRTdKHUgI5BEjFjQSJmUOK1HJb4nPiYI36HEvudW+kTLC6JZ+SeV2y5mZj4evsLuczV51LHzNw86Y9zpD8RfyYum2ayIRDlk6HxdgiQgI3SYF2cOfgZvvn2C6h4VEJa86e9FlN50FILpwVSuSNNyIjzQ/mGtXuUGGp5rCku7P4M3377Jf7jnCYq+4nTnG5HiOpZ/PXzT3FCzgbFvVzRtvWhPJjde470onTo3jyGzz7/EOd1UjBC52FYBGe6Hr6KurD1KMAU/Q3AdE8mzB/qomxGgOnBbBjsVxWJoZIGyOwphcX9Q/iSfPdHpx4jvnr4HWebJX8zowZeD3TgIM4DtMQdReCzY9j+7df49MgV2MTXrgYX3kQzvLQuwzRTItf5FoNIDPUf8MH2b0mbuALz8KrVvE6roIQFkyzwwNSPzkS7JJhApt5FfPD55zh6TQPJDXPgzlTD5OpO8oxv8MX+Y3jikQMmZw71IQY4evAHfP39dziqGy4W/eRhqicZqtuVETP0yrdteSxwuhFsdBOHvv8S3+74ErvVAjC+ScqZde2PN4M0t4c4tv8rfL/zS7wIGQHVSztSrHFl/1/wxddU/emiRnwvhYW5DvhqXcT+779asz8J0t3ZPrh3Zi++Jr70g+sWGJ4VorcsHA/PUH7hM1wmfmTri6FuwBIf/UXBULiwj9hlO96/aICeaXG+GYIFdhde6l3Fj8SW33z/DX7UDMEEsWVv3ks8OCe+55IRhmYXMFAeiYcnP8JXxM/d0PFHw6gEmRJwUB5uiHOHttH2f+JcjCk6lgnBGi+B3SVNeCQ1gspENj/dC+szv8NHX1J1ewvO6c14JUn7VsbyImY6C2Fy7yAdMz78WREp9WOrCTrnh2rg/PxnYhtin+1/wf/6//wOj+N70JTlhKt7tpHyL/HBaWVkNk+CxxqG/bl/woe0n7sJ+6QGiYS9FF61f4PvPdGzv9qG9373L9j5xBvF4QY4uO8HfPvNl/jrH/8Nn518jkxx3jgKb4UACXvz8MLACL7FA+TPnEbs47OwrZEuAUUavFFUlNWgLDMCkfGJKK5rQEFCKBKLmwkr7UNxYTs4i6Qj12bC09MToZnl6/S2hLNDSInxRmQVRZNYyDM8ArnAdpEY6jkr1I134qXymhhqX7ou7utFisRQX8RiYLwcugceIWyAysUwiGxvPVz84gx0JAhQR5I2HpnmYnCoDpGmj3Dg36/AmxAgoZCDykh9aDiVk8bFRmOcPQKz21aF7d4+lsFj9iHTQxvnPzsLAzEBWi+GaooX5l5opU6Q8FLp8RiH9hzc0gRoYbYEWoceIPO1e68XwewuhP3dA9ir4EoToPmxKMjv0kDp+BASzUxg4ZmFtrIAPPGn0sMtYrwxDhZaTxGVGgN1bQ+U9c+Cz+1BgoMucvuFYPSWIUjvLn745+sIl0ICxO7Oh31oAtrGRGKoPnI7YFkkmUCUwob2N1YF55gcdE1wiTNPh9oXxqhdmEKuywYxTgmw28lgJDgF/Yx58Fnt8Hh0EHYJJfC0s0VoXh/IEAW59oqIqptFTX4UXpZSIyYJKQLRY6QCC4wWBDlbwSetE3zMotBZGWFNa86J3ZkD65Ak2v7C+V4yiNoDu4ymDWK0n8MsbxypzopQ8KkhHoUM3O2eQS+mHjxx1Bb2F8PMyADuYvsnKp6FZdUcOJPtSHJQxYkPLsBKHICZPanQu6CGwldl4qQDr4ihXoV2yJoYqiSmy6xw62dnNHGnURDnCh9a2JSy/xXIe1VgqjcTOqdVkL+p1OHSpvZfAXewEK6aeniZ1U3qWQQhcwBJts9g7k6eLS6j8FYIEL87G0bGpgipHMECCdypat/jVgiltitlGE+D3JFbUNNTg9L9n3Hxpg7MtO/i/ENL5GR54dxpBzQRsuiorQ0VHR08VHoM95QqsDZxjlTiwgx1Feint6MrxQjXjXNJ5fJQ5a0B8xUxVNNzsMwQi6FGNhLHQImh/gSzQgY4jAFUZyYi2MoRbhIEKMuYkNMKBsZbm1FfnwQbcSZoHmmYcS/24olNCJxMTGASmIWB6Y1O/21iCeyJPlTnJCJAUgyVUQl3cztYm5jD0swJsflNmCEjMlbjSyg/MoCZwZ0tTYAEVZbYtu0K9Kg68YxEZd96D7EwN4TMIGsYK93GDYtAmgCxyyxxSDmZtAYBmmOJ7TyCQSlhiCDEaG0qHHTtEeSnBw1LUzia2cLUwhr+JVSA5WOopg6N7ckw2qOFOCkkQJJYEnbD++Yj+LetH9u/rv1RyfqszR9CVyMPo9PNcNd6iAtXlWBI1V+sZJq99eAzG+EppwLnqCDYmT6EoYU7afMmME9sEl9BxlfjrUgM1IGSnAdKh+c2eUWwdUGLoZrchp6lF2woW8bUbBBDXYOQ2wavu4oIauxHfW4MnMwsYW5iDXtzd1QNjiHZ6TGeBTcTbzqPWo87OGORDg6lIUPA7y2Ahakh6QtDJJbNIVvzB1wN7MVMfydqSxLh8dQSfuIAPJauja+/uQF96u/xTUDziFTN/5DOIcBocwZczGxgYWIJGzNXZLZOrOmqrYDbBz+dR/Aq3Zj5ioECUz3ox9ZhJMsAX355XWRLnzg0DEmyysVN7U9jYQ7ViR6wdQ9Bz4r5lxcxWp8AMz0jVEmyH4K38wqMM4FUL13cvHEOt+6qQuXKN9JLgH5SR1rfNDozrCAn74fusWpY6TggLs4BpwkByo9WxIef/Iird+/i3IFtOKbpi55X1FAnUOzrCAv9WHQwXyeG2gGbHx8jZ+j1YqikiyJjHQFqh9WBJ8hbnZxbk8Lgsifhfu+POPPMFX6+vjDSeQDXdDJyeucz7RvEUFui8ETfif6b3G2N4RmZhaHBOtg900FQZSeSHbY2AVocroSvnx/9+50dzeEWl4tV37DER29pOMwsXyKHksRwEBEgVroGvjAWqSH1kHZo5uaBVrEjmJsshscTI4Snd6MqWg0Xbt6BuaM3vDzdoKP3FIWr3bYR1lJPgHoQqaoBB+/adaNIMF/f/ji9xQgO8IGnswHy2hloLEqEL6k76rAyUUHspmnLuxCkqAHXgAY0VYRA+c5hqJh40PdoKJ1HfIfoKsF0LwpTwuBpo0oC9KhUrQOitMA07+yBgqE7bRdNYpfI5s2cUzfCVDTg7FcPBrMfaeGeMLUT2dJJTwGxzTy05/hB7upRXCMkSenKXhwyzVglQOBOIsPvBW7dOIubd59B9fKXhACtZDDuQ7hEAOZ0F672TSc7YzKYrcSUNL34EHLRke0DTUJ8fH394GqqAd/cnjUxVDGG8yxwT8sL7VOSA2oGqiO9SGykpH04hCMV03VE29LeBO5JpZu8dl5vfwqckVp4mCrAI6NvdX3dkoCDVJvTUPNrIsO59Xhri6Dnp3pRX5GP/PwqBKh8DO3sTac1tjYoAnTDAfXTTHTmOOCpdjIYM+sJUE74Y3z9xIPYibJVPirah9cv4uUOIs3ZGDr6AagZZIvFUC1xT1ckhlriqgub8HxMVTrg23tRYHEGEedrC+vgGnAxgzjF87CrWAlaGwhQvQ2+lYuTeE+9ngC9VN4Oi+xpWhh1KFkXD1zTfnMx1MHgGzjpIBL2ZDfGQNncGeHuqtj+wcf4Zuf32PYf/xtfXtJEWuvWnYde5vNpwT9KC8zM1QtlYjHURS4D8QaH8If3PsO32z/Av//HR7hol4exMjucehhD7DeP+gh72HlGoJfyGKR9Kp18BP+sLswSb9FOCJCSuSchR0IscGeQZHUeZjkrbUfKCdBMFewfKMLMpwhivdNVMHJNfrH9LfLZSLc8BcNM0oIXFiAUC5tSWlQ3wzboJUyXwfzmQ9iEVmOCfM8IIUDG+kpIbePS9zQ5H8W9yA0CnpGPcd2t9DfapPDbgCJAFrp3EdNIfCL53OF5CjeCNwyyZypgfe8xLAPKaFvO9xbSYrTBFZRsgwBjIfexw6aexO0ZdNVR/rcM0cYn8dC/ivjgNVvOT/ejQRzLgp/9FeqZKw1gQwBeXiZjED4deKdLvaDtFo7WCelZ/LrImUKakxy0YnpIzFjAdLYFDr2IBWPdO7ARxKvrwz6mAqyVxci8cRQFWEFL3QMlXbOiGSOxLSnrTVf4Q98tCI2jGznERgIkQF9ZJEzlbFE9t8a6+HOlMNiriIxNFiK/HQI0VgNbb2/EVA9BMBCLG9ueIHfj3y4N+C8QoJJsE5w9rIX8sWmU+qvD1CcNoyt0ljeBfA8LaGoGo4HBwjxfgIXFRYw2B+DZUR0UdNbCWU4LTkkNyDb9GsopxOkuM1D80hL6agFo7czAk++UEDu28kBJArSMUqNteJYhWTFrBEjIn0NJwDPcC2iEQCBAQ4AcNAMLILFE6R1hPQHiZmhg291QDJO/qTfXFcqGhihoGcLoyBD62urw8sVFaEa1r43gthgoMdSDtiV0nUxWh8M9OAIN40tYFC5iaWkJ3JkxDA4OojHeEvIvHEgbmQV3OglPtz9AamcHQrUNYO6Vj4mRFDz4mrSN/lEweQI6KAuawnDNxBe1fTPgzIwiVGcvvGtXCK/0EqDlmVo43tOBQ0wpRtg8CIVC+nXLMrH3Evnv4vzsq+2vIwNKjsGo6mFgfo6BcK0dcE9rgKefBwJL+un66/a7BO3cBXr30OIiedZ0OSwua8ElvRqTHBJIhaROBkph7mBN7hmk78nR+wT6KaPIibSDflwrXVblehbPwpvf8QaF3xZLY3VwdjaHa24vbYNC4y+hmcldsyUhrDY3teGUWIFx2paE1I9Uw/aFDsziG8Ai9xQZfY5zLlUoiraBZnQzBBOlMDqjAp+qfgip5ywsYnmiHs6+XggvH4BgMAG3Pn2EtbH8+gA8lmGKC+6V9N8zUeQJ27B09M5I0bQcbwb5nsq4YpmFSWKDhpd3cd48BrPzpL9QtqSuYdbCRsseseXExtRnIQt14bZQeeiFqkniq+gYtwRGjjlOO5fTthwv9YNDaBI6GSI/t2bRDQRogY36FCdoGqavm6HltPvg6tVAEklexVubAerPdsDNwx/ho48+gn46FbqkEIxC6KkHoI05h/6yAJja52OW1QwfhwBkZwfg8eMAjPCmUeIhT9vpo4s6yGhZqzrWUAOsb4tsuHJcdquhp2XzXOToz1cMAtHBmETCcyVEDYhZ71gtHFTP0ucfBzRIvLaaQrFPIELpnUMiAdXYda2ilzQoF6S0jdGjKv5UF16qH6Wfc/i5N9p+EzHUCRS4BSA8thbUspWlRQHClcX2OPkYgWVrW+coMbz8AG14lPxaeYK/X0j+/t3XNZHWRs00NMP5uCVKBWuzc8y6SDLyTUDXFPHWi3y0hTyl7zmtZI2qUUJnAu5i99dr7WrXFVUkNrMwlW+P43u349Mvv4NeqkiBXIQO+F63Q/bY1p1Zex0GCtxw99iarT7feRjWOW0o9PCCh4dYDJVgY/tri3qOYz98hI8/J8E5SWTLwWIfyB8XPeesYxkp4aEjNxx2KsHIzrDG1YNr3/PVgdNwLmSA2RCLpxd+oMvo/k/A6MiDwRXRdcf1IjHMlBxlSwdYbWnQvL6btsEZu0KRGGpJNGwUXhL/uhZ/qGP73uOwz59aZ/+PnkXTz5npLoHxNVHZXYcMUONFzlQODA+KxFAl618zUbJPDCPVlAz08zroxbZ81hh8Homu2y9vhpLezdTptzaY/VUwvyG2721reu0Of64QBrtFYqikAmDgGYqSbtFAijc9CA958fXi47R1LlhMBgIeiz7vu2eEfHrnVgNMvhCJoYqw3v6kAlCVYAetOPE7YjHYRTY4Le43G/HWCJAMMsggw9bFIjppMdSyNySGmkinxJDh12AZk5QYanjcpqP9vwW0GKqjJxkSyvBrIeTPIsHWDb9eDYyHFFM7Mtx7c5ARIBlkkEGGvxkCDA0NkOPXzm4vYmZmBB0dMi34Xw9KDHUEbW2/lv6QoC2cRE2NjP68CSwuTr0hYdlZlJevn935tZARIBlkkEEGGWSQQeogI0AyyCCDDDLIIIPUQUaAZJBBBhlkkEEGqcNbIECUeCUXHDaf3klEYZnHxMjICCamZsDbmONPWrHIw8w0h7bRMrsfCZamsHB7VQx1gc/B9PgIbb+RaSoP0DIppkRLp+kyWqRUvP2VEjblzDLBFwowNzNJn5/mCLC8vAweS/R55ZhkculnUbuKOEwWRBp/C+DOzGFeKKo5StiOMzshuofBguA32We7CD6bAy4lUkh/XgZ/TvxbJqfBoUU8FzE/M4HRUVI2PrkqfLg1sUzqaKUeJ8Hk8MV2WQ9K1JTFoYRyVzaNLkPI44LN4q32y0XujOg5xGZMsfAmlRNlYmwEo2PjYIvTZizw2WBMiL5zltaVkzYskTYossvI6Cgm5zbmE9m8/dG2JH13dHRs1ZZUTqDpSZEtZ7iv2nLF/iMjo8RfUsKNfLCmx0X1RI5R8v0zVB1QfZ05RZdNz5E6laLd1iKIBGoZK75xhktKNoMArAniu8SfloTzmJkS25PcQ4ES6Zwj9UeXMeZeyae0sf1TItFc5gZ/Oseny9nTos9Ts2zyHPEDpBCv+p/1WOSx6NhEg8QZLpNB240hbstUOgOO2JaUn6NFakVX01gS8sCcEp1faf+S9h8ZoYTARULRv8Q/3jABWsI8sxWh2nowNk4Rr8SfQ7ODPD786jscPn0T/gVTr2RjlEpMFUBPK1IkhjrajKyEAFRsWLu3JJhFWYwpLu77Crt2fYePzqujvHcOAkYrglXOYdtX23FKzhpF3SIixRrKhek9NaQVpkL35gl89dUnuKCZhEEWB8Wut8kzdmHXji/wp3/6N/yoG4NxzgKmezJg9lAf5bN8TPVlQHfvs1Ux1NnuYljIHcWOXTvw6c8KiK0cese5RhYwN1kF9/tasBfnAVriDOPlsxP4dtf32H78KqzjajAzVgWTmwewe/dOfHvwGB46p/0G+YreDZYWWHC78E/4+FtSl7tuwjqK/H7xuVUsctGRYAZ5E186EzQVLPicLsSYGEBfLRp0HlsBA3k29/DNrp345tBPUHTPxOzMFBKc7uOng99j74EfYBw8BI5gDqXRprh64hvyfZ9DzrRigyjh1sfCXBcCDW/h6J4d2Ln7O+xT9VvL1UUgmN6k/c0wkOz2CCcP7cDefd/iRcAgIUFsVESZ4dLR7fhh17d4ZJO9IaniAsodr2DXzq+wc+cBXJUPQsNAJZzUzon67rcf4Z/+f3/Es/QRcLqLYC13Ctu/2oZzKsFolTK16UXeBLJeauHsvq+Jbb7FBxf10MnYyDg4GKoPwK1/VwGdB53aJp/rj4cXDtL2/8slA/TPLmCqJRsv7h4mfu47fHxGCemNE2tZtTdp/wzWGBItr4nq5Ltt+Nf/519xwr4QM91lUD//Eb4jvuniYxNkt8xii6Yj+2W84n82QDiLCueb+MmmiHxYArevFA4Pf8YXX32GM0r+aJzgkwE+JYb6v/HJd5Sfuwun1KY1v0MG7d1FwZA7tY2uszt6gWgk38Od7oH12d/jU/qe+3DLbAX7P+Efb5QALfDGURhggts7z0BphQBxs/Dwq0fIHic/OtgB+jpB6JKWvjo/jNKiShSlBCMkKgb51bXIjQ5ATH4DpiZ7kJ/bCs4CD33VqXB2dkZASgn6JfS2hMxhpMf7I7qGyvzKQr7RMdwPbMdQrTeUzlujfrwLASoSYqipOrhvECUSQzWMw+B4BfR/fIjQ/rVcz3OdybBUNkZ09Qg9KupI0MQjszwMDNQgwuwxDv7xmlgMlY3KCD1ouFQQN8JBc6IzQnLb36kY6vxsLzLctXHxi/OvFUM1tPBCaXY41IKKsbBInFlbCqw1HiGmeWvS7IWZImgefIisXxBDne0sgN2dA9gnFkNdWphBaagl5PadwkMxAeI2uOPcw2BMkesZvUWIDfRHU0MVnOMKaM039mQSNL4zR/1sDxLS01DUSVm/HFrvq0rk4ZAOcHqK4ByRhPZxDrHlCPzkv4dF4Vo/na3dpP3llME9Pg/dk2tiqJVD5bA10YNzdg/pe7NIUz4Lk3KJXDH8Hvg/UIZbcQ8kEhGvYqrIGLfOe6FjiYWaeEfoqASga7we1ueV4F07tG6EvNXBn+xEdGwIMum8abPIUNuBx/GSO/L4GK5Ph6vKRXzzT09oArQw2QBfRxsEiu1f5KKCyDoG8oNfwNC3lhZDrY+yRnDRwNrszX/S/pmNgdC8Z4WsgVl0BN7HMaN84qnn0RxpD1PvBPSzpG0a6FX/sx4CjJWGQPnwZ9hFbIUlNhpTnaH52Bcd442wv/oMnuV9mB3IgPbPz5C/yWhriTWEeEclqATUg0sITon1U2jHNYNBYpvOeXUUSd7zn/CPN0qABNwxVKckI87fA/YrBKjZHT/cDyGNYhEDpZFwtDBFxYbs71sWVCbowzehbqgN1QdncPGGNiz1H+DiI0tkZ3nh7GkHNPbkwEFbl1xjCMVnT+CWXAHmprF7HGnPn+FFZgc6UwxxzSRPJIbqowHz4CxMEH+cZ3oO1pmNiBCLoQpIl05TPw7TAnFiQME08kNs4RCUglGxRk2W8TnYV05joq0VjY0pq2Ko8xwGYg324LFVIGz19aHvl0arVL87LJMgPIDa/GQESmSCXpquhpelLcz1DWFm4oT4whZaxkGEBYw3ZsBR0wY5w+/yb313EFRa4JNtl6FN1YlrKMp61zMhIWsQGYFWMFG5g5uWIi2wRSEDVfHJSIn2gbWYALX5XcUd2wB4UM+xcUdiw5p+FbMxFkYv5GBgUExanQic7gJ4OijgyX3xDJKUYlHYBa/rCghol5gCWsWr7Y/VlAAzo/vQ1Skkg4xS2JrpwyOfBFjiuPO0v8cF/376OhqDaZC/cBPyT9Sgb2QGrzUhNqoC4Kn+AP41JODPTyAr2BwaPlXEA3CRZ3INhimdUpUJej1GEC/3ABaVkvl/59GVX462yVQ8f1+NJkDTzSlwNLkHPVMXmFHtPqoWvOl+hL04DCVLf9hQZQHZGNvEAW/a/nljSHQxgGsC8dkkqLb538bPVmXE6/LREW8EOUOPzWdAtjA28z+SmB+pgI+tNRzUTuOobQmVCRGFYWZQca+gxWgLLG/DKLEZI5kG2P7lVZGf84hC3eAaq1lkDiHO8Sk0wlro9l/lfA2nLLMxkKyJr765JrrHMwaNw2Tg/5/wj7ewBmgaJZIEqNQc76sl0WfGaqLhaK2GAmnxoBQBOqGJjH6xGOpDf/RsFEONeoK/fLQX569fx6k9H+OI+mZiqOMo9LSHhWE8Opnc14ihtsNq/xPk/oIYKrMrB9ZGzxFWQqn0U2iDxT5F5K9yhU3EUFXdERgUBDM9eTinNbzDGaAVbBBDbQrHA11n8jcFwtveGO7hGVjpG5zpUrg9MEBYeo+EvtnWwuJoDQIDA+k68XSxhFtszurvp6f4S8JgShxPXpLLqhiqCCzUSBCgSvtD+P6aHgLIc9ycLWHqaIdGMQfi9pUgNNgPXs4GILGaBm+0Canx4fCyeIiYTQU8pQHdCFNSg6N/A90WN2Kz9sftL0NEaAC8HHWQ0zaNvCAT3LxyApevK+LZpS/WEyDWAArSYuk6CXjpBwcni1X7D2a+wE0tP/RRwZk9iiQ/fTwNb6XPVTufgGpEq5QSoBFk2prB1CQdI5suhCqFhpgAUfFH9fYBKJl60/1H5+kpBBT2wP7uh7ik4UGXmWjfgWt21yvrdzZr/1N1YdAxMEZWC4OefWO2ZuDxpT3El8vhEanjU7re0kWAftH/EPDGkRfqDvvgXFQFPcFpB0KAuJPIfKmLB8Gi9Ia1HuegFlaH2Z5yBAUE0HXi4WwG98QSOkM3jYV5tGb54P6VQ7hIBiNPL+/GQbMcEt+KV32jh6MJ3FMqMJn9y/zj7ROg7gAcveqLCTLm6S0Mh4OZHWo38x5bEf9FMdRvlHxQUlJCH7VdY+CtE0MdQIrDC2gbBKFumCMSQ82mxFDT1ouhltvha7kYsNeJoU7TYqj2tBgqB01JL2Gh7oPWlcWXtdb4+kG8SEeFxgYxVJUvYZU7S5Ol4WQ9yLv8HYihBhGi6NQEakkcpymWFkPNbCO/j9j66XF5+OX0SMwIbU28IobaL2KwlBhqnN6P+Nc/fIzt2/6Mf/nTX3DOJgdseoX7qwTohnMZ/T6c3VcKTzt1RNSv0UZKDDWZFkNd31mbXY7hboS0TOFKYKYSNvcUYOZfhsnNZmh/of0tCdhIt/oZhpkM8GZH0FpH9fU6RKh+uEGLj0AoBH9pidYXy3S6Jbb/EKKe6sIpuRYcKsjzp5AfbgNd1xLSd5lI070Hy+we6VsIze5EuLE29Cxi0EoqZfOfv54Amek/QlKrSFi2w/0YzjsWw+v5HjgXMWk/NxCrgluuBeC+ZvHOWvufQYm3M6xtYzEg2kGCpQUBRtqouq1Eiosi1FyC0T29+XO2In7Z/wDz/SV4cWMH/vzh59j+4e/xv/70KXTi2lAabQ11h0IyaGAi0/AhrNLbISCNeUkgEAnLVvhDzzUIDRJiqNRmgZ4mytY1iDU6ioeBDViQvKfUC1puYWgl//0l/vH2CdAiaYCfXkJQywCyXIyhqUMajLR01P8CASrJNceFw+rIGhxDvpcqjL1TVxdYLhPGnENspqYWiNqJabDYHMwLhBhtCcLzo5pk5FEBh/vacElpRKbxV1BNIzcuT6M00Br6qn5oaEmCwg4VJIyTcv4k8sIcYOJcKE7dv4ziF5/ieZbkgiwJMVTitMuC1XDXrwYcDgfV/nLQCS78zcVQ57O08dntAPSSv6k90wkqRkYoKg6H/NeKCO8YAIPFAXee99rdB/+ngxJD3W+ZR9fJaEUY3EOj0DSxCMG8gATAJfDmGBgfH0dbsg0eGTujpJtJCSsTrCdAwjJbfKkZTT9nsC4VbpZKyMxKxUPbQFR3j2N2YgDBOgfgl1ELJ293BBd109dm6H0Gw0LpWtewxKiC7S0N2EYXY3BmDhwulzhoSphRSPjKIhZHkl9tfz2ZeGr3EqXto2BOjyFUeye8Mhrh4esKv/xOcHpicetTBeSQ7re0uAAhfwHLPWmr9mcxRpDjoQC/ehI8CPkyU7NHUu2QaOZ2mY2mFBdo33dARUsWNI8+J/51VKrWAC2z+xBn8gK6ZtFonprBHPGN1MBxxZZrtlgjQEuj1bB3toJnbhfdlnP0t0E3ZQyZL7XxNKSeLqvwuAKN8DryrAXSp4RYmqjfvP1zexHl6gDXiNrVAeRohinOOReDM14HbxUd2ISVQ5q0UPEa/7O0TPknIRYXBWDPTtHn6/3kcMw4Ccz5ObRluUPrpjVKW3Khd0odAXVDmMgxx0n7Qtrmw0W+cAxPQdc0eQ6X+DnuBLIjbKATRepsMAc6P6kgoGkUwyv2p+4p8IBdRCb6GCW/yD/eAgFioi4+EkGea1u62fnm+Oyzz3Ds5jNk9YkLpQGMYhhqB6OdycZARTAsnAowy2qBv3MwcnKCoaQUjFHeDEq9FWj7fHZNH1mta++x54YbYXeflFPnxMd1zzp62rDA/RH9+YZRCDqnJ5GkqYrYFTFU0gGdNS7R55WCGkViqOwxZMW6w261AiYRr6qE+HUZ+PsQ+cwdae0rYqjdCNQ+ST/nJ01ftE9sNvR925hEoWcQIuPrVsVQI1XF9jj7FCEVI2gJfYLDu9ZstO/qM8Q3UVdvPUj+/gN3dJHRTs3atMDtZxuUS4qh1kfDJjgJ3ZQYKg02WrNi8dIuCytVPhqvSj9n56mb8KdnCYG2yGc4vvszfPndLhimi2Z6Bgo9IX9K9J10+5MySP5+6vhm30+wy2tHkac3PD1zkPea9tceq4lT+z7DF19/RwdaCkOl/lD4WXSdetwQKeGhMy8S9s+CQYkFbGZ/8gdA1ysS1QMSbXq6EyFGN+jnPHIvwKR4TZ+0YLqzAEY31mxOHU8jO9BTEgPbxy8hWgBAoR72x+2w0mpZLcnQuLGfvv6SSwVdRr3e8nh+nC47pReGgRkBOIxcGB0Si6Fu1v4p+4f60f5nBXzWOPwVRddd1vZE0/qcJlIFSf/DnyuC4V6xGKoYk9mWUAoW23K2B5Fmt2m7yTtn0a+6qBmeICWRLQ89MEVBD0UzG2H6pUgMVbL+V9q/pP0PK1ihtE+0weCX+MdbIEAyyCCDDFsdi+gsKkBuUTlNzP/7WMJ4RzPSo5NWF5zL8N8FJYbahrTw+FWS/98FnzOFREdvMiSU4deCFkO1c6cJ/q8DD8lm9mS49+YgI0AyyCCDDH8zBBgZGSTH+jVSfzsoMdRRdHXJtOB/PZbAZI6+EWFZoXAKdXUSC9Rl+G9jcZHxhoRlmais7BT/+81ARoBkkEEGGWSQQQapg4wAySCDDDLIIIMMUgcZAZJBBhlkkEEGGaQOb4EAUcKBc2Ax5+mdRCtYEHAwOzlH79GXgWCRi8lJljgh4etACViyMDHUj/5+ckywVsVQ52cn6LIxxhxWNv8sLwrAYkyDJ+BjdmqUPj/J4ou3QVMg97HmMDfHW90murTIF91DP0OIuclZcAQLtBgdJbpJf6/4GKHEW9/5tk7yNzNZmGOviH5SEhmi39Y/MoE5SXU7yi4sBpiiH7NFsUzqaKVOxOKB4jMUKJHAmbGV8+NgUdurSQOYX6nLkUmxzRbBnhwSlQ2NgrEuwyUfM8Mza5o5C/O06CR17bvPA/X3gCXwmJMYHhDZdWR2427IRXCmhsW2JHXCFmCJz8bE6KCojBwDpJwWkqVsOSG2JXt971/iz2F8ROKeYUnxWdK3x2bBXaR6ASWSzMbksOi6/onZVwQ8tzqWF4iPmxTbXHxMzK2PLgL2FEYGReeGR5l07qwlEoemxsTtfkq0gZ3qM9PiPjM+y92QUJKKZ9MYFT9nYIpDi0SzGet94+jsPC3GSQl40mWjU2KhZumCpP8Zn+G8kpzzv2r/ZeLLWWI/Nzo1i42mXBSQfiS+Z4LYnm7+5J7N7C+YGxeVDY9hZoNQ9hsmQCRozjYjSF0HRit5gKjShXHkeBni6TkPSG0S2Y1gFMFQL+YXd34sCWZQEmWCSwd34MCBXfj0/HOU9LAgYDQjUPk8tu/4BqflrFHQxaaDIGswByb31JFWkALdW6ewY8fnuKCegEE68aFIWNRDXhPWHgVY2Ww/3Z0G04cGqJjlYbIrFVp7VBBYNwgBcbAFbvfI9x7Agd1f4/1/+gOOGidh+p2qgS+ANV4OlzsasFuRwuAMwk/lFHYe2ItvTlyDdUzVqtI2b6wOrs8vwjRzTdZhq0Ekhvo7fLaT1MuBu7CLqRXndaKwjKm2XGidfB9f76bOqyK6dZQQyB54K50U2ezkDTgk1GJ6pAz61/aTa/bhh2OnoOiWTuqWesYc+iq9cP2Pz1FKP5MPRnEoHl78CTt3fIrrRiUS3ycdELI64G94Gyd+3I39P+7CgWfeGJJINS6YqoDRrYP4kdhy59Gf8NApBX1VydB5eJruP3u//RD//qd9cCgbw3R5JBQv/4QfdmzDJd38dbZkNcZDXU50z56vP8Cf/nIYLpVUeoJ5jLXG4ulnTxE9NEMCxhyqk61x5eB35Npd+Oy8MrKaGRIDna0Pauu6n8FV2lYHdn6G3/1//w0KCRLSIWQwV+l6Gwf2fYe9+w/jmlwQuhbn0ZXjD4XLR7H3wE789ZIuehhC9JaE4cGZ7dh9YDfu6vigZpi7Koa6yB1GotsznPnxB/JdO7HtuhE6B8eQbEueTX33ru34w//8d5xyLMIc+ZtcnpzErgN78NWpO/DMaHlFfXxLgxDDwYpoPDrzBW3L25oeqBzgrAnLvs7+pE88vky15R24qhKApnE+OINVUL/wCW3LK49fIK2BAXE+RYr9oKsgEHKnt2MPaf/39F6ifpSH+fHmV+3PmUCC4TX8QPrmjuNnoeGbBxLqVvFGCZCQN4YCf2Pc3XMOKqsEiIOmZC88P3MSF6WUAM22ZSO/W5STgD/VhaqmNkxOdCE7swnsBR6G69Lh7e0N74QC9E6taVgJmSPITAxEXB0V0OdQYHwc9wLaRGKoF2zRMNGNwGdrYqi9KVqQexGNBH9rGBvFYXCiEgYHKTFUFhnB9iPTQw9Xv70AXQkC1B6vAQWLfAz0VyPC/AkOv3edFkOV7LestliYPjVDYiOVT/NdgZq16EG6mw4uf3URL8QEaL0YqhkMLbzRRm/EYaPU6SGOEGe3lQnQwnQh1H98hOzN9l4v8dGdFwjDpw6ol9DY5LR44vKtEIwRG1UHG8LQNgCVuWFQDy0nZxcx0RQPK20lJLSyMEgCt4vqRez4FxURARL2I9rcGDaepM1MFED563tIWcn8JiXg9JbALToVHROUGOoo/B/+APOCtcQ7zPooaIeWkpErJYaaChvNR4iWEOPtjn0EOYVkDAgHkWBrAiuXHExMFOPZ13eQ9BpbtkU8wCOlVAySHjfZUYIgQ3ns/d83EU4I0AKHgcJkP4RVUrudSLu3vYB73rWvjLalBVMllrh/2Q3Nkhn0+b0IePwcLrnt4ImLhZP18HW0RmBOLygx1BIPdcTUjCPVSRFP/OrAJbYsd1SFdlQdIS6iqM0ba0F4XDRKuikiOotk5a+hLNEBZhteQosMQnMGmOih/K9xAfHU8+guDEFUejmmpCg/0xKXgWxXBTzwqibemUMIqCZ0wyvAXlH2ZXch2NEBXnGNxNYj8L/wJSxL59BSEoegcootrCXi7Q6Vw0GDPJDIhbY4F5h5RqF7VhSVVsRQnwU20HVWavsUmrFNGK1wxh2FKEyQu0q91PHCOQaDreE4d9aN9CM+uvK8YaJthHKJDZdvlAAJuOOoy0hFvGQmaNIc6uOyUFoXhhdSSoBGMjRx7QWV6luA7jQvmLmGoLUxAhcoMdTuLNhpGUDHzAzP1J7ANan8NWKoY0h59gzG2Z3oTDbEVdM80s14qJYUQzU5B5sssRhqlEgMNV3jGEwLpsCdHkZ9fipCrRzhJkGAMo3OwaFqhjjZdjQ3p8JW3ABXCRB/ElkvreAUJvqOd4dlcKYG0VCYiiCJTNBL03XwtbaBkZYuIXlOSChuo6UHZmu9oPjEFFaGd7Y0ARJUmOPjbRehrqUFLYdAsWMWQ8BEub8Sdu+7JTrvnYbBGR5x/NVim+nB2NgZSWUdYK0yWSFGqpNhr+2IwrEZdOdXoGM6Farva4gI0FQ9HOzs4J/TTc0hIubhDjg00DdKJRaFHfC4+hhBnZsxlwWMNabDQcMWeSPizsJsgPG9W0ihch5ON8PN0Rae6Z3E6mzEP9oBm83ySjLr8eLeHaQNUx8EGGlsQmt3Goz2aCGOEKD1mECmrjYMU5qlTwqDAqcXfnrK8CkZXJtpoDCUicdXb+KOnDI0dfXhlNsvFkO9Ax0jBxhS/SOsCkts4lednkA5sJH4Uy6qXW/hjEUaOJtKYQwi7Pp9ODaJxfd4o0hwfgG3xEpaDDX7xZe4axUCG+rZLpGoH1oT8JQGUAQoy+URHvvVE1vOo9ZTDhfMEtde4wpm0FwYDycjI+hqGcHWxg+N4oEcRTRjvZ/jyUN3lA6w0B18D8dMi0kv4aMzyQwPDZxQJxYYXhFDVQ9tJhGQEC3Hq7QYKnOgBN5WVqRu9WFq4oLU6l5wZloR7uoMEy0dvHhhj6ismnVSNm9hDdAGKQwaCxiUYgIkYLTA6ZkGSsaGkBjig5DkenAHY2kClB/1GO9/sBM/X7yIYz98hENqPvS04HqMId/NBhbGiehmvU4MtQ2WexWRO/x6MVTqORnrCFALzPc8RcEqsVlj4CsEaIaMaM1faCKmcnzdWpN3h/VSGMLGENzTckFoRBj8HI3gGpqKgf4qWDzVR0RtN5IdtjYBWhqrR3hICPn9EfDzsIZbbDZWEwQvCjDZWoiw0FD6vJe9LjxyezBTEQg5HVfaZr72xGFHZIESSqbAGs+Hs/wLRJIAsTZpVAy1FQI0UgFje1v4l1ARnDh5rfdhQKVilUqQEayCKpyCmrGRhlDgMErgcl8P4Vl9xHGL0BF6A6f1MkhoJRirgZWjNTzEaoz5Ou9DJ5/+5zq0B13GmRfUAEcSjbB+hQBNEl/rBMsX0Wid5pEhg/RhOM8K8jruaBnfMNUyN4yy7ESEhIcjLCwEzg6GCIqJxrNbB6Bs7o9w0j8MlE4gvJEE2PwAyF/ah9MX79NipodMMzYhQANINNCHue2awsFkbSi0DYyR3TJNr08Mf/jPOPDYje57DmbPYBdJBo0SM7FbHsT/9BaH4sGlvbQtFYhNj5gkrxGg2V4kBrnC1ImyfyhcNO8gXJzVUMgcRlVeIl7aqcArvw+znQVQuvQ9Tl28BblLJ3Ba232VAGGBh7ZsX9y/tB9nLsqROtuFH81zMVbkjUf6lP3D4GOjB7eYIkzUxeOhjhNCIsIR4GYNV59gSIgtyAjQu8CycB7lfio4r28PVwd95HSS4cKIiADlhD/Bd88CUFVVRR9NfROr0680uP1IstWH1osQNIxysUSLoVrhvk4qZsmIvNiFEkMtAIPSdnoQCw5nEPG+drAOEomhxj65AHt6HQGFDQSoxhJfPkqUCHwbCdAc6qJ9YKkbiI53uvZHEusJ0EDgNfzs3ExG0EvgNsfTYqghzsr4/M//gU+/+Bx/+fd/xLYzKkhq3rqjr2Wx4B8lhmrq4rkqhkqDEtJcWKDrbzzNAPfdclHtdhnn3VtFNmuIgoKZG/I7Z4HRJDw4JIfAwkHMrU75UZAgQLMt8LS1h19aOxmLTSDo+hF4r+kMSA+my2Fx8yHMgirBEK85W4exFDw+fB/++QNgrdqyEy5HFODfLva4rHb4O9rDK6mFjFwnEXrjCDw6RKfW0A6H/Q8Q1LdxpdUGAjQ/gix3Y2ho+aF6kA1JlyE9GEWCtgkcI8owu5kBhEIIqP4g4CDP8QoemnvC3OAxktvmacLS4fETboSOknjKwkA75X8bkGh+Co8DqjAv2R9YzfBTV4W+Yxp6mSsnplHs5Qwb2/hVMdQY5T9BO2WG7nsThS5QdwpC68RmjWXrYoE3h0GxLZOszkGR+O05vqhuuD2FcLAxQmjVJLG/EFORD/G1ZQ19bgWDsc9w07UAbJ4A413Uc+qQ4fUcms7+aJ9aI6UL80z0t1HnG5FgchSPAhtR5XYJt/zaif0Xwa4JxC0TH6Q63sJRi2IIyPCA31cAc2tzvJR4ByYjQO8E5Pe3heL+PjlYuUVhgKpHMQEqzbPEpcOqSOkeQKabEgy9JMRQ58eQSQiTiqo/qkcnwJiewRxpGGOtIVA/po7UuiLY3tOGa2oj0g2/hFoGoTLLMygPsoHeM29U1cXi4ffPkbQ6DJEkQEso1PsEGjmSPX0DAeKR7w90gIVnKX47OrFBDDVHH5/f8kH7zAwaUx3wzNgEJZ1TYM7OYHKwE+FmV6GX0Af+Fo0IlBjqXjJCnSG/f6AkBB5hMWieXMA8ax4LfCbKY8zx5GUZfb4r4QWM4psxnKiDr+/5oYOUNSRaQcnEChXFQbjx8UNE9Q1igjED5hyHVmAWQYIALY8i3coAL8xj0FoXjCufqKF4zQ9JBZamymF5VRXWUYXom5zGLJOJeeEisTcffP4ChIPxuPPFI4R19GF8xZZU+xtPw/3rDqifFRPU5XFkOxjBwDAcTXWhuPrxMxQuLWNRKACPK6CDMsaScfOSA1o4GwPnGgFa5pPg620IxYeeKB8Zp/0Ca/7drc77u8FsHewNHBBVTK3pobBMK7LziO2W+rKgaOOLgqZ+etddrvsDeKdVw9HVGu6ZrXT/yND/AoYZUyiMtMSzoArM9GZC97QaLcYpXBJifo4HIbMNAWpa0LdPQMv4FKbJffTsEKcXkZQYamTd6gByIE4Nx20L6GfXRenB1DcS/cyt6Yc2haT/6c3Biwvq8C0nvniZ2JLFw8J4HRyMdGAYXooRYqN0vS9ww6t2zf6krMTtKrQj6zGSYYafbHIwM1QNH1VdMqAvxfQy8XNM4ucoMdRwK2iEVWGmJx2aP1FiwGMYiFXDHsVgdJHn1BL7PzJzRXOCKT67aI8WUtZRFAY9fSUyOF5bQPkWCBCLONkYhPoUr04VUgstxzsy4KUeA2lNLs4Z74Cb6V045ogtMJkLDdVQWgy13O8pvvrqK3x1ywg5bQzReYK5kSY4PSTl1DnxccennlBp0mm9FOnPd83C0DU9hRQddcQPisnMRAPctK/R51VDm0RiqDQYKAsMQ1RMDWZJ7SRqqCJxXdb4fsSoeyGjQ/y6a24EabHecCOj2t8Okyj2CUVMYgNNwigx0BgNsT0uPkNY5RrNXuTOoCjUEH7l9KroLQnJ339EzgBZHdS7rFZ4nrdHhWARrIEa2MmLzp/VD0EPQ0CPgCPVxTa7Qi38HENLqAKO7BGXkePwXW2ktq7Q3Ho4nnLC6lKfwWK8UDhLX2eQunVfL74Og8U+UDi7ZqsfDp+GY0EHir284eWVg/wIZfy0f+38oZvqSKRmIDviccspbf3W2+EymD09T1+nnUAt8uGhMz8KDqoiMVS0x+CqI/UKZuOMaxcC5VyQN8Ei3b8XXopr30cdV11KsLBuEYwUYKQS1gERKOxa6e8C9JbGwk5RJIbaEa+Ds4e+wrc/7IZBmmi/Las1Fdp3D9M2u+ZeSZfN9pbD6r7IjgpuORgnjIbDyIfJEXNkNadB/8aanb/5bgd0KGHb6S6ERQS84n/SrS7S1/301Bbl/VK0AloMSf/zkLT9EeKe+HMlMNovEkMdLgvE0/Nie2on0PdI2v+sYSQtRkuJoYaqisquabuhgXY7TTD/Wk0khtpVCLO7ovOKXoX0YnMBawKBKuJn39BHWrOIgRRYHRSVnZKIv2K8BQIkgwwyyLDVsYDOosI3I4baSYmhJsvEUH81xGKoEQn4tcpqlBhqgpOP1A7Y3ySE/BnE23ni16uBzSPZ3JEM994cZARIBhlkkOFvhgCjo0Pk2Gw59N+CRczOjqG7W0Z/fj2WwGKNobPz1wvLUmKoDQ2/5cz31gElhvpmhGVZqK7uFv/7zUBGgGSQQQYZZJBBBqmDjADJIIMMMsgggwxSBxkBkkEGGWSQQQYZpA5vgQAtgsdiYnaaI9pKTf5/drgHnZ2d6OwbwtSKcJMUYUnAxNj4nGhn1d+EZQi4sxjpJbaj7DcyI9rpsbQAzvQwXTY4sSYUt7TIw+z4BLh8HhhjA/T50VkelpaWwJkSfV45KGFV6llLC+SeiUnQcmEQgDk6jTlaQHMJ7MkN90yS3/DOd5pQv3UWTNaK6OcyuAzx39U/glmJHTZLC2wwhiREPLcilpdJHa3UCSUEyF1tV5QYIyWUKllnA5NsUmdLmF29ZwCTYqHiBdaoqKx3ABNzon7JZ46ir4e6rgv9g5Qtl0h/nsQgXdaJLtKOpQ+L4E4Tu3SL7cJYn6KQxjwDXV2d6O0fAkvcABe5DAz0daOzqwsDIqE1WvB0bFDsD8deTS6xYv+u7h7MiDWLFnksjIrvWbX/Ip/020G6bJjytVKWmoCCkPKN/aJ22dk5Cu6mYmg8TPVNrSaVpHYXrd0zJipfJH5vckhkSwb7tbZcYE/Q/pTCknAejNE+0XOGpyEgNy0tzmNy5dmD4+uFmqUAr/M/ayFjCfy5qVVfstL+FwVcTA6JylbtLxl/BsbA2mDLzey/AkpwdWZ2Blw6meUv8483TIAoBfEG+KtqwlCcB4g3lg+Vc3tw5Mgh7D55Hho+2asdW1rAG0iFuU3uptljfwlL/GkURRrj8pHdxH778cWFZyjqYoE/1YSApxfw7e4fcFbOCvmdInLFHMiC8X0NpOUnQ/fWGeza/RUuPo9DH5ODcp9H5BlHcOTH7/Hh79/D0RdxmOAsYLorFSaPDFHJ5GG8PQkau5REYqgCNoo8H4ruObADf/ndezhumoKZdyyGyhwtheNNNdiuSGGw++GtfAb7jhzEDz9fh1V0BUSxewalIca4t8cajdTHLYqlBSbcLvweX+4j9XLkAZzi61YFNRfnmchzeyCus+/wH//8Hk5YZmKaOQbn8/+KL/dT9zyCa0ojCdLjyLCUx94jh7H35Gk8dUnBFCGTZQ7XsP/H3Th85CTuKUWgk0qs6foM547sI/fuwxfXDdD1a9f9/h8GKheMr+Fd/HzkAI4c3YeDKu4YWMddWOhyV8EXew/hxKmzcEwcBlc4i6pgE1w4exyHjh3AMTVvDM5w0ZHlh8fXTuAQseWnl7TQKZmxgTOOaMcHOHvyRxw/sR/Gfj2YW+CgLd0bD6/8RN8jsj8JNJ35sJI7ix92f4sLTwPQNMUnQwNpwiK60p1w59gX2HOQatemqBFu9E1z6CnzwrV/U0Ex/XkR7Uk2uHlsO/Yeou4xJ75iEZyeYtg/OIfvd3+H8098UDe2SVZtAQOFVhdxwr6CdEIhxupToHfvJH4kbeLLC0+R0TSFkfog3D6ygzz3R3x35g480prWJ1Tc4nid/5kTZ9WmhGWTPdVw/she2pfQ7X9KQOooAo+v7iRlu3Bd+SUaiP15U61we/oz9hM/v+PMLbhQ6gkrY93X2J/mv4s89Od545muKTLb5/5T/vFGCZBwfhR5vsa4f+AinokJ0Gx1CHSjqYwiCxipCoWpgQ4yu6RrFkg404LMzAYyQmxAddMoBGTc0VOUTyqaQ8wyj8HqZLi6usI1Ohc9k2u5I4RkhJ6TEoJEOgnCHIpMfxKJodZ4Q+mSHRonuxGkSomhVtNiqD3JmpAzjBGJoRrHY2iyCoaHHiKkb81bs9oTYPHMFHG1Y+TvANri1KBgWYD+3ipEWCji6Ps34COpBUbAbI2GqbI5kprerRgqd7obaa46uPrtFRiuSGFsEEM1svRGGwks7VnBMLh9Gie2OAFaYORD7cBrxFAlwGwOwwtFS6S1M8AezYL6kafIkwza4kSc/aRGBypDYfZMHQXdXfCRU4ZbcQ9W9At5422ISoxDWQ9Fs2aRqvLNOjFIaQCnrwxecRnoosVQx/Dy0c51YqjgFkB55yOkDs+hPc0TWgquaCbE3UDVAenNY5jnNMH6/I8Irt4oBvkVrCQT4Y7XwiulBEPEQ7MnyWDkO3NUjVXDw84WYYUDpKZmUeyli+QOFqrjHaGjGoTuyUbYXVKCd80QGX5KEYRTyHe3hqVzIoY2DSd80q5T4K55Dd//8xMRARJOIMvREtaeqRhZuWeJjYYUJ2gp+qNzshlO15/Bs7xvtf2LwMdgvh+eHNqG/RZlhAxNozjKAS/sKTX/KSSonYVuXCcht+6wy+oj1/PQGq2P5zbB6GS8ywHj3w8k/c9KLOFPdiIuKYYM4ilPzkTm82/wOHoUbWWJCKWFfdcS8U7Vu+GGXDjGSdyr8NeFoWM4elf812vsv0C96Rith58SIUa3dGkC9J/xjzdMgCbQkJ1BAvDGTNAUeOgtiIadoRcqyWhFmkCrcV92QFiYA0xci0jVTyJWSR4OJcNgdmXARssQhjY20NB4ApfEsnVy/WsYRZLSM5jmdKEz+QWumuYTGsVHta86zMRiqLkm52CX3Yhwb0tYRDURgsNFuuZRmOSLkyvyp5AbZAvH4HSMieeEKTFUp2rSjLo60dqavqkYaqY/JYaag4l3OnO3DA5jGE0l6QiWFEOdacBLW2voq2rAwNAJSaUdYAo5aEkpQv1ADLS2OAESVJjho23n8UxVFarWfmJnsgG8caR5mcMlugAM0tXmCo3wyecXRPfYBqCUIjPsLiSSfvpCVQ06OjaISK/EeEcq5C5ex517T6CqQYj1hqRhlB5SyBU5OLesm/6QKiwK2+F26QlCulfy/xK0B2CvnB+mFhYw0ZIFF30V5HaNoCQpBFZaWlBTM4ZPcBp6ZmfRWpwAxxf60FDVh41dADZTbJmtDYOm+k28MKtAa30s7EzuQ1vfihAeVWiEEcZE/GxWsBnUfauJB5hHvulVvEimAoD4AdKAmTb46MvjxM/3RO06kFLjl2QtPPSV1KCLkYbn76uJCBCjCW7acjh19j5UqXuCKshl0ygIM4WyRyW5Yx6FVrdgmNC8uqyAAnegEK7WNnDV/Bk/OVbRswzDTVlwNzWBlqouzMkgrKifJTFrxESVrzMsfNIwxJGiKaAVbPA/m2MQ4Vfvw0HcAXijTYh0V4bCIw+UDc5hfrwKfjZW0KPeJhlRwqY9YK+Y8jX2X+DPoTLaDDoqKnhqbksToDVszj/ewhqgzaQwFjHVmwGHB6ZIKB0RvXeVIvwSAeqLVMCf/vwdjp8+jYPf/gU/Pt9MDHUUuU5WsDBNJix4/jViqC2w2E1G+b8ghjrbkQVLQ1WEl43Rr8yAZpjuVkLBKrF5VQx1ujUFZi80EFP1dyKGWh+IWxquiIyNRoCTEZyDktEvng2ZGYrb8gRoaaIJMRER5PfHItjHFm4xWau/fwWMpngYvtBGYt0kXWcLZFS0ck+QlzXc4vIwVJOIh9qOiCBlob6OcHZxRx0J2hU5KYiIiUF0VDjcnE1AD2hp9CNeRwfmjsVYy1UubehAgJwynMPaVl870qh2xl9VI8AnDGS6swAeJreRUlgBO3snuL0MJ7YMhqOBCjJqehAX4AxTl0DExEbCRf0GQprFz5DA/FA1EmLD4eOgjoCIECjePAw1myByTyyMVX5CWAUZDPnp42m4KCVctfMJqEa0ShcB4rPQXZ2LqKgoRBO7eFk9RWDDZmSjFBorBIg3i87KHERFR9O29LQkRLaSDPBe6uJBsKgiaj3OQS2sDqtLTuaHkf7SFU4RxagLfIAzzoQA8WZQFe8CDUtfRMVGwdNQAa45Q2I1fjbacoJh89wTxZ0z73DG/O8HG/3PqxhE4gsDmNrki0W5iV9njaK2KA1B9kpwz+3FVIkP7um4E/tG46W9HlzCc1Ylol5n/+nWWOiouyArLwYWDpIE6PX8450QoPnOMMgdeYzwyjFwfpso+pviVQLUDteTN2GdO4ye8Cf4Xi0EDQ0N9NE+yFivY8XpQ7yVDjQNQ9E0Pi8SQ82xhpz2ihiqHmwjCNMutcb2R/HgroqhVoNDQlXM44twqKIWbXDQmOgPC3V/tPPElVBlji8eJ4uUqmm8KoZaG+0DK91gdK7c886xngD1B17DaVeRsOd8SwIthprRKpoFkQYCRGFZKKQd66ZiqKR1VYZ6wsooAj1ikUYK1D1Unc5UB+OFix9S3RVx1CQTlEigcKQaznYv4JQ/RNjSAoTLy1icn0Wm402YZBO6w2yC9zMV6DtnYGBN6VO6MF0K06tyMA+rxczGqDYQjTNXXdEvFGC0IRWOWvpIS/bDUwsf1AxzsCRkotD9ES6+8ISDrRHCqiklPiFmYhTwpTkJqJtggTuDFOuLeGzmBDOjZ8js5NGvuFrcfsKdgCYURNhCz6WY9NBZpGrLwTqnRxyApQiLi1ggB2WXgcCruBa4WeJCCQJEQeKefv8LuO7firJoG2jYF4BFbJlh8AjWGe1YEYPn9ORB8+JX+Pf3PsRHf/wH/L9/+BiqgeWIdngMszRCekivYmWb4BudBAj4HLSnOuDpHVNktc5AovtJETb3P6tgtcBfQxV6DqnonX2VHg7GqeKGSz4qXS/img8lbLoEbn0E7pt6orRHNNITzvRvav9im6P4X//wR3z04Xv4/b/8C/arvkT3FP8X+cdbJ0DC7kCc++ARYvoGMDI2jqkZ1pYVqnwdaAJ0xQlRXmZ4puKH2o4kKO48A1NCgEYLbHD1kDLiWruQ7PQEBp4pa2Ko3BGk2WhDUdkXlUMjGBsfxzSHj/H2MGgce46EilxY3dWBe1oT0gy2QzObojIzqAghzlHZHaUVEZD/QR0pkxz6VVZuqD2M3YppTS2QhpWv8zG08yVbxKtiqBkB9jD3LiOO9rfCegLEyzPC9hvuhAyOoybRFqomZijvF72OkAYCJCixwm7DZIyT399dGATPiDi0TArBYbAhoLoVGbEm+dnD5mUlGYuKwC6wwAGTFPqernw/uEUmoz3LHV+eNUYtKWsrjYORrjwZTYVD3sILhQ3dGB3oQoanMgKKmuGnrAYd2zg0DY9ifGICzN+MDP82WJwogelFJVhE5KN7dAwTkwyw+QsQcLngUiKmy3Ww/P4CHIs7ke9rBOXHYejpToW8ogECi5swONgD92c/wDgoE07GOjAIKUA/sXuiznbcDe3HgoAHDrXLsSdt1f5DfW14qXsUgZlVsHWxg1dmI11/iTpfwbJ0Di1p7tC5a4XcigQ8P6aBsPZxOqhLDRjt8PWxh0NSDW2XBr+7MCngY3HFluLL1hGgyWa4eznALbVWdI/PTZgWc9CR6wXtG2bIqkiG5iktBDcMQ7jEB3uaQ/67CD6PCzabjc4gOZy0KQSPOYY0dw3ctUpAF3lOtv15XHbIRl+WGS7u1kdm/xBGSTmDxd3wWk4KsIn/WV4W0LYUMNsRqK4OLYsoNFC+hNiIOTOJwggLPPUvoj/nu1yDXnQjhhJ08IO8D5pJWUWUERTNHNE0ygJ7ivg5zvim9l+pp9GqaBhZmiOpcRr8rl/mH2+BALHQmByHcP9SenqrKfA+Du39Ht9/LzpOPTFHQbeULaKkCNCtEDS358H0PrHDuYd4Jq+E4MZJEtFnUfHymcg+902R1772goE90gzXJ2u2ow45/wbSyBgo9lGhP8tbRqJ7hkEIkDYSh8Sj84lGeOrfps9rhDeDFoomjSYv0QcueSujpCkk62ggeV3W+AHEafkgq1P8uos9gowEP3gWDtJnfxtModQ/HHHJjTRxW1oUIk5HbI9r6oisXlNznZsogPujELzZZOl/X5D8/SceGSOnk+pLbfAhBLuK2gXDGkRy3Ev4lw6JbiCgxFCjtUT3SPa/Ws9zIjv+fAuW6SKlno44LZw7+j12HzgC86wJTLVkwPCO2N7k2Llrz6qwpLRgqNQfSpfWbLDvpwtwKexCibcPvL1zQOs01vtgz+6dOHHtEVLEDbAr0QCXjpN79uzHTarfEoxUBOPZFfGz9JJICY+Q0mg4qonEUDfanwKrJRla947T99D9n8JMNyIt5ekyFZ9ibLYzf6tjtDoS6tdEtrzlXkbIBh+9ZXGwfyoSQxWhCa7nXFaFfSXtf9tLtIwAs32Is31Ilyl55onFUAtgeswc9aIraEzmWkMzqo3+90x3MSzlxfWo4oM+UgHpxntEn8XHJcMw9DKka8PPZv6HP1cKkx+NkbUS/yRspEMC0GxfBWwfim1mEo3BWSGE87MI1xBfd1sfyY1UX2iGxbciMdTN7L8CTm8JgiJCUTHA/U/5x1sgQDKsw1Qzgh0e4fiTePw60UQZZJDh7wcL6CgqRF5RhXhG9b+LJYx1NiMjJkVEpGT4FVjGZC8lhpr4q4Vl+ZxJJDj7kSGhDL8WQv404u293oCwLBdJFk5oF396E5ARoLeNwUJYWJjDLV/WlWSQYetAgLGxEXKsWw7938AimMxx9PbK6M+vByWGOv5GhGWFQgaamn7Lme+tg8XF6TckLMtCbS01T/rmICNAMsgggwwyyCCD1EFGgGSQQQYZZJBBBqmDjADJIIMMMsgggwxSh7dAgBbBnZ0BY5It2kpNMDfWjubmZnT2Dq4KBUoTlvgzGBpmrtrjv45l8NkMDHQ00/ZrHpiCcHEJi0I2RrrEZb2jq6J7SwvzYIyMgs3jYmKohz4/yJiXEKNbAHtqGtMzawKai0IuuWcMooSlfMwMToLJE9JZTZcX+GAMd4m+p28MXMFvsf2Z/M2TDMysiH4uL4M9Ifptzd2DmOaIckkIZ4fQ0tKC5vZuDG+eSntrgPz+mSFx3Td3Y3RVdFgESlhwrE90vm+cCbrKlpcwN969arMZsagOZ6KTLuvo6QeT9MtF7jT6u9vEz25Ga0c3JtkLELAn0S9ub8PMV3N3bH0skn4ziM42YgPSxrok5GpWwZ2k2197dx+dyX2RO4OBHpHfE9myCxNzpKYEbDrFAFU2NPvqDiHejOh7WtvaMUW+ZonPxthAx+pzqO8YmhVigTeH0V5RGSVSLFVJEAmWSDufGBS135VjYGa9PXkzQ+hqJzZrbYOoypYwT623ImX0PUOi9VuLxMaj4j5DiUQLN9iSyok1KK7LFuLHJbHIYWCUQe5ZXMbyohBTA6Ln9AxPSpUO2Ao29T+bYIE1RmKTuB8tkrgz2rfe/sRnzTMGRbYcmljTARNjXf33T9JJSEV4lX/wpvtF13X2YnwDAXnDBGgJHEYdfJTU8WIlEeJMF8yUDuHkyWO4cOMRAjNHpTMT9K0QrNtx/l/AEp+BwggjXDl+gNjvML6+qIz8jln0lLjjxrE9pOwofjgvB//cDjpzKXMgE0b3NZGWlwjd2+ew/8B3uPgsBn00uxEJizrdVoWlR8FqBk5GVwqMHxmhijmP0ZZ4PP/hKQKoPEDLi2B05MHswVkcJd+z4/xDRJT2v+Ic3i6EmB0ugt01VdisSGHM9cJT+RwOnzyOvWdvwDKqDCzSmdKtFHD41AkcOn0GCvbxmJBQKthKWFqYhduFf8U3h0+S+n8C18SGtd2FS0L0l0bg4fkddJ3JabmhtHcO/Ol2uD+lbHYMe87ehF1cFU0iHTR/Is84jvNX78A7aQhjLSkweHqVlJ3E0d2f4s8fHId7SR/yg17gytl9OH7yEFRs0jAkZR1YONsC7xf3cO7EUZw4dQiHlV3Quy4OMtHuooyvDx7H6TPnYR8/iPG2DBirXKNteXzvZ/jTewfhXDWGyeIwPL12BgcPfINLGlnrs2qzRxFhcQenfj6Cn8+dglVoPfp76uBteJd+zslDX+Nf/u8PoJU5hI7CIDy6tp+U78ct5SA0T24i4LmFwRtvRbDZfZFdDn+Df/2/3oNSytrWa3DGEO2iiMtnj+Ln0/th4N5JBktDSPRQw8WfDpL7DuGLSxpomxCguzAY8ue/J33mCB7oeKJigLM2aFxgoyXNCwrXT9Pt/+trumgX5V0lDVEQ0hsAAP/0SURBVIOJuiANXDMORd+0AKyuAqje3kU/+4q8GbIaZ6UrE/Rr/M8rCToFUyiwvoJjVkXkAxlcdBfCTv489hzYiQuPvVE7Ng8hpw8xzy7iuwP7ce62LhJrp9dsSb5npC4ZevfP0HX2zUVFpDZMkrHhJvyDN4Jo/Vs4ePInHDhzERremetSRrxRAkSJoeZ6G0P+0GWorvwBfVkwTqDSjLNQE+0Da7VoqdtaSBOg6z6o6qhFRcMIrd/TnZ+N2lE22OPViI2PR6SDAxzCM9E1sTa6FJLAnpcegZQmSsqCjWKzE7jj34rWHG940bl55tEU/BxKjvEYYi6iO0kdckaxIjFU0wQMTVXD6MgDhPQxMT/bi3Q3PdzcdRX6EgSoNfY5FKwLyci/EhFWSvjpP26JxFAX59Gc7gBVgzRCPKaRaXoP+sFlYL6ztBbL4DK6kOqig+vfX4PRihTGOjFUcxhZ+qA61x2XnoZgYoGQvOEapEeFoGXlB24xLDDyoLpfATmb7L1e4jKQ5foIj3zqwCX/q3bXhHZYOTpTtHBNP5/0QD4GqxORmFmC8dZ8GMdRWU64aM18SYiuKA/NClpC7uKxWhb6+gphbvIC3rQYJxPpqmdhXPLbpcX8LcAdqIBfYha6J7m0GGrA410wy5dg2Jx8KO16jLSRObSne0FbwQVNEpOQnZH38UAlA0PCQcTbmsLaLReTU6VQ+/Y2EiXqkVcXiFvqTigaYIJHiH6A6l34N635g7EcHdy5GYgePgvN5amIqaV2O7XC+YQ+IlpHpSsRogQmCk0hd9MbbZKjs8kmBGaUop9EOx4rHWpfGKNsqguJqfEo6aYy4zORpfYtHoZ0IsXpCZ6+bCA9gYNKZ1VoRtSQAaUoagvGquBuZ4twcfsv8zNEGt1RhJhsSIXp1V3YpxpAE6DZxng45VKbvYcQr2sLr5CK9ZIpWxyv8z9sOkPrCihh2ZdQPvY5dhvnk5vEYrRU7qapFjjfUIFHWS8YvSF4cMQI1VNDSDA1hrV/LvHvoicsEnKb4W8A8+AmEgE5aEpwoaWaeNxX+Qe7whrnlONIPSxgqqsIqfEJoKtfjDdMgCbRlJdFiyxKSmEsLwrQFG+Ex4+fwS+26zfMKvzb4FUpjDUtsOEiK5w7ogJnJ0PcvaqFoMx2bP4CZwQJiqowL1gVZyKYRomjDSyCCzDJW0Su8TnY5zTRYqjm0SIx1AzNIzDOmyIEaBQtpVkIt3KEmwQByjQ8B+caJhg9XWhvz4TdSibo5QVME2buY2ECDUU1GJt7Ib9z8h3OAFFq8CNoKc9CiKQY6mwTguytoa34DLoGTkgu70KF903I23jA8qkSFHXMEFyx0vK2HgTlpvjws7NQUlSEohmpk46V4eiKA1LAQ59asQO6i/OECCfrbMdNq2AYU/dY+KJYwgN0pJjiyZMncA9pJ+1SjJlq6N6VR/YY+b6+IpgbrxGg1Gff4OqmkgPSgUVhG1wuKCKsV4IAtb3EHnk/MMRiqK76yshdmYyYrYH+3fvIoPJ1Mprg6mgLz4wu4o45SHz8LaxqRZdRWE+AOuGm8ONa0sm5djipKiKkYW3OaH64FkGOpL4VyCBgjCNVM0Cr4HTBS1cVL8uHJF71r2G2Jgwaz69Az7SSeF1JDCD0shwcKlcIUD3pMRQBuoHT5mngiLUwpupiYWd8F5raZlAj/UclSCRdImB0IJb4WUv1u7hmHUUTIApC5jCyAtTxSMEcKZXjJNxLD17nf2bn196DcQeL4W5rCxetczhmW0K9n0JBqCmUPSuJrXgosr4Fw/hmjOQY44hmBnkK4Q7R5rD0XlODn5/oRLDBYSgaOkOH8mluqfSrrc34R6PrT7htEwAL6roX9oivX59u4i2sAXpVC2x5aRHjbYWICXSCZ6Av6AkNKcIvEyA73LsXgmEwkG1jBpfwIryihYpRZNtbwNw8FX3iNS+ka6M+wQdWmi9RNTBHHGozzHY+Rd7I68VQyRgSGesIUCNMdiqjcDMx1AUe2lOdoGjsi/jkePiZKcEpuYmwefGl7wwbxFDr/HFNzQ1xyQkIdjGCU0ACokxO4LuLWohITEJYgCssbAxRtZYgekthabIVSTEx5PcnI8LfHu4xmehbGWZSU9Bl1BT0dzj80zXcP78PR0ySEfzwX/C9nDt9j4+jNqyDYjAodiaMjiLEhnrAy9cFteJ3tC3+Z3HGuEBExHmzKAh+gSun9+DoT3eheEWaCVA7/G4/hUtUxxpZpLCZGKo4FXFb4GWcfpEleu0/VgMrR2t4FIjsl6/zPnTIIHgVZGQbaXEHJ04ewskTdyEvd3qVAPWlaOOGzksMSEzBUgKS9aXZCLFVgGveoPRpgREMZptBTtcdrRIz55LgjTQiPSUePjaKSF1NET+AeF1dmDkUYpoMznuKQiAv7jPyF/bgoFnmKgEaqQjBkxuHoW4fikTSf8xVjiKkfg6Nmf4ws49BaaI1FBzWCNAij4XuujxEeOjDPV6UVVpq8Br/s0qAeKPIDHSDY2ghakOe4LQDIUDczcVoB+PV8J15KV3WlWIMEw9/dIrHeuzRVlje/gTX9F6S2JQMB71rcMjqE7f/9fyDin9fXjVDDLkuyNsalq5O6/jHOyFAK2B1ZMPR3giJzdI1B/QqASKjyBMiMdThEgfIK8USSsREkasJHMLyMCk5bOD0ItZcCxpG4WiZ4IlGOUImaiIt8PSBLQp75kSzMtVW+PxxAua5g0igxFADxWKoCpfgSIuhUthAgCrN8LliisSM0xoB4s8zkeV0Gxqx/Vgk/+OUuuCwfjhGZt/1mGaDGGrAVZxxbyOEbwm8tiQoWzjDVOF7yHuWYZ7YgTtYA187VQRWr1+suJWwImxKiaGaOHugVEIMlVqEOD7Qhra2LmTYXYDSyxJEKr0HtWQWfc9UxUvoOXqhemit1tl9ZfC00yT1TrGiVtjuVkD4kJghEQjYUxjsoZ7Zi+jnH0ArR6pWNojAKIHRhbswj2zAK+vAB6Nx9ooLLYY6QouhGqCUdrJtcDyoiKBusedmdeCloz28EptJn5tA8LVj8FzTbKDBmx1Gd2cbmmpr4am+G+7VVK0NIFyBBNT0RnA3meYYjFbCFZdieiGudGEYcRqmcImuAPMXfvuSgINMm7MwSCdej9UMX1Vl6DploJ8peqeyyOdgvJ9q391It/4ZisR3rqjBUwTI3FgVWd18eoat1e0ErrmXI0D5e/zj7/6AP//hd/ifv/tXnLQuwILE3zBZ5Ao1p0C0jkvTHNDm/mdOzNm5fUXQu7Id//vf3sOf/+1/4X/87o9QDm9BWYwtNO1EYrTpBgqwyWzHeIUjLinEkAjGQXWgNex8EzAo5rgUAfLUPAKfKtHGmPXt/1UC9CCwC1SX3Yx/vH0CVOuO7zSCMDQ0hPrsADg6GqNsmL5QakATIEoM1dscz5Q8Ud4chyc7T9NiqL9EgJY4w0i2UIPCU2+U9Q9gcHAIE0wu2mN1cemQEbL6+umysRkWsrU/h04uFdRmURVmB10lFxQUBeP+Tk2kTa0MQyQJ0CJyNf8KvUJJxyExAySkGp4mzmkHo4nUXbbbPdyzjwVDtF3sHWI9AeIXmOLLa46oIX9TWaw1nptaoCLJBXu1A9BDbNRcmgg3K2XkSL4p3EKgxFB/0Iul+1NbXiC8IhPQNiUAa2wWfB4TZVEmkHfPxlBTArTPaRMiOICpXGPsI/2Ruqc82gxWvoHozPPD92p+dFlTUTRcbdSRTy1fGEnAtatOaOOIvdZEPRzc7OGeUomhKi9c+kIbZa+PNVsSC2OFMDyrALPwXHQMDGJ4ZAzMeSH4bDbYbD4ZlDTAZucF2OQ1I8vTAMqKkaCb32gK7txyQuPsCkGdQL6zCfT0AlBe5INL2zRRurwMIY+DuRkuFnrSIGfmhpzqNrSmmeP6USc0U7aeKoORpiNS6kdoEgvuBLJCzaHil0fXX6b9RejHd0jdTjDM1MDG0AHRJX10gKNemy/wuWBROyP7svDYwhVpFS3o627HS51DeFnUCv9nKlAzi0At5U+J7RiMCRSEm+Gxdw6GGuOg/rMWQhpHyKCSB+bEHARjtbB3Je0/tYa2dazON7ApX8bSghACASG8WTZ4YBuGrkkeRtON8ZN5En1daYgOLAJiMLA2jtj64G/ufwSULcdZECwvYVFst/7IJzhlm0/aLJf4Im/oXDdGalEs1E5pI5TYnzWVBs2d9xFcVAAXJV3YhVWRyCYAc5T4Oc44MoNNofKyaJP2v55/LFc5YYd2OH3dZvzjLRAgFprSEhAVWLa6zqTE8Wfs3bsXJ+8+R1yjNLUIEXh9iTA0y0JXRz4sH+7F3suK0FB4jrCmKUw1RcHGqZBULgeNcYGIyqnDrHiESTFdD2VyPbHdyvHQrwYJBuvLblr7I0BNG8nDYnIy2QQfo/v0OZ2oVpEYKo1pVIZFIz6hntCtKaQZ6GC9ruUgEvT8kdM1QTPrdd//1AX1ErMC7w5TKAuMQkJaE2lZhBQuCtd+/21tRNeI3tuMZxjjxwP7cOzKAwStznhtPUj+/rOKZsjrooT9OuB30xXVwkWwhurh8lR0XtkjC6Pk9JKQhxL3u3TZOWVrFPWICHGd92W67KfrjxFWI36P1pmAe+454EjsXx0uC4TqddEzzTKl7P01geTvp47Dp6/CvbgbJT6+8PERi6E2+OHgj/tx9raieJEsQXcyHpI6mF3rgIRgVsJG4yb9HMMUykXz0FUQAyd10SL0zgQ9XD65F4eO/4wQ0VsB6g+AeWDCuv4301MKGwXR33PTOgljLInvkBaM1cApNBalPSv9XYC+sgQ4KIvEULuTjXH9573Yf+gozLImML3if8X1SB3UK0ZmfxUcFEWfVb3z6R2kHEYRzH4SiaGyWtOg90AUwxQCm+hvWgGzLgr2Ufm0/QVzkwjTEj3ngoYzqlamLKQIm/kf/lwZTA8aQ2K5G6YKnUhsEtuS2Y8EB8V19odwHq1ROnTZfSMf8WurVljtEImh8kZJjNMT+a/17f9V/tET/Zy+bjP+8RYIkAwyyCDDVscCOooLkV9cSRPz/z7EYqixqRsW6crwt2OJFkNNj0wSkdJfAT5nAgku/mRIKMOvBS2G6uDzBnZ/c5Fo6UKGe28OMgIkgwwyyPA3Q4jx8VFy/NqNzktgMifQ1yejP78eS5ibm3gjwrILC9NoaZHIKyTDfxuLizNvSFh2Dg0Nb3Ztg4wAySCDDDLIIIMMUgcZAZJBBhlkkEEGGaQOMgIkgwwyyCCDDDJIHd4CAVoEZ3oKk2Ms8dZEEShhzZnJIUy9823Uf6cQMtHXO4lfziu4BP7cJHqa61BXR46eCVoMlUo4xRrrpss6B9dE95YWuJgcGMLcPAejfe30+d5JLhaXlsAcEX1eOdqGpum8CYtCDiYHh0HpNFJpyqd6xzAzL6BzXlC7hyb7W0X3dA2DzV/bGfTuQP3WSUxNc+idafypnnW/o6V3lE5axh5rRT353NTWiemtrFW1vAzWqLgu23oxuZJkYwWLfEwPd9Hnu0ZmaDHC5aV5jLSLbdbehylxNkvBdJ+orLkdgzNUCoUF8uxuNDeQsvoGdIxzsMSfw3BPs+g6+qhHvzjpm/SBi9EW0g/EnyQhmO6n219dUxsG1jVADkZaRsj/S4L0q+5RzApe9YXzU71oaaxDfUPTahI9SqS2t6OJtn/9gGjHE5XbZrS3RVQn3WPgvVuRvr8LULuuettE7bJv6lUttHlGP1qbRG22pX2MTkZJidT2dYpsWdcnyqpNCWuO9a3YchTzmyp4zmOicxRMoejcZvbnjHWIPouP1v5JqasXSlh2uGvFBl2Y5IpiyUZQGbN7J8UNfIGHqaFO+p7u0dlVAWfuZC9d1t5HfPymmxwFmBmawDRrnkRKUieLQkz0iL67vX9sVUCVOSSq75bOXmxMY/eGCRClmlwDz8eqMFjJA0SB/JiZ9gyYqNyBa9E6+T/pxXQ5bCyTf3HnxyKPgfwwQ1w9eQTnzp3AjotPkdPOBG+yHn5PLmHPkR9x8b4lctpESvPM/gwY3tdCam4CdG9fwOEjO3FJOQrdTA6qAlXJM87h3MkD2PbvH+KEcSJpnItgdCbD6JExqllcDDfGQGWH4poYansuTB9ewMlzJ7Hr4gOElfS9Vt337UCI6cECWF9WgbU4D9BIhrnod/x8FN999Ffsk3dEfXsLHJSO4vi5M7h25z68k9uwVWP0EqsL7koX8dO5n/HjhZuwjCilldxFIP2vrwRODy5i/5F9uPjIFeWDhOC2huPW8X3Ebj/jwIVbsI2pwBxzBEmmD3GM2OzY+QtQckrAYH89HDVv4sKZUzhN2tsZDQ+0tpC2ZvpAZPPjO/Bv/+Mj6OavbDCVJjDRke+KS79XpLfhrgNvFCmWT/DT+bM4fv48FOxiMEazJCbac51w8d+UUUxfSIGDgdowKHz+BKE9G3r/3DBCze7izPkTuHD5LKyCazDOnkNzqhce3zpP6uQ4vrumhZYJAYZrkqAnfwGnSD19f+kJkuspMUjxc6QBfCZK4+xw/9pR0jYP4N7zVIyJ9btEEKDc+S6O/XQIp89egoJqFHoX2GjN8MPT2yJbfn3pOZonhBhrSMOLB+dpP/fDRQXEV49uyKrNRn9VMOQ/foyoIUJAlza3f2uUlqifnDqEL//8EQ4/D0DPSk4TqcAy8TU50DnzCfafJHY4Z4CkzglR7ipJ8CeRZ3kZx6yonrSIua4C2MpfxIEje3FRwQvVo5QYag+ilC9h55HDuHBbFwk1jA2TBXxMdqXjxXEluCQ10oMSVmceVO7sJ997HNcfmCGzngzyGe0wVqbayClcuf0YAenDZBizhjdKgATcEWR7GuHhsWt4LkGAFgXjSDa4iqM/X5FKAsSoj0dKqyj7JG+8BYXVDRgbaUFCXDVYQi76yqJhZWUFq6A0etS9goW5cRRmRSO9mQo4bJRYnMSdl60YqvbC0yuOaGb0IlRNF47kOUxCTLoT1CBnEkeLoZqYJWKYUQuTow8QvCKiQjDbGgsLNTMkNkzQM3StMapQsCkio6IKRFgr4+QHt+FLEaBXxFDvwyDk3YqhcqY6keKii5u7bsBYTIBWwB2uhL+RBnxSujCeb4rdT4IwvrAARkc+3IwMkNq9lul4K4GRq4NLOnlgEXcw0pCO1MxicbAlWOKiJcsF6gq+6CQd3/P+c7gVdKCvJAD22dTuCQG6U62hZeWJ+uoIXDjtgH7SCgYqw2CuqoG04lL4JBdiZJZHRtfd8COOw75krT2OZmnh7p1g9Io/Sw94pI+mwNvwHnb/w8NXCdBoAq6ed0CXkI/humiYK6kgd4iH3uJEeBrcwZ7fKYoJkADjLUUIsVDE0T/dQdAGAjRfG4BbGs4oHmCCP9eLwOd34JGRB3c7G4QXDZKaYqIi0AxpTWIxyNBmWgyyJdkD8TUTm2phbVmwx1BckofiLmpGrBoGf1VFNl8i1PK64PvwOVzzOsBbmYRhdyHY0QFecY0kCI7A/8I3sKlkojLOATpWOZgBA8naV6Af04y1yW4BRpsKEGz+GIf+7Q4iCAFaJN/9S/af68mGi64+wgoH6VknqcESD53Z/tB/4oiG16ZA4mEg1x/Kx77AbuMCcg8b9ZQYqnIAuhmtcL0pFkPtCcaDoyaoZQwj0cyEDIBzVsVQKdLEHG5EvIMGLn11E3ZiAsRsToJ7PrXZXkKMtj8XFsmtpGxzMfY3SoCE8wy0FuUiaYMUxnCuBR4rW8Dc9KlUEqCxHD1c08klVcBHZ7InzN1C0d4USQeg+vYUWGiawtrDAy/0FOEUXwz6bcQrGEacgiosC7rRmWSAy+aUVpMANX5qMA3KBCWFk2N0Do55TQj3osRQm4nDnEem1mEY5YltTph3VoAdnEIyMS7+jgzDc3CpY2K6rwednVnrxFBneorha2GEZw9UYGjujcIuxrsVQ50ZRVtVDkIlMkHTWOCgKcsPFrb+6CK8kltgjh8evcToghBT7WkwUrkL/wpJurR1UGH+DW5YBZER6wM8MHJDbrtEfxIwURZphEeu5aSl8VHqcB+GMTUS08cs1IZ4wto1Ab3jncgM9YTWAwU8U7NEVE79OgkW3mwVHK+pI25Q7MLnWuHwTAlhjVvTrr8MPoZqm9DLyID6+6qvEiBuH7LDvaHz6DFUVC0QkVWLCT4fg1WN6J3JgNr7amICJMRkZye6+rJgfkgXURsIEK8uCDfVHFHYLxJDdX14AI/N3WBnfAfqGkZQJnX+5GUFuBOdCNI/hMcGDlCn2oFTMsbWpgGlCuzObNgZ3oD841gMSKbCHszAo+vXcPXKXTx8rAiTlG7qvQs6y5PhoKsJxQfqsHYORzsZ0U2QQZOX6QuoPHgGY0s/lBD7r5FJISbaO9A9kAmTPVqIIwToF+0vnEVZrBtsPWMwsP6959YH5X/8nmDHrot4RNnFPha9U+uZEHegEG52tnDTPo/jdpQYKgP5oSZQ8qwivYyHIpubeBHfhJFsIxzWyiQRTIhmSgzVa00MlbAmzI0Nor0xG95PLeEnJkAUhLODSPdVgbyCOVKrJkiEJJFkgY+GGH08eKQC//ie1WspvIU1QBukMKbyoS5ngvTGRoQ5SCcBEsx0wf35MxSODCAuxBdhqU3gDcbSBCgv/AH+7Q+fY++hQ9j5+Z+wV8WLMOGN06YjyLQ2hblVOgbm5tEaoYoTztX0mdbwp9D3S8Iouwmm3yshf/T1YqjTbRmwMFBBRMU4vZ4GaIDR9yooXPWdkmKo82hLdsBjY3+kZCbjpZki7BNIQ3vnr5bWS2FQmJ/qhr/hRVgn9YmmV1n/f/b+gz2O5D7Xhz/A+Z/j8x7ZluQgWTo+tpWjLWslrVbS5sAllzknMJMASRAkQSQiEDmDiEQiQBAgcs4555xzzjlH3m93zwAYkOBa0nJ3Zc7ce/VeRIfpmV9VVz1VXVVPN+7X/8Drb7/Lzvf3c0TjyisrgJJvfpOfn3IlJjkZfxcDrLwf076+FM3COFn+2pzwrZb+rPQ8xK2AQnmazdGS/RhLjftkN46z3BjGMU17opITifB3wt7WntINA9lanPdf5kFsO+uuOe2xtzmq60v31BeeAf6CKER7OwHUHMnpm/aEJyYSGeCCvbUVRRvv//O5tSGA1qnFbhsBxOwQYRYneO+93/LuO8c5c3YXZw1tuXTkbW45BpMgpLnV9bdwSa7H/MT3OKLvJzybyTgbHMI2uV0pzVCXx7sozc/gkekBPMsVys25Yarz0ogW0iQxIQ4vxzvEFrcQ7GmHidsTIZbRuFzbg0/xJGXhdlw1fyiVc96G57FPaN3mVX81VnIBJK6Q/6L4T3cX42Sohkd6z/Ovfl511paFRnMp8bGxxApxeeKqh1NKy8YYVeb7SHzojGNgDhWPr/zZZqibdBD0jAASxyx2VOcS5qGPc3ia1DsumrEPNxcQFXAfN18PqhWWifrcBdBApDp//7df5xv/9A2++td/xff33CK5UbnMUJ8uL1Dy8Dof3DTnvp0OGW1CjuiTCaC0J+r8WjeC1tZWaesemtxqajjbRqjxTW4aB9MwssiakJjt6dac1Y5jXGjR5zjqY/skm9Ecc35wJYbFuR7JDNXar4RZRgi9eADHUrGbeIaqSG8sbvrRLHc6psiEH2gkCMp7na1mqMkOx7kd0SXo7TXmC114Sy+Q3i/ZDFVU/4ONERjuMqd03WVYYGG8m7a2NiozI7AzOk100xfWVfWFknr722jGTksCdqwsEEP7++R3yFtZy9OURdtwwyKNCeG/ZOOr2MRVM7+8TEeqHWf36pHUPIWY/EPRmrxvliYU0k9ZGajA2d4I+/RuGE5H6+3D2AkF+sxGCd5J4AUD3JNqtjXjVB62F0BDcdrsMEtifnWNlaEaHjgaYJksGquJ/AkCSGBxapCujlYaa6p5cPPX6Lv6YX5Pi7Q22WDSBteP2G2Tgof2u3iXygZ/dodpcMBJGc1QN2nz2s1B32cWyVtdZeXpU2nAcrrDQW44h2JvY8yTslEx1zMdpc73boYT6XAO4/heIZarzOXY8J86oUw/N+FjqwDaPv4LtOUGYnLahZrFV7P8+S8R4y3EXfz1gwkGnLqfyqS8nJ5rz0F3/w/5m6/9I9/42l/xP/7677n8uJZCyQw1k0mhzErUl5uhFjty4GKoUIOJ41etJTPUnudeqz0vgNYZznFBy8GPOgUz2nUz1Kgv1AxVzuJws9L2AInvLHtbQrnwxgnM3aJlcZELoKJcR46/dZFHJZU8sTiDrmus5J8isjYriBmTq5y95EaeULmLFXzf+BxDzSHovKfB4/QYTE7o4JFcR8ydH6GfKSb2BGVBduhesScl3YdTv9YhaVTIOQtDpD62xcgtX96qXyX15r9xd0vJrGiGOkfZIx123/KhTLhvvNMpzjpEMDb3XNPoc+YZAfRUUQDKqfHjdS03GuurSHDR5apGmFBlv5os5Vrya/0IKS/khVpi88CbxtFFxrtHmX+6SEfBQ3T26xKeHsqt3To8KuumP8+Ut797jWh5HuoaHGexzItf7NIlW/i7NC2Iu3oXCEkI5vrvz2AZk0uTsL+jq4dxMb1H8rmr7UB8ZZ+851BZURRAq8xPTjE1Oc9qzUN+s1eXtKZmyjLDMNJVI7RyvVvuvxJAT1men2ZiZIbltgTUjB1JzK+iMtqII++7Uj9YiYOrHc7RhVLahdz5T+wzhWc50IyrXunSvnibfRhGtyBOEFUaRhvxdLfEPDhLikGE/q+xzFtkeWGGieFpljtSuGjqSExOBa1NdSS4X+VxZi3O93TQ8YqnVrjm8c2fcdm/miwvHY7cfUS5sC/G5oBQaSczK3zOWK9ov7nOpgASzWi3jf+SYgNECRHNUIONOeUUL8WlPMQQy/gmZhfnGRPipth07gvXkPUAMU9Llhc6R+4Slf4EzR06BNX2MzWahM6vT+GTnoL9FV3sgsqEmC4y1jXK5giRrQKoP9GId43DpHtn+d3Bwi+C7kxX/uOGt7SvJNEHR8d7Cr2zn4sAmqYuKZawR0UoSh1x2ltGuDNRNZ/NOee/K3PDrXjbXcUjW74k+GguxgbhDAqZpuyxDm+++SZvXrEmW6Gfb2aggQdawn7xmHxTF7sK58co8NOW/tawj6B9YowUUyMS+uRN9pE6fEwvSMcNwhpkXZBzw2Qn+G3eX0idJGMDkp4xQ4019COjdViq6LbcX9OV6t4vo+dulKJHYcQm1cmEmyCAujLd0Y1slo6uU/3wFO++8yb7z1wn6RUepft0bYVir/NSmuy/bklWq/joN/PwlDvl4hTd6V6SXDWl41oPZF3ABff3yNJQvh01fkTj0CJV3kdl+w6exz61k+5sD64e3Txvx+FzPCwWCvy+IqwCYr+k9P9LogGvo+5CVSgyQb6XN55eMjPU9fz35v4zWG3JgHV4HvUQJI8inYQJDYvs/knh34u0ZofjdEtmhtoSa8jRT97k/Y/3EFgnncx0QxKGl/dKaSI9/wILA7X43JWl3ynbOAZl61goFYMVEeifkeXV817FrKwJDYDCaByuycxQ2xJMObn3Td55/yMs02S9bf2lT9A5Jc/j9xKkfZNdZThdk++75U3r8BxzQvls/qHMDFVGO8HXvcgVhKrItvFfmqE61euZ9FcupnurcdWUxfKEeai0ZMbiTBGmb281Qx3NdcEgXJ7BJ7uIdbomXXPLOxsh/CAOwQgzkPZdMPWhTpp42oD1azIzVBmDZDg/IbGgXRpsvjQzwhM92b0P6bhQJjejXS//Pjl3+zn98TkIIBUqVKh41RHNUHPIzC3ZGCf157Fuhpqw4V6t4s9ljSHJDPXTlxf5YxDNUCPv+6JyA/vsLC+OEuHg9RKMZWeJsnSWxO3LQiWAVKhQoeJPZpmhoQFhE3txPgtrTE0N09Wlkj+fnTVmZoZfirHsyso4DQ2KgzhU/Lmsrk5QV9cr/+uzMENNzcsd3KASQCpUqFChQoUKpUMlgFSoUKFChQoVSodKAKlQoUKFChUqlI7PQQCtMDMyxEDf5hTCic4yioqKhK2Slu4xhamFysHa/BCtbaP86a4wayxMDtBUIcZO2Jr6WdpY7XSZqcFBBgc3TWdXV2YZaOtgcnaGntYa6ZrmgRmFBdKWmewfZGhoemORrtWlGQY6OpmSdiww1NzLqNzATjS2626Q3bu+a4SFL2WiyRITfQMMjczIvvPTp5K5nRSP6mYGp2STK8XZB8XF4nctp7FN+K7S3leQF/x+GU9ZmhultUqWZkUN3VsMbFcXphgc6JNNbReY7qmUnVdUQVPHqDRNVVzltrKsiJLSso3lGBYm+miUf2ZxcdtnHPT73xnhuars2vb3L420yvJfeTVt8tVvxZmfVeVCzEpK6ZNftDjZT1O1PH2KWp/5rBUmehqpKBGOCdfUrSeAHNG8tllulSMu+NbTLE+/xl7m5SadysKW3y/fmoa2e+qFMqyyeyPOivFvVVz6XChnxrr7GZabLm+yyuxIF7VCOorXFAvluLiy8HB79ZZ71/RMCuXvEv1Nsr9r2/qYVcI1Q0Vj2f7WKllcnil/RLaLv7hOU2/Lel7uYW5pVVq8cKxLHuOa1g0D53WW5yboqJN9TlFRI0Pzy0L8p+lcf7Zq2xjdSABZudjbPPRcvfCSBdAq00MluJy/hv7GOkBzPFH7Lr/ccYADB9SxCyhSutkOs3XuHDgewID87z+W1YUR0h/f5fCuD4XY7eJX+y+T0iAOuhQKyr487I9rYOIgm4YrMtmRyF21O8SnRaB78gAffPgG+9Wf0Co58C8z3p2N9SENzNyyNtJgtCkGwwv3KJuao7siGI3/uIyvuA7Q2gpdBU84v/8NPjnwCRdvO5DZNM4Wv8HPnSVGRS+XfRpYytcBWptqwln9ADsP7OXdA8cxD8plYmGehOv/KeSx/UKcLmDqmvUnx/q/C9v/ftmxpytzlMdbceTj94Q4fMIb+8/zpKBLSEvxwkW6sr3R1NImolrMQ/PEqf+UX0jP5SUsPHMZmurG/95p9gh57dDRfVj6FdO/sExdmCnHd77Ox3sPcOSoKw3S3ZSNCRpSHdn79cvPrwQ930u02RV2HtzPxwf2cckmmL7+XgKdrnL88G4OHXoPfYdahKeHhmhrTu38DTuEWB444IjoUrTO4nA5trdPcHDfHvYe2Mnum/dp21jle4Bko118YFMk1hj0lEajd+4Au4V0/s2Bi0SXD4naWGlYHGrkia26EEMhjkI8v/n//Qs3kp4dtDxBXbIde/5ebka7ME5miCVnju0QrnsbteuJ8rJzkaGWRAw/VMchtAzFidLLUx0EO13n0O6PhWs+5rXDN6loHybNQ1N270/+wHe++m8ccC9gtD6Fq6ffks47ft6UpIpnDTxfcZ6uMFiThNGFA1KdsaX8ERHj/8iEowfeE/L3x1wzCaV9Zpn+ynjunpfl5df3XyCspI+5gUocrhxg14E9vH3gJA4RJUxvBHONvrJItD75Ke/uFp8jc1J7J+gqfsDRj8T47+Gt/ae4H1MhidDV5W4izW5wfrcbjfJPWOelCqCluV5SXI24+NFRtNYF0HQBN187SexnnSzx3xhJAB15QGFdMbml3cLjNkdjchzFPdNM9xfwOCgIPxMTTHxiaNhwthRkzswQuemRpNSLKyrNkm/xMSd9GpifbCfB2YAzbx9DV0EAtURqcuZepMwM1SyGvtEK7r13Fv+2SebGWom7r8ep3x/jroIAqgu5xkWbXNobC3hifY2P/+2kZIa6vDhFpstZznhUCFXlPFU++mj7ZwuV7Re12tpTZoabiHXS5cRvjwuxkQmg5RZP9hzyo1+IR0WwOSaWXjR2l2LwxglChv70Prb/boykabNfL1No0YomjSkkpeWz7p8rtqSqMoMIKxcXd5qnwuMMZ10ymVpcY264Fj+NHbx99IZMAE0Xo/PaUSIUVmwTzThP3L5PXvcUi9Md+N88iWdxM3Hm97D2TmXw1Q/vC5inPTeGByZn+O1fX3heAG0xQw3D/Op1MirrCU4voXt8gYWpRLR+bEz50gBJtmZYuifSv00s5zoL8U3IpX9yUTKj9bn2Hra5YuIK90/y4Mo7P+R35gViVxC5IfbctcsUqvgRorT2oh/VvFnRKBn96Xc5q+ZL8xajwnlas6LwMFbjja/JzWhn+sjOz6G4Q8z0Qv7/9jUyxVl4fbVEOWhz+D+PY/WMAFocaSEuJZGyLrECmyL55i+5ErN5xkiJG9rqDuT0TjNRH8+DHHGyt4IZp+w05WBlhopYe27dSxbK6jESDI5j8KR8w4twqSsfG1N93DJFC+Zp0rU/QTuhhTRfXYz8a4QUE+tFX2LL+mmN1uLkvVxmhNqypyyOxKwyRtedZVdFVwM3DG89oEGhS6cz118e/0WaIoy4YfOIppFxSh7fR0ftEEc+bwG0vDBGY34WsYorQVfd54c//5jzp05x6qYpwaWvatv8xUgC6IA9gYH2mDjnMMkw4Rpnsc/rpTfbkj3vaOHhZcXFozr4JQkCR37dVnoIO6+JVW4nizPDNBVnEubghJOCABLNUB0zawgUzVDD5Gaod97GKH1EKISHaCrNJNjSARcFAZR0dzculVOMd3bQ2pqGnXwlaFEAZbue58T9YkFqzFLqfpZ9xiEMb/ojfM48ZX5ikKbyjC1mqGtTDUKLzIJrp85zU9eBhNJ2pqu9+fXrn3DuxElOXdPDK/fVXb2j0PRnHLV4iI74POk5CuL4Rf2pgyTpG2IhtoIW5ykPNeDmDT20zUxkAqj2Af/x2i7Zc6l5l4cFvSxW+nP0hj1ZnRMsTDdx/9zvMPBLxFYQQu9/cJDTwrlnPYUKWOlYpK+yjs6x5BeYoXaRGfKAW2pnuHJVKOMUjGXHi3y5cvET9K0qGB2t5v6dU7z73kHUxLi75chO2ob5iWLsD94iqmee2fY0HKzt8ND9hA8dSqTevMHGTKFy1+XSKXWMrB9S1DsjvbZWOmYacblzE//i3mfc8EUD21o6JxTNaGVM1ydgemc/Z9RjGRCnzo/00Vydjo+WFZ7PCKCttOGz6xweLfJGqpDuwXbGeMSVM71eyY93Ee9+BbULZkLZNKxcPUBry4yJBtpmBlw+dQUDcx/yBbG5PgRjubsQGxM9nFLbhLhMkHjtZ3xkncljvd9yQc+O6+IzYR1O19g86Xd/xHFTL7TFfYbuctd/OXNDJN+/wGu/3csZ8bhtlNRo2GScAjdHrLyS6Zufoim9gJKKQO5+3gJIxjNWGFNd5CYmEJ+ZSUKYN+6PHlO5ZfXhV59PFUA5dqideSzEapQ0G1OcgrJ5zguVXhLNjTGzTqZ7bl2ADJG2RQBVYfyLq2R9ihkqwuOetEUAVWL4i+vkbDylClYYT1fpK4vm8q4f8Kvf7uTYzjd4xzjqCxRA62y1wlgudeeTa24kZKYS4mqIrWcobd29FKcmEZeRQVL0Yx54uyHU568kohnqz06Jvz+TIHdD4SF/RJtC2SBjmFwvO8wNQ2kYWWCuPZJrlxzJLEzCwV4ugKZ7KBRatnHC5yRGPuKBryfFrcNEWB3n7Tdf4w+/O4LauU8wiGqhszKfxJQUUoVzA20v4FMlv43S8QIz1KZwjmnaEZWWRuwTV2wtzDfy3+JQE9kZyXhbnCa6dobu6gISk5OlWAbZnMNzc6lhBWpw/OQCnoldzMx1E+15n/shBVQ9Os8uJ0EAzY+SH2zDdcsAkjOT8NY/hU1ip3JZYcjpTDJCTV+o2Ia3bzZuZ0UiOoaXF+UKDaudCvHvIvRTBVAbQeo3sPAsFcpvGQOCuL0tNDLSGyc2xOfa4gxd9UVEPdDnfljKxjg6pWBpmsoIGy6Z+pGUmcxD4/PYRNczv16fLc1QGGzKgfd/zm9+e4CL+3/GB5ZpWJ/4Vw7o+Qt5OZMHxkexim8g8OLXee28B4nCvoD72lj5R9KznjCrS4y2lJGclCRdE+Z6G/u0Xnn+n6ImwRsLzQcUdayPdV2h+0sTQEJFury0LLNWaMngvqPpFjMyZWCLALovCqB6HN8XEjpdEEB59pzVCBeqrElynE2wD8zYaD2KvSBPp1p4YqjFLdMwmseWFVp5WwXQ08J7/OBaPEtzPUSLZqgPi5l5Okzw+YM4la13xG4VQE/zDfnB9SSFVoqCABL+Wl2aZ3Sgi25BYGQ6HeGGbybjX/jo4q0CqMP3ILvdmoT89JSlxjg0zB1JqB2S8pj4ned7K/B11Mav5NXsfE67889oxs1Iz9NzZqgCT+f6SHHW49oNTyoGFqTWV8ODPfzV//4a3/jG3/HXX/k//Ps5B6p6Z1lelMVsrqsYT0c9AoV8Mj81RF9vN20NtTzQ+g0e5SusrqywLJQuYt5r8dzD8cfSk62E/NdmqKtDQtwcDbBIamdVjJkQNPHVZLL1bvQThlhTiGWnz14O+Ssq9aes9qeg+dZhHDO6Eceqz7ZmcHvvj/nq332Db3z1f/E/v/otLnnlE2p/SbhHH6JR8VyWOT/VDmdR6d6BdROmZYpreClTLzTpVRBAolHnmhAx+WCpVo8dCvF/kQASrhktx+n8JQw8sxmcW4/xCJkuTtjZxdMnHxgpDtxdkX+P7cw4X3VWZ0eIdziNfkyPlC/n8x15XecJI+vvwIS4L81NMNgn1CldfURr/QvqT5rx0v4DHiULwhVCUz9SiyNOGQRrfBudZNmA9JH8B2g7eFPZt175iIarwnO0IjNd7Y/S4uD9PJYXpqgON+ficXOyOmYVxqt+mQKowoP/vOFBQ0MDlZmh+D/2p6RfOlFpkATQQSfCvCy4esmB9JInXPjVx9z7LwTQ6kw3EUZid6ozmUL8xBh2brwIVRRAK6Rp/xj9LPHCScqDHdC9bEt8kgenXtcjWTRDlVAUQCukaH0HQ9GPboOtZqjl4SYcs42koTCYOwd08Svs5It/nLcKoKU8a/7joAXZQixSH5uhZW5FWeIDfqflTHVtPdX5CQT5OZPVJbv6VWMp34bf6odIeSHziQW2nr40jS4w0j7EzOIkuW7XOLjLjCR5fmkfmt7oghYbIBs9QNW+/ErTRTqnKjeWwEfu5GYlcdbEgdjsEkrCDTj6kfDcDlXh4GyFQ2imdG6O+1mcSmWfp3xsNUOdGx9nfHyO1dpH/G7fHRJr6ihMDcZQ7xzh0eFcNrUnIqOY2uoyPHU/JCirDldXK6yfpEuxzPM4g33xGkuzk0JDY4rZ7gSu/u4UphEZ1ArHm1o7hMpjs8e1N+SirAdobpiUB7qcMPKjWDgv1GwPp90yWVE2N/jRUiwN7QnNF8eUiIgV7BSj/ZMKjToFATSyNf7BOq8J8ZdOEtgqgNZWZxjuHGV2tBLncxe4bvqYQuGaxsZG+iaFu0238tjZjvthVRtDFvqTTHjf8In02Wm+d7B6FLXZa6EMLE5R6KfHgTteUqwibY9xzjmeSSFNhjpGWVCMf5YTe3+qT/HCGDnB5lxyS5TiFmt3lHtRdfSnmPOeSbgslo8MsPILpXNynuG2IebE/P/YlCuucdLxogAdLJJ7aI3R5v2faxEl7BP3t/WPCY0C8Zn4QgXQNPUp8UQGlkgVlkih60Hef/99DlzSI1bJen9EFroSsLDNoK01F/tr7/P+KS0MNHUJrR9ltD4SR/d8QbbMUhsbRGRWNeLzJTI72Ii3tnC+ELv1TXPdIZEJKqOiiY6qFP41RpqlKUkbZqj1+FmoS+cbRzbKzFAlxikLjSIuvkZ4yEUDVWNS1gcQSfQQfy+ArDaZGari/W95pGxM5f1iGaMkMJL4lHppKuvT1WXiTeXxuGBElPx9au2jc+z48H32nL5KUPmrO/RQNEMt9b0i/f4jN23JaRMHybbw6JwnxRODhBpu5hVxu+iRy+ySrNU631dNVGQQ+ULrSEQ08BTP2Xf2BqGVso791vh7nDrwPjv3HiRYPt2rryQQnbOyz9vMf8pII76nPOXGphMUePvg5S3rgV3Pf+8fuYBtaod0RnuSJWcPvc+HO3djmyF7DT1QForBOVks1f3F9y+iGWok97UfkZXrxY1Tm2m3+8QlHpVu5uXRHGdMomUmwBMdRThpys/VC6B77EWvgF5hBitxC4mmSBrULLJEZ2GMEBeZGaqMBnxOebGea5+P/zria+MwknJbEZuLc2P5WOwwI70pA2uNzTT58KMdMmPViQ6iokM2yh8R0Yxz/fk7buBBeY/ypcl0Xw0et+Tx0vamcXCWxZlizN+VmaEqxt8iSTYeeHG4icdmsrLorF2MJDDFXtNcj4vSvmO6LhR3ianSiM2vZWaoivn/nGOCZEabbvux7L7y7Yx1BF3johReFYRTFgH34p/zdvscBJAKFSpUvOos05iXQ1beSzBDbaklKSJRPi5PxZ+P3Aw1JE6QM5+NxdlBIp39eEWHEn6hyMxQfV6CsaxohupKq/yvl4FKAKlQoULFn8wyw8ODwvZZ33GsMT09Qne3uNSFis+GaIY68lKMZVdWJmhqUrKxGp8Tq6uTvBxj2Rnq6j67p7wiKgGkQoUKFSpUqFA6VAJIhQoVKlSoUKF0qASQChUqVKhQoULp+BwE0ApTgwP0dY9vTEWc7aslJyeHnJIqOjamcSsPq3MDNDb9OauCrjE/0UtdsRA7MX51vdJaHysL47SUyfdVtTAmX2dhdXmGvuZWJmam6GyskI7X902zurrKWEe57Hz5VtY6xNLKU1aWpuhraZPPPJtnoKGL4dlFaZ2SlYVpOmpk51e3DyrMJvsiWWK8u4+BwSkhZwk8fcp4p+y35ZTV0zcprg2xxFBjKbm5wr6iMpqH5N4QryLb/v51nrI0O0xjqSzNcmo6mBYdbJ8qpH95AwPyVVMXBxtk+4oraBmWLZUwM9BASWEOeQWF9MhH9y6Md1Mj/8ymLQaSysY0nSXt2y6UJ3pT5eXmbpP/hGeopEN+zSozwx1UFcnTp/HFK8LO9tfTMrI11qLhav0zK+stT/bR2icaFSvZFHghlrMjnVSvx7Jh4JmVoGWzWEvFvJyfT7c80RbE8lRedjYObl3UbGWqn7a+Yea3WGq8IP8vzwrlZpW0r7ZrjKVVobReWaS3Tv59ciroGN40nVYWVuYnaa+WxaCmY/g5A+0/Nv7ibNfRdnmZVdG4xfT56coCAy1l8jjLtorOcWnNLZHVuTF6+nqZmBfnMsNYW6F0TklVw6adhpyXLIBWBfFTiJOaOnrr6wDNdeB/R43dx46w6/ARbrvGbHgXKQvSOkB/jhnq/DBpAQYc2bOLY8f28dsDl0isHaMpw54jOz8Q9h3gnYNqPEiuk8TJZEc8Bmo6xKeGo3vyEDt3vcmBy4E0Tc5SHqQrnH+MYwc+4Gff+j67zGIZFjLIaFMUdy+YUj49S2dpIJd/fnHTDDUvkHMHhc8Q7nP5tj0ZjWNfuBnqSHsq93Zf2TRDnWzAUf0we48d4sPDJzB/nC2IvlQ0T+4Wft8R9hw5yGXrIHpf0dUWtvv964tTimaoZbEWHPlkh5Q33jx4jsC8LuaGqnG4Irvmg0MnsQ7OZ3K8izCjS9JzufvIIa7ahdLX28lDO3VOHT/I8RMfY+hQw/jcCMmBZpw9uUf4zPe5cCMZJVvIXc44tYm2fPK17cxQu4m4p87e40efyX/j1MRZ8cnfa0jr0KxMdxLqosXRfWJe3cuv9qsj2bY9y2w7Xud+w5kghXkzC/0kGOzkfZtC+Q6BpTGKPK9x4G4AHWN/evPqvzMrM91EetwWYvmJFMtf779CUY9CbTvVzSPH65w6cYDjxz9C36aKsfkx0oMtOSeVFR9w5mrcZl5eGqfU9yaHDXxpVhT52+b/FcbrkjFXO8iHu97h4IUHlA3OMzfWjPWef+WtfUI5e8yAJ/lt0pR6pWF1ibb8x1w6LZY/uzh92Y2irhmhGS9HjL+/CccP7+CwkGbXjUSjbvmxZ+K/MFiO3ZVD7Dt2kPeFMss+vJh1DbQyO0KG923hHkKc97/D9772XQ4/KJQtQrk6R3OSE5duGpHcKDyEwzXonnpTKufOXr6OX1Ij0sx4OS9VAC3N9pDkbMjlnSe4KRdAU3mmfHIjRmgBia3QYjKSU+hcX0tcSZAE0GEPCmoKyCruYoFZ6uOjKRCaJVN9ufg9eoSXvj76HpHUKbTwVmaGKciKIV0QHsKnUGi1k+NetbQIwuRxkThDYYH6oFuo20fQPblKc8R1zppGEe1tzT3zWPrGKjF7XzRD3WyzjteEYH7bnLiaEWnxsNrgq1yyy6O9IZ8gG012ffc03oIAWlqYItP5LGcfVCKaoVb76nPbL0uobLe2jj4/1pgRWtUxjrqc+v1J7q1bYWwxQ7XAxMqbksIUHBOqWF0T8lhzCnZ6lwmufjV7GodTbrNfP5sZIfUG6tJJzSxkvcNhbWmOmpxQIivFlWnmqXwgpJ9zJvURNzhiJBoLLtFfnUJqdintGUJlfjWESSHOk32VZMbH0tpST3BmOQNCSTMzHMOtX5hROd1LdkE+FVIT+gVWEK88orFmNJ5m5/nd3zxvhjpd4sT+608YWVlheqCGzLhImsfmaUmP4IHpOX7/NXVJAC2NdZCSkUypVABOk3nnNc4rutFKzEjP2t43fqIggIT7J7hx5d0f8XuLdQG0xEBpNMYHf83vtPyVTgCJdhbpGYkUtovxmyFb/7ecDVFY1GyskbCsMnonFMxoZ/rJK8yTx3/dDFVkmcGKeMwOv87vrntvFUDb5f/VSUoi7NG9FSTEvR6nw+q4l3QzWh/KjY91yFeyBv4GKwt0VqXJy59mPA8ZEVDYLuRUGaIZqq2ZAe5ZXULExfy/mzsZYvo9H/+OmBucNMsXSvkleisSScmtEASs7HMUGS5y5c5VJ3L7RC+8NUH3luJx4X3eOm0gCaCphJu8phkt6Y+BshgcLK3J7NrseXqpAkh8NdNclEOcwkrQlU7vctLqAXeOHOHINSMCi5VvauGneoFJZqg38fa3R/24Ln6J9UJxtx3dhJy5gU2+4hLHI2RaW2H1OJfRxTVSDfdwP6uWQA9zzMLqhGy1QIrOWximyafYLgyS5GOL0+O0jdWmEw1241o1zUR3Fx3t6QpmqNNku17guFORULzMUOJ2hr1fuBnqEK1VWQRuMUNtIszZnCtHTnP9jgOJFZ1sfqVlestjsLnmQN6oQiH2ClFw76ccNffhpvg83bYjqe5FU34HSNA1xCq2kiSDH3HM1BMt8Zo7jqQ1jFLrsYcz1q7oivvUdfAW8uI6o3nuqJ3eiaFjLes2Y1M1Uehf38V5rRRp4T/lYpH+mka6xlO2NUOt8z7MeWsndIUW6ZHLt3HPljlS91U10D2R/JwZp4w2fD4+h/tGE1jGZMVDbui742f40YYAmmkVRL21PQ/0dsvMUAUWh+sIdjfH6s45jlqHKJ0A2ko7fnsv4tLwrJgUdFCBF+fP7EDfrloqP0Sm62Ix0trNmWvxUg/Q0mgz4Q9MMb9zgRNWgVsFkJwt+X9uiCR/E274lAvV8yLZ5vvRi26iO/oG3/npDk6Lz5SeK3mtz5n0KQWSHZHFSU490wO00iMzQ3WUzFDHib/6U/b6dG4b/zSDH3L8ngc3xFjqOpPdvJ56Csx18sTWhAfx5UwLdcDqwiR5gQbcuXUHTQsbSQDNpejwswtPGGWF3qJH3NK8KlsJX87nMAZoqxWGaMb5g31mJOflEfPYEStHKyqUrA/9UwWQaIZ6NlCI1Rjpti8yQ+0hzsQQM9tUejcG4oxTGuyMmbY/lX1zgr6txOjfr5E18GIz1FHRBVlfg+DiIXmmLMfg36+Tu1F2bjVD7a+I5crO7/Afr33A4Y/f4B2TvwAz1GIXdmi4k5KXRbj7Xazdg1kvZ6aHUjHfe4vw4mFB+r2aiGaoPzkp/v48wjyNsPL03/j9mwyR7WGDmVEYjYIQjL72D/y7mgepwjUhHvpY+j7hyd23+MEuPZKEffGhD7CyuUuR9M5aqFxHWsjLSsHbQo1o+ZK6yxM9VJUVCWJ0xwsMPJWB7XvASp0+5Ce7tInNziUh3Acryzvkb7y9UrBi2KCdIA0tzDyKt44nmqzCSd+Kx0WdlDp/IhNAc11EPXDCObSI6gC5GeryFBUJntyzi6YkzpqL9sosgDoIuXEbM9cCxrfxAxPHTRXkZuBjdpyIJtk+cdxUTXkRQcYf4l48Q22yF0ZW4RQnOKBuv70A2pL/c/uJ8dZHPaheOiamv+aTeuYGmsgWjW6FZyohwJr7kbn0KZMZqpzV+XHa60qJdLqEbXztphnq8izFIabsf+dH/OK1PZzf/3P2PqjdNv5hV77OL897SrF84noHS7/wjXFc6/QX+nBLwYx2vDaQG5oe5OZFYG4vE0BiD57D2Z/ws9d+xwdv7WD/Db0vVgAVWr7GhcAOoYIWVHRTKg52RsprhvrYDuP72Uw8rcP+3SNY/hFmqKsTjTzWv4G2ZSRtEytSQj9dGCbP14grl5wo7pMZXq7mGfKDG4ksz/cQ42WHlU8R02uDBJ09xH3JGmKaiggvLG4F0iYfyLOao8cPbqayqbcUzVCfsrI4y8hQP4MDg2TdP8pN6RWY/NQvjE8xQ21aN0MdZLEliKO/PMmTuinkzg+vJOm6/4Jm/KwkYJ83Q33K2kw3iQ66XL/lQ/XQkjQwNFn7/3ErUXbNaJEvug4euGm9wVmfaum5nO0sxN3uNoFlYywurUhmkWIhFmdzAOOkIZaXlzd8phpcP1KZocr/Wqfc+WPOe5WyKAR4rqcML9sbCma8CgLo6Rorw2Xcv3SZu57ZDGwYa8qYKPJmz+vf4R+++U/8w1//D77+k3cw9Q5B58BP+bt/+OamGap3IX7Xf81Xv/aPfOPvvsL/+spXeddC2bzAhPJppBL3q+rou6YJQkM24HWDtVUWl2V5ecOMNn5wS14WzVD3uZQQdPM3/O3X/kGI5V/zV0Is376Xwtz6QGghzZ7L/7415ATbom+XycTaCFFa57HNbGdleYn5hWXZs5nvwS2nAKUyQxXTZHVlacOUty/mDiedkpmUD0YWY7kwO8GwvE6JvvGv3Izu2Tb+odf/GZ3kOSmWz5uhioyQ4eyEvX0i/fK0KbZ7n7/+m7/nG//4Nf7PV77Ca+oPaB6cYXxUdr+aFF8szbXJ6tp8Tj53AUSlJ7+740t1dTVZUR44OltSqpRmqPcJ97bg6kUbkvIfc/6PMkPtIvzuRU6edSBZiJ8Yw5aBKaofX2PH69pEyvc19Q6SoPVjDLLFCyepCHFE97I1UbEunHzDgNQxoYJcGCI1wAZD9wJkjZJlkm98F8N86Q85W81QKyLucdw6hOqcALQP6PGoqOvLN0PNt+OXB++RJvzuBP973LSwJS/VhY+/dQiP0nIpHnUtnYyLVtqvIEsF9vxeP0j6namPzbHz9pPGmww29TO9OEGOizr7PjYmVp43mvsnmcy24R3DJ9LfyY+MsXkYRFuOP29qe0r7chP8uW+vT15OChdM7IhMy6esOAePu/sIz6nBycUKuyfJ0rkBOr/FpUz+ZZQORQG0wszIKKMjM6zUPeZ9nQeUVVSSlxSEs+1tsjfeVG8KoJXRGtwuneOyng9Z8vTpGl9kcWacod6JjbESIpUu8h4gBTbMUBUYybRTyh6glfF6vK+e58KtB2TIY9kxtsCiUMEO9Yyz1JWOhpkdIcm5VJQW4qG/k+CcetzdrLB8nCSdH6jzOorhFL3W1nsg1lamGGgZZmF4u/w/R3OaF7on7hIc682VD/UJF87tSzbjw7uPpPMKI51wjcp9ZSdjbMviFEVhppy2C5NiEO1wGvOoSmYXp+lvHmJ+RCH+qXbs+/e7KOZmxfiPZVjxobFQ9wifk/TQABv/cLom5xhoFEd/CmyY0VY/N2Rkqi52swdI0B+/vuFKdWkm/iZ30DNLQVF+fA4CaIaGtESig0ulCkukM8aQnTt3cvSqIfH1ytX7I7LQnYS1Qxbtbfk43dzJznN3ML59l4gGoQBtiMHFs4Ap5qiPDyFGqHCm5F0ys4NNPNQTzhdit77dDKwm0XLrvsvOQTwxvEdKv7zSH20gwOa6dMwsukk2FXFuhPyUIHzz18d6iAaqZoi+fpv0kmgRRE77iKxnQOH+Ol5pPDMD9wtijNLgaBLTGiThJpqhbvx+dVNiqodojTNB7chmPI5rWZDW/Gr2PT8VWrbl/rK0PXnHgbx2sThoJfCyDyUTQ0Tc24yDuGl45TMzN0ex71Xp71N6zhR2ynqMhtMspX2HL90molrWv9yWaMG5ozvZfeAIzjmysWP9pcEYXJJ93q1gWbe/ctKE/zkfubHmJIU+vnj7yMxQhzNs2bN7FwfP3yBEbiwroxG/c76IUZtYf/7laSNulmk9ghiNwvnOI9pkF0h0JJhvxH8dcWyWmfzV9jpTtdG4x+Qx9IW/mv5ymewswfX21ljeS+ygsyiW+zdkZqgdKbZcOr6TT/YewCFLNlZusCIC48uy868/rpb2rTNdH8+DmBz6hQJ4bqwAq51miG97t83/k53EuN6W9hkGlUg948szoxvPn5qxF5W9r+ZEjE9jpr8WLx1ZDC7aR9E1sSwI/FIs3peZoSrG3zp161gYxfiLvXb5XhrSeafvulPSLZZZTdi9flPWABHjHxculf/PMtddQlhM1Eb8ix8ckz7n3G0LNqo/OZ+DAFKhQoWKV511M9RSeY/qn8u6GWoyKjewz4pohlpPYmj8ZzaWlcxQXfxlbzFUfCaWF0cId/R9CcayM0RauW1pKHxWVAJIhQoVKv5klhkZGRK2z9qjLZqhjtLTs80sFxV/ImvMzo6+FGPZlZVJWlr+1JXbVGyHaIb6coxlZ2lo2Ppa+LOiEkAqVKhQoUKFCqVDJYBUqFChQoUKFUqHSgCpUKFChQoVKpSOz0EALTPZ30d3x6g0ZXpxqIHsrAzS0tKkLbe84UtYTO/LZXW2j9r6wS3TXP841pgb66YyTxa7tKou2RoLq6JHVqW0r7Sxhxn5B68uT9Nd38TY9CRttcXS8eruKVblS1ogfIOxrh56+yY21v5ZWZyku7GR7r4OynPl96npkfmqrCww2Fou7Stv7mfuuQUavwgWGe3opq9/Uvadnz5ltE3229KKqumRFiZaYqCugPR0YV9uEfUDr+YMMIltf//ziIu9tXQPMLu0xtrqDK3F8rQtrqFvQnbNQn+NbF9eMY1yg76l0TYKczNJy8ySLANEY8HmyjzZecKWnp5B3cD293z1maItv4Xn1xuGifZCMsT8l5ZLRf2ANDV3abSd4rws0jIyKe4QYjk/QWv1ZizFraZ/u1hO0prfKvxfxvJUPzUlOdL5GUI5IrI0M0JjqewzKttHJDNOZWNlZoj6slxZLGv6pDV/nmdrLGXM0l3RxpB8hb7l2TGaymSxrGgbFspYafcm86PUVxRIx+vl6/qIqw631eTL7l3ZLjxn6wmwtf5TJsQZuoNNRbKYyLei5mFZXSLwwvwvGss2lUl/r8dfNEMdbpZ/VnEt/XIDZxlrLIiLWebLP0ce/y33L6nbYqC6tjzHYHczvTLX7w1esgBaZXIgH/uTl9GRrwM0XvwQjUvnUDt5hA9e+xm/2WdIjpJND5TWAfqzzFCHSHmkz7H9e1FTO8wfDlwgvnacucESPM4d4oN9uzisZkZS7ZgkDiba49A/o0t8Shi6p46yd9+7HLgQQNOMeHRZEE1pmO65hKlb1sYsiZHGSHSPXcHITptjB/dL9/ndgYtkts0x3ZmL49lD7Nj3MYfO2JHZKhTi8uu+GJYYbk3GaOclLOTrAK1O1GF/5SiH1E6w6+hJzAIy6WlM5tpJMUanOHjiCFcsA55bNfRVYbvf/5xHzvIEpX7aHNX1oFYQK8OVPhza+ZEQn+PsFK6xepLLxFgHwXcvc0CI2QEhZldtn9A7PECquzGnz57ixOmD7NO0pbKujiCHm8K1aqgd/APf/qsfYZyvjAN2x6iOsWLnVy89txAizBF39TXeOHBKiJMmtt55DC0OkeFpyhkplgf4RMNSEEaNhDrdksXy0Jt86//7LgZ5zw7YHaU8/B4f/6Mm0hJdy5OUR7lz9dxJTqgd5HeHrlLWPUdtujcXz+wRPmsPZy57Uz44x3bV/yvLyjS1ib7cOH9CiMshfrv/EvndzyqXMSqjzPn472RmtDKmacnx5tR3z/NYqGzFRl5jqhdnDr/PUTXhOdC5T3bbpIKz/BzdSd5cOX6Mg/v+wKGr8QysLdJVHIn+xeMcE65569A5wkoGhWuer/+UibXFaYoeG8jy99Ed/PQbP+SAUyYz8kUlF4e2y/+DTDSmYnXmMDv3fcihcy4U9s4yN1CKzeWjQv12nI+PnsIurJB1DbQmrncWYszRfWL+34z/TE8hVpePCdccY8eRUzhGljItdg48XWO0NhpdIb2eXVripQqgpdluEp0MUd9zmlvPZIDF0VbCLC7g8KRx6/LvSoAkgA57kFeVR3pBh2SGWhsTTl7nFFO9WXj7+uKurY22Syg1fZuzSkTX2+KcBLIkH5Q5iqx3cdy7lu4Sd9SPONMw3smT27rYR5QwKSiT5vCrnDWLlpmhWsTRP16F+Qdn8ROEy+xoMzGO+px97zRGCgKo9ok6Z42iScpOkhsLzpJn8hanA1poynTmxjlPWsZbeXjlFveTa3lm8drPkTWmBxuIdtBF7a3TmK5bYTxjhnrPypvS4nRck2vkZqip2Otf5smraoaafJP9d3MQzVAHG7LIyClheH0haIllhqoSsTj6Br+/6i4TQOVheOWKsyeWaE+yRdvSnawIcz65Hiq0jNeY6q8mOymB9tYc7qjbkya02mYnyrE++DHBCnNOu+Ouo3YpFNHpSrmYpyUjEi/LS/zhby4+L4Cmi9F9/SShwwoV8Fg+Bpr2JNYOMD9bi/Xe9whUWMKnJ1GoCM4HoejsJz7jDUkheFie561/uC4TQNON+NjY4x1bJ3yLXjz3/BKHshlaqrJJrhcL83qcPtTnSX2/kJLKw9JgJT6O5vimdQo5foaaKFcyOhSbZ/M0pYbjaXmBN78uM6MV839vRSaPba7z8T+r8UgQQKvTA8Q6XkIzoE4ol+epcL8h/LuEeflq+Sy288TcFHux/BkvQvtXx4kaGiM3xJ674krQQkkapbUfg+gW5qZfXP8pG6NlPhjetCW9bWLbRvNG/l+dpjLWEW3NANrHm3A/dQ3X/HaaI69z0rxAKOWX6KtOIT2/eqOhtzo/SUVejDz/z1PmfIQT7iXUhQj1n3WR8BQtCumcRHphLWJn9+piPxG39vH+7s21zdZ5qQJoRVBmrWX5xCuuBC3ydIXu4gD0dZ1QwnUQP90LLNuSve/c5uETZ66f0ONhwovMULt4cvoGdkLmaIrSY59FjpDMy1T43sDELwmhAUjq3T04Z9fy2MMc0/A6VoRHOlXnTe6mjbA4PUJbdS4hlg64KAgg0QzVfYtY6MD/gDou5Z2UhhhwyrFQyIJLFLuex/BJ/oYK//x5ysLkMO21OQQpmqFOtxLpZsaFfcfQuO1AclU3sxv1zjI9ZdHYXHWk4BVdGTff5CccNfPk2r597NO0Ir5my0qWLI21EuVpgpmOOmes/CQBtMkEJb6u2DjHEmu3UygsnLklfs6FW3jkCAJpaYTq9CAMzpzk6FEtfONL2Lh8sgpLjRuE1SujweMSg/XN9Exsb4ZKnRevvbGTE3uFWJ7TxCVTkDVLo9RmBmN47jSHD1/HO6aIjbddUzXY3rjFk6qtaSfep7+6kd7pZG58+5ZMAK1M01EWj82Ny0KL9yJW3vHI17FktqMAZ4ODnFR/SNXQglL1AI3VJ3FfKO8ua9zhlJiH7VJY3mIFssRAbRO9kykKZrQrjHd20dWbgcVbuoQIAmhtZpB4pytcfFAqVLbT5Nke4ON78dKrY4khoSFga4tPRrtQkc8TdfmnWBUvMdKSi6fRLU7uO4OBzWPK+2dZflH9p2zM9xDpYoFrRAETW984yVDM/wujZAQYoy7EX6xn8myPoB9eQ5zO9zlu4oaGmLa3HMhoerandJ1eItR1sE5vIu7Odzlh5Iy6eI32fXJaZGVVV6IB5286YG2m/vkKIBnPWGEIrC7OEKL/OreD2oQsqHx8qgCSzFCD6Bfilm57D8egbEaeq7u7ibmrj5lDGn2zi9Q/0eRDp1LpSH2QOvreMfTPlHP3Z9fJ/hQzVNEhPGmLACpD/2ea5G5k0k7Cbt7GzC2P0bkpCgNucUjufFntewJt/y/fC2ypyIn3r3iQWZJP1IO7WLoG0iJ/IzM1lIzpJzeJKHt137+LZqg/PiH+/hKifUyw8ny48ftZnaMh3QsDs1BKUlzQtFcUQLM0pPlieuU++e3T5Nu9xfc+1iNN+JyUSG+srfUoyEvjpp41D+MzycuOxPb6CSKbZVe3RFzniL4fvVOvprD849jeC4y5IWpyMqVY5qaE4+PtTG5eJrp3rfGOTic/LxZbjUOENcpOb4vW5oSBl9DifVEuzRUqbbkAGq7F08ESM984CkoycLn4Lu7ikroCq3PjtDdWEmV3EstEoYJWoi6goeoYrh5+nev3o8gX4u5x8w2cirbLm9uZ0dZiJxdArK3QVRTC+Y/+hR///D2O7PwNb5qmbAqgviKM7WzwyZOtP5Oq/W0MEkfIDjBH3SqYnJJs/PSOYBa7Hv/n6z9lY6g8GD39W8RVj23bK7kl/88Nk+yry7lHtdKxcrfdaAVWEHD+6/znOS+pnAv3uIPFw7BthjX0k2x9DzPLeDqml3l87m/5zSVvssRrXG9i8SiavtZkrpwwJ7OxlkD7L0kALUwmc/MXBhSvG8wpGRsCSDRDdcpi4qnwAL7zR5ihikZ8o3X462hyxyaWjqlVnj5dpSPLjvM3IhheGxdEkz52IbkMperzg1sprMz3Eutth5VXAVNr/TxWO4Jz5fqwza0CaCXzDj/QzmBFvM9wJQ+uX5UZC86uiv2M1CbacU0/jtG1URJNtLCLreCLH7/+YjPU5aZ4NMwdiK/pZ7YhgCOvnSa0eY5XOZtl6v0bmvEyk8BnzVBXZ0eJ0P0dX/+7b/DNv/8b/vdX/pY3DeOZnJmkNsKcs4dMyO5dlMxzy5ze56xvjfQ562aoLs4WXLT0o25wnqeLk2R5qnPyYZ2QD1vxO2uET3oD88rUzfAcLxBAq4tMzS5IXf3zvRX4Omrj6GzDVUtvKnrneLo8S4HXJQ551wixbOfxlXt4JtQw+8JYbgqg2eZUrG1MCa8aE3L8GuORV/jpvQKWl+aZkw+87Q7T4IBT7jM9IK82w7Vx2JteJr5pWer5avPazUHfDtnBLfwXAujpU5bmpxkZHWFsdJQMm93cCKqQ2QeJiK8grW3xjBZf/3fjvnsnXpWdhNpfwiKpT0iRp8xnW/Dj22FyE1AlF0BPx8n3c8PGJJqe7fLjs/l/eZLiCDu0LVIYWxshWvsKdmnNRN78V3RTXmSG+pSViWZCTW5xyySUZrlJeLRwzd30eema4RwXtBz8SHtwhX/51jf55j/9I1/9yl/xvd23ZB5hcr4QATRT4cjOsyFKu9S7JIAO3ifCx5KrFyyIzfaXmaFm/BdmqNNdhBqc49hpG+JKSykVtoZ+4WFtjcRgx2XcIwLQP6mHd3o90bd/yl3JDHWKqjAndC9ZEBbhyMnfG5ImmqFKKAqgZZI0v4eRUMquTDThd+MMaur3SZLfp3loir7KIAz2auId8ZBbB/UJKO7ii2//P9MDVOjIrw4akih8x2hfE25Z2ZOfcp8d/7Qf5/wi6btXNrQyuvle7JVC7AF7Wz9A+p0J/mbY+zyiRUjfvtoephVmwYhu1Os9QAPpevzuXy4QIE/bmjZBMFb48+4dD+nvjBhf7jsYSj1Al69o4xydQl5uOmY3PsI9T4j6UB76dxxJqOr/ggfB/6Wx1Qx1emiIoaFpVuqf8K6WHQVFxRSkRRL4yF3qAbp+TRuH8CTyC3KwuP6urPU5UoixngNRpT3y3vA1FqZGGegcU+i13NoD5Gyqi45bMHlCWrlq/gqdkBrSgyy44hgipV+I5REsEtqUqgeIsRYe+dhj5p8gxSBA/22cikRj2TH6t8zA+i8E0MI4uSHmnLd7QmmaJxq7DAgVZ+yuTNLbIM7mGybX2ZQ7Om7ER1iw9zVTyudGSPc24KS+OxnCvf1N9nHBM0c+20nJBdBsN5Fetlj5l7Fe66ytTtFT1y/7+7n8v0B77kP0j+rgH7EZ/+FMG3YYB0ppG+ejj+2jCLqmZumt6WFybpB4ywscOmBKtHBcPKe+d4qBVCt23xPSUfg71vMONo9jWR9Suzjc/EX1AM3QmJFCXFg566MF5isD0Frv/1VCFntSsHfOoaO9ENc7+9h3WR8zXROiGscYa4zD3adIMkNtSAojLq920wx1qJlHhsL54jtN+aYjxlF4aMtC7kl/63rE0zU5TpaDDWkD8upptJEgh1vScau45s3WDBNURsWTlFLPtJA6GbZWZAhlwHRvFV76W+9zL75L/ALkPDKU/jZ4mPElmaGOUx4WR0pGo+S5JE51TLGVf09NS2kMTFuCORdPbn53NW0bMlpeXTPUisc3pd951sCZgg5x+nobwdf8qF7elCczTan4xWXRPbFMqbfaRmzE7bJdKK0ji5KBp/j3CQ09ompk/cvtKTZcPiWcd/gEdyKapH0MlOMclkL9l5MB/oJo5vFlP8nYVJxeXej7EB9fmRlqffA1Dh7Yx3FBQIZXySZdd6Y5oKEmxPLQkc3yb7ASj4gkqjZswhdpy4nGRUfRDLUR/8sByKMvhD8MYw1Z2h0SyhGRya4yPHRl+665pyrd0iIisjFQZ6UY3HxcIQjAJTqL4nDWkpmhymgi4LK/EFFFuoVGVRAFg7I8r1j+GQcWMjoPc2OFWH8iM0OV8r+xhnR8vQJVjP++eyH0bowNeL7+Uypm+slICSOsfHPO8+JMGVYfysxQn8//AtO9pHjpb4m/aIZa+FBT2nfexIuyHnGcajP2b9wkebyXkHvy2Ms3Mf2X5ibJ9ZZdc9HMl6q+zbGt4lISeXE+JDVsHYT8OQggFSpUqHjVWaYhL5fsvDJJmP/5rNEvmqFGpkg9nCo+C2sMdYhmqImf+W3D4uwAEa4BvAwHK2VneXGYcCe/l9AjNk2EtQfbvej8c1EJIBUqVKj4k1lhdHRY2La2KP901piZGaOvTyn7C14yohnqGL29n11KimaobW2yRSdVfDbW1qZoaXkZsZylqenlvlhUCSAVKlSoUKFChdKhEkAqVKhQoUKFCqVDJYBUqFChQoUKFUrH5yCAlpno7aazdXhjKuJ0ZymJiYkkZhVumC4qE6sz3VRW9/8Zi/OtMTvaQWmmEDsxfmXtLIiL3KwuMtwqi2lhXafM70RgdWmSzpo6RqcmaK7Kl46Xd06ysrrKUGOe7DPkW05dLwsrT1lZmKCztpbOnlaKM+THK7rkZqjz9DcVS/uKGnq/NDPU4dZOunvlBq5PnzLSLP8tueV0SuujL9JXlU2SuC8jlxrFGQavGtv+/udZnuihsbOPmcW1zedPvmVVtjLUWUtmWvLGvvTCKvrXpx8KTHdXSFPoV2ZHaSjN3Lw+KYmqjfU4lI1JmrMaXzi75+nqEsOdNbSNig/kMiMtZWSmiDFLIa9VthaXOBulqjBdFsvKXmnf80zQmNW0Ybo6N9xKSY4s/tXy5aRFY8nmiizZ55S2MruofAsUrEwPUF2UIYtBRfcWM1Qx/5flp8mOCVtKRg7N4voicyPUleZI+yp7ZRO1l4Q8Xl8kO6+keVBh1qyM5cleKgpkaZYslOMSS9N01hVK+0rFuk4I/0Sr7O/1Lbu6Q3r+lInVhWnahbJYikFxE5Pz281OnKGzpJnBOVnFtV38n66uMNiQK/uc/Cp65QbOG2wTf9aWGW8vk/blV7duuBYM1cvSLquwgmflx0sWQKtM9uVic/QCd9bXQZhpwevWeY5dPMfhUye4fT+CPiWbTSutA/TnmKHODZLkp8fxQ4e4ePEk7xw8R0z1OHMDxbidPczOw/s4qmZGQs2oJA4m2mLRO6NHXHIIuqePc/Dwhxw850/9xCzV4feEz7jIxdN7+eX/+wn7rOIZmV9lpCGCO0fVMbTT5sSRI8I5J3jzwHnSW2eZ6sjG4cxhPjm8myNnbMlo+aLNUBcZak7g7kfnMZevA7Q6XoPt5RMcv3iGfSdOYfYog+76BNRPHeDChXMcUzvOFQt/BN33SrLd7xenjW5haZwS31sc1pGZofZlOMnSXkjLN3/ycz645klhegA6WupcPH+aPb//Bb/66DapXfKVO2aacTn1K84E9bAw2ECIs47s+mPv8M9/9RPuFSnjfKVRKiLM2LGtGaqM2c4MDE9/zL3kIRYHSrDSOcsZtdOcu3CUPepm1PZPUhHryQ0h7c5cPM7v95+n8LkxnSOUPjHko3Uz1NkhErwMOHnyAGcvHuO2cSCNQsneWRSO/qXTnBbKhfcOnyWkeEDBwFMJWJ6iOsEHrUtqUiz/IMQyp3Ozsp1tz8XVXEvKt2f2/5Z/++cdeNUM0J3iy7WTJzl6+F32nw+nT2jkNaR4Suadpy+eQlPHkUyhnNuI5fIEZZHuXBfSTIz/m4euUNy/zGhNAmZqR9l3eCeHz7pRPDBHa7yV7DlRO8Ab3/8ZH+s8pkOhUfHKIwiQ/so4DC+f4pQQyw8Pn8E/u+OZhWmnaMp8wPF/O0eAuA6TGP9MX6EcOiDE7iDnLnpQ3DPDXH8xVkI5d+KiGruPn8Y2pEDBhmn7+C9MVONz7iAfHT7AsdMGRBSLz2EZN6/uEz5bjfMXr+Ed0bZl1uZLFUCLM13EOxhydf8Z4UGVC6CeIHZ/4kK3UJm1ZHhjpmuG8L2UCkkAHXYntyKblLx2FoQkqIkMIbtjksnuDNw9PbmvqYmmw5Mt6yOIre/S/GRyJU+TOYptP+G4Vw3dxW6oH3OhcaKLYG3RDLVYMkNtCtXgrEWMzAzVMp5+IUNYfnQGv9bNNcRHq4Iwv2NBYp3MQb4m6ApnTWJJy0ujWPg+wrcl/947nHrUTFOGMzfOe9My0Yaf+pdghjpQT5S9HmffPfMCM1RL7ln7UFaahWdanWSGOt6Shr3+FZ5UrS/D9WoxlHiD/UZ5wq9fZqgpl+z8Mka2/NRlBisTMD/6W35/TWaGus50exYeRtoEZPZs+M2JPRIx1qew8q9HphmnKffQYf8ffiYJIEW6YjQ4ox7B1r3KwBxNqRF4217hrb/dxgxVYoIE/aN8+NFHkgBa6KsiIquYfqHUXlnoI+DG25jHlvPIwR6PiGrhE/vw2ftL7Krll0vMUR8fzAObS7wjN0NdFNLM3NQI3/xeVoRyI0N3N7ei64j31ME8uFEoVedpzXpCmvA8K5MAEs1QvR3NeJjeJeT4WeriPMnu3L55VuO7n8uGBQwtdhJma4btg2xGJ0rR//VRQrpkZqg3HtdLZqiVHlpce1S8aYb6nBntazhWiqsX26OrHUzXRCMux9RxK+6WVlgXmWxKwMnAgLDCASF9lIiVGUHg23PrXrJQVo+RYHAKw5AK5jZ06SI9Zek8trvBrn85IxNAy/N01ubKjU0bcdt9l8CKbkYqXTh6JohBoTwq8rmLyf0QOtarxtXt4z9U5835T2ypnegl+p4RNv5ZjHQV8SBLXGFrirJQT6y0QrcYEL9UAbSyOElHZSEJiithzveQFezE+V37OHPFnJiSto2F/pSFT/UCyxLNULV5FO7BzZP6PIyvE4rB7egk8MQNHAo7aIrSZa9lDkvCoy8zQ02UzFBT7u7BJadOwQx1kTTdP2CQKl8VY6GfeG9b7gdmbviNJejvxqNWsXuxjYd7hQxV2SUzQ3VaN0M9x92gvC/WDHVqlM6GfJ4omqHOtBPjYcqZXQe5fMuBlJpe5jbKvWV6SqOw1nCicPyLX7P6iyDf+MccNfXgyq5d7NIwI7Z6a2tiaayFiAfGQkNDEMOKZqhCi7k0xh1zR6HQUOgxGhIE8W1NG2rlGnmi1JOrhl4EGn+0VQBNVmKufpOIBmWcrr3EUGMbfZOp25uhCgxn3EPttgdupiclAaTI0mwJ1ju0iOkZpbsqCbsbFzmw6wzmnnGsd7rJWGKgroX+mZQNM9SVrlxMDfVxSW8Xjo4RceFH7LRKxk/nt5zVMuKUmA+Mguj54k36vlRG6xO5f3c3Fy/f5IgYA6uk7a1ARnPQPHaNXLEIHKnC0cEG95RWVgW5E6/xE+5lDJLgpM55jxJBXk6Ta72fHffiNr3AhEq9qyIBm+vn2b/rLFYPk+keGSTRz4QbvhVCibNEjuVedKOakJwwlsbICXbGxiMGpXtT/HSFSUFwPDS7zbFdx9G2eERJz9SGMBSCyUR3Dz39mRtmtOvMdRbior+f4+reVPTPszTeSLiLEad3HUJDx4UMcVXu9XJ+bvv4d8fr8Z5hhlDrrVD75C6mXoLYEUTT05UFih9eZv/xi/gl9W00/kQ+hzFAzywFXunFO+ecyK4qI/WJHZYWtpQq2epSnyqAcu1QOyczQ82we7EZapSeLmZOGQzMvcgMtQyDn1wnZ/DFZqgjtXGY6F0hpHQE2eNdgt5PbpC3IUg7CLl+EzOPQsb+Us1QC+x5+9IDcqtKiPM0wPx+AM3yNzJTg0kY77hBZOX4K9vyEs1Qf3RC/P1VJPjfw/KBz8bvF81Q69MeoG8WTlmq6xYz1Nn+Wlz19uCY0rflNWak7s+44t8iFBkCE+XY6lgTUtZNqfMnWwRQc9hVDhuIZqhK1nrZwgu8wEYyuH7KlIy2LmLtnxVAldi8cwrP7CHmR+rxcTDH2Ceekqoc3M//HqcS+WlbULDCWJ6jJNiQXb/7V37ww484e+g/2WGRwL1j3+OoSSiFQj4IvLeXe7EtSmeGqnHodTRd4oRYVuFz6zfYFzzf6Kl0+4CdZllCRSkwUIalgxVuWbI+gEydb6OTvkJ3cRgXPvg23/vhmxz8+Nf8wUzBDHW4Bnc7c8yERmapkGau597EJaufGG991INka4KXOn2I5pN6SQBNdhRgp3cMT+EcJUoOGYtCI+vJPc6YPqGgqoBAI+FZCK3eZuyoghWJnNWFSXra6olzOo1FbCMDyZZ8dN2bvKpiolxuC3VSJF3rwxpmto9/R5gmr1sVSvuaI3Ux8gigXRxI93SNqf4mcmI8cXHfqj8+dwE0EHqRD6wLpQJ2pacAcxszPHNfNPjv1WRDAAXYYeSYxcRaDbZvH8Yy7b82Q10arsb39nV0HRLonlmTmaFm23PhehiDq2OkWcvMUAeTdPiBTjqr873EiWaonvlMrvbhf+oorlVCLng6RVmYJ5a3Q+iU95Uvpd3kh3rZrAmfKb4rddPQ4K5HpiCyhEdXNENNsue6bgzDqyPEG93E/i/NDLVZboZa3ctktR+HXztDZLvM7PNVJcvgu2gmzEnmf9uZoUbq/YF/+MdvbjFDnVpYpLs8EIMDrjQoBmc1k6vfvUOhvLt/ovghh978Id/81rf4h7/+H3z9J+9gnzUCay34njHmYUYjC69wbP9rthdAQ8kmvPbD/8c/feubfO0r/5P/9+45QiuGmW2J49rbx3EtHEIM8VxbFvY2xjwpGxXS7ylzcRp8z1CSOc+gIIDWlpmenmB8coqZqXHCr36X2+H1eBt8jE/FopQPlNEMdaQ2HgczdeKbP8UMda0Ss9dvEtUv796caSHA3ha30EpmV7vw+GQnvp1rLM5NMjI+IcR3gkybvdx8UrkxEHqrGe1TxqOu8BODeHJD7NC3TmNsdZCw6xewz+4Qyp0FmrP8MVYTGiVKlBbrrM4K9YTDafRjegTx95SFQkd+fSeQkdlnFZCiGa1Qxy3MMC0PeG+kFkeEhn7R/b0c8xFEvfA5S3VhnDJxJUc+kUDsZdsu/gMl9zl5LpD+1QlyXE2x80tmYHqWkRlZhTrVlIqDnRFRtZvDTD7/HqAaP3637xaR+fnEBDqhY2JAVqtyjYKWBNAhZyIfWqFxzpSINF/O/RFmqCtTnYToqXHkhIUUv3xhq+mZZLQ1CsOPL+Ec/BDdk/r4ZtQTfetnGOaIF05RHe6M7iUzgoJtOfGmMRniTKH5QVICrDH0KJQPAlsiSfP7GBcI9xlvxFfzNCcv2RMjv099/yR9VcHc3XcNj2BPtA4ZEFjSLVz1RfNMD1CRM68f1Je+Z5iXEbesHclPduSjf9qLQ1aO9N1LqpteWW+kpWIX3tP3k35nzENT7H0f0zo+S3dFJ5MKg0AUzVBZW6Ix0ZLzhsnycT5ymlx5++hjBInzHJUuCj1AQ3noqcxQBRQF0DKT/QMMCM/JevG+MjO80QO00CGInzcPc/tBKFlCWhWVVtDVWoOXpR5aDv6kC/ucNX+DTmwf85PD9LaNsNm5qiCARupwdbXCyi+S/Kh77PuNBZXzo2SH2nLNOVzKB0EWR7FKbFcuM9TxVh772mP6MEaKgZ/+e7gUL7IwJcSydVgWy54oDp92pn5yPbKjFHlZckfLgYhgM/a9do/yhQnyQoVnwyaA/ARX1HffJbxhkKXlcbqEhtWcGH8zXbSdA8gQ7uN0/XUMEtppzfBF/6QuD4OdufSxIVGto4JWnaY00orrVhlCKayELE1TEmjEIS17EsU0MT+BhkcKU3NjdFb1sDkBS9GMViH+wjVPrE9hHd/IQKoNb54wIlbYF+x2By07T5qHR+kq7xRiO79t/CcHkjF6Vw374ACMz+viFlPHjKA/fq9pL312onCuo6s9FQqLUn8OAmhGUMFpJERUbEwXLX94gcOHD3P4qiGPi5XPXWWxN537bnl0dhTjYSDE4ZoRVobmxDaPM96ciJd/CdPM0ZgSSWJBPdPyuluc/hpoKpwvxk6+3RUNKoVMUx5mKf1t6JVIt9ByyXF2IGNQXj2NNRNyX0c6bpfQKmvNCIVmcUaYQvzHyXK0Q2zgT/fV8NBo630sErvFL0BeoKn0t8mjLAa+FN06TkVEAmlZzZJwE6dHpjnKv+dtWxLrhmlPtkbj7OZ3v6Dv8MqKbNEMteqJLG0vGbtR2Cn2/rQTdjOA2pVNeTLTnE5AYg49k0L1vLpMZ8FjHNI65UflNARzLbhB/sdWulLt8SyQv1sbrMA9Mo2GLycD/AXRypNrAXJjzSmKHvrh+1BmhioiTgGuSPSQjGUHSkMwub6ZJ09duUlwxSRD1bFY3ZTvv58pXLVEe24MrnqKZqhNPL4WRLP8r8GKCMxvyK5xE935BRaHmwixvyrtu+mZrpRmqOK4ETfjS1IMdJ5USWaoXcUJuNySm6F2ZWAQlLfRuyAxVI2X1U3pmvuZspRTLP/Mg4vlZqjF2O6RmaEqxv+EUI5LTHWT6GUo7bMMK0eapb08S0PuE9yzhbJTSZkZaOCRiTx/mwbSOjzH4kwF1jvkZqgSPSSYh1A0JOuJUYz/DQ+x12aFFeFZSrCTf47OfbKk9/ytOP7+pqwB8qL4x9pI+/RcI4SGoXjipv44p21BSuPWMuxzEEAqVKhQ8aqzTEO+OAuvXKFl++ewboaaqpzu4S8VuRlqWJLUW/xZkJmhPv6Tly5R8TySGep9/5dgLDtNhM0DnmnGfSZUAkiFChUq/mRWGBsbFbbP2ismGniO09+/vuyhij+fp8zNjb8UY9nV1Sk6OjYH6ar481lbm6atbevMyD+POVpaXu4bJJUAUqFChQoVKlQoHSoBpEKFChUqVKhQOlQC6C8Bcarr8DBDIzOy9VhUqFChQoUKFZ8rn4MAWmasu5O25qGNaZ2DNYlER0eTmltCv7JPJFlnYYDS4jZpVcrViWbCrYyw8y9/ZiDkGjPDbRSmREvxiy5qlZmhriww2FQo7cutamdqfdr80gRtFdUMT47RUJYlHS9uG5etUCohGou209E5ujGdfXlhjLaqKtq6mshPlt+npENmhiqxwFBzG53dMuuML55n7v90jaEG2W+LziimXcEH4unKEoNtFTLTw1eVT/n9IqsLU7SUpcmO59czPrfM2uoUdZnytM0soXN0Xsh+taQkxsr2CVtSbhm9k8ssDjaQnhxHdGwCOZIFyyYL/dUUSyuLKSvjNKTWbTPAdoEeIeYxMUIskzOo6JZNgl4caiQzJV6IZZx8FssmYvyL2148VHeqo+QZ09kpWvMaGFiQP4WLU7RX5UppV9j0vIGnMrA81UdFXrIsD5d2bjFDFZnqKiM9SczfsaRmNW9ZAmIz/mvMT3RTmip7DqILGpja1sBTMf+vMTfWRcn6NYVNzAgJIJY/vTUZsn3Z5c8beL7ibPn98i2ztn/L+lSisWxZbpLseJm4IOX28X+6ukx/baZsX1YZ3WNbY7k6J9RxJamy4/L4ry0v0Fok+5zs8mZpZphoSZMQv1nOJedXMaCwmOtLFkCrTPRmY3noHNrr6wD1l6B54kNOa1zmutZtfGOqGHmF66c/mskqfDwzJcEzJ4icgsxYGuWOFeuIZqiJD/U4cew4Ghpn+eDQGSKrxpjtL8RV7Qh7ThziuJop8VUjkjiYaI1B54wBcUnB6J4+xbETOzl45iH10+LRJYZaErm74ywmblkba7+M1IejfVSdu7a3OXnihHCfM7x74AwpzWKGW2SgMQ69989iJl+H54vl+fuvjldhfekUahqXOHT6NKZ+aRteWLPtaRic2PGcFcGrxKf9frEnsa8iBsMrZzincY6dR9V4mNVOT5EH+/fsE9L2IgdPncbycRbtReHcvXMDjSsXOPD2a/xmxx3SmltIcDbhovplLl05yaFr5tSujwOd6yLi1ge8Zy1baVX5GKE0xIQPtvECm22L49Kpw0J8r6B2/iTq5r50DPST7G7KJTGW6ifZd8WY6vVYzncTpbuTt82fW1NaxnQjTsdfU1iJe4L65Psc/L9nCe4RS4xlRqriMVU7zqETezii5kph/yxKtfTe8hRV8T7cunKeSxpqvLP/DJkdisJlgTy7M+w9elSIvyZGlkmbHnYK8V9bnCQv1Iijh48K6XeOj4+oEZDX/fyaSgr5f3VhnMyguxw7IrvmI+GaoMJ+prtyMb98mrMaF9h38jT2YUUbjVNlYG1xhrIwcyEmGmic28cvvv0zjrpmM7Puhro8QXn0A7SEMkdMs7f2nyWnbfv4z/QWYinE8oxQZh0Qyiyb4DzZVHeR1QU6CsPQv3KW8wrxH6uO5sL5/cLnnObiJTNiiwYYLA9C++Z1NC6fZffvfsnvDpiQ178ppl6qAFqc6STO7i7XD5/fcIOfiLvBb27HMyOIo6GKOBysrEjvUHTjeIWZrifQLww/m+vc0DPEOzIWD4MrGHon0iW08LwfZDK2NENNnBNqampcsQmgUt56FBFVbkVRGgVtYqtjnlK73RyTm6FeOe5K02QXIXf0sA+XmaE2hlzhrKWgdr2tMbVKYGCyBqsdZ3jYMsnMcCNRdvpc/PjcFgFUHXiJc6YJZBZmUiatNT5Hodm7nAroYKq/jkg7Pc5/cO5LEEDi8uXP3/9ZM1RTax+apE6JceJ0jvDRx6+2ABpM0GS/cb7w65cZbikgr6hyww1+bV4omH20MPCvE4r/BToLY8iqHWCgMla+/tMyHSn2aFu5U9En6wNcElrR0VYnsA5oZHI0hzvq9oIQGmZ2ohzrQ7sIaRfPmqMx8j5XPvgxv7dQRgEk/P6kMLwdrvLOdgKoPZeHmQ0bZrwOwjMelJGKgaY9iUL852drsdn7AUGt4tlzNMW4cvWjn/Ibk+0E0BSlrtrsf+vncgG0KKRjMgH2N9i5LoBEM8hwe/TuhNA12YTr8StbzDiVgaWBCpkZaobMDLUh8SF53QrLdM414HrqBi5ZzSxuicvW+K8J5W99SRLpjWLpskDVAzVOuuQxt6x40db8L/ay1hYny3v15qlwPc5xt2KZsbRdqbBniYHaTHLLGpVKACkyXOyJobY9We1Tm4unzrQ8Ywb8K2xKt49/bbA6p6yKhfOWGKzPJre0flMASStB23PXLlNoGowQpXUAw9gWJltyCC0TFy7oIVLXBo+AIuG4jIWRFkIsznE/vIXNdaBfsgBaWZqiq6aERIWVoBfS9PiRWoDwNZfpLnjIjavqRFRvWY/21WUwgTO/2c9d70C8TNXYt+cODx/Zc+mqNQnxLuzaaU9ZTTAGWg4ExMbibqkhKF2FFv0WOgg4poVTcSdNkaIZaq6QNZapfKiJ8boZqsEe3HLrCBDNUCPqkcxQ9X6PQeoIS7PjdDcWEWbpgIuCAErQ38ODuk1FLC425fOJBh4NoyxOj9HdVEiwwkrMXxxPt73/09lO4j3vcfKDPVwQ4pZa1y+ZoQ6nGXHqjhceZs+bUb5K5Bn/iGP33ARR+AEfXDQmqnJzWdPFiT6CtP+d0zdNOC4ev+NN46DiKjXjFHm5YusST5fcWXCoMpBbmnbUiaWCULA05jxB5+gBPtmtwcPUamlV8ummeKxsnPC9u4+PHLc1r3rFWWakpYOBqTRuvcAMVcYS3SWRWKvfp2h4iKb8UPSOHxKe88v4JFUyJMRypiUZW1sHvO4e5ANb+aJ6CowXe6Bh5MMTk3Uz2hUmenrpG8rC9HVtIkQBJJlBGqP5sFL4ZkvkimaQkXIzTiVBMkM12MX5C9fZL+Z1s/itViCd8Zw5LuTXN98XGkWfcCWwTtr96fHvIUJDH/vUBpYUVlX/9PzfTchFHeyzWojV/leOG9ijJn6fqzZkNH2xJeZfDHNdhN23xD2qCHEd1g1WZumtScbu+jl2f3ASM+8kerb0hWzGP17nOxw3dOSsGEt1S1LqFdarX1tmvKMAb6PrHPjgCDp2wVQPzUs9oEujbYRYHuHAWVNSqieE50Pg6QpdhX7o6rrR9MyiXZ/DGKBnrDDmR3lw/jv883d+wm9fe5e9WgbKJYD23SN/YILmFBsuXg+hb6QUSx17IiLs2SkIoHT/k/zv//MP/L/vfIdv//1X+PeLbrQ854baRYT2HcycswSh8yIz1FL0fqxJztCLzVBhgKQtAqgYnR9pkb/Rc9xOkLomZl7FTMj9oZ61ovjiecYKI9+G3194QGF9JYneBpg6+tHUkIbGCTOyO7q3MaN8tUjS+iY/OC7+/npSH5th6eFF07rZ/3gPtsf+L7v1QygVjkfYHsMkvFxuRjhDXZInxpfuU9g9t9Eqi7jzY9Qfie7YAu1JqN+yJCC9iMrSeKwv7xdaVO2EuDriFl5KXeAFdm3v3qkkvMAMVc7UQAKGH2gSVTPJUmcaN3QseZhcQFVFCjbndxFU2kWkhxPOwUXUPlFnp/0zFfBEGVbaNoSV91D2jBktVGO1LoBeYAapTAJINENVP/g6Wu6JVAp53f/2r7DJVyg3l6bpq6kgv7qamuoKoULW+C/i30+SlTH3LOPomJL5i0nMflr+7yX+3l1MbZPonlkh4Nzf8quLDykWvk+C5y3MH0bQo9jdoCQMlAahq69FfM341teyI3V42Zli/DCZqvoCPM7+Bvti+bFn4h96+ev8xzkfioRYJvrqYu4TTOe6bJgbJuOhMZesIyirLyFAZx+GkW3Sa0vR+X20r5VMfz1sHsdI8V9dnCZI55fcDunY7I2S8/kLIDEjjk6xtLhAe04A1uY6KI0XqiiAjtpTOTZJc5o96ndiGR1/RgCFafKWUQrTCwtMjw0yPDGzWZA9XWVhoAIvrWvo3U+hb07ITsK+zhwHLl4NYWBllBRLA+xD8xhIuMUP9bN4uiAIBtEM1SNPEDE9PDxxDDdBCcvYKoAWkzX5oWGeZLA631uM8xV1jLxzGd7iePmXJYA2zVCFdnlzAurm9vjaX+P1n/4r31I0o6xc/82vFjl3v49moqy186wZ6uJEL4/13sS1RNbv3hdzh5NOyYxPjlIaYMzZYxYUjoj2gnJW09H4jh4l8tbuRL4bFy39qBsUPn9xiiyvK+zRd8HwxGv807e+xTe/+r/4n1/9FlcjpCdbCXmBAFqdF9LCm0O/OkdMzwpiOCeKvLhq6U1F7xxPl+co9LnEx3oemJ7+Ff/0T2Is/4r/8ZW/53LoZmE4UeLH0Xd/LOTjb281o5VQEEDLQhkbao+BZQqjKwOEXL2IQ06nUr0CG6mLx9HiKgnNsi6G58xQV4Q0mZphUShM15ZmSXc4yA236OfjH9LD0mgjT4xucuteGG3Too3nJrNt2c/n//AeFofreCxU8tqW0XTMyK6I1f4edzMWpOuHc1zQchCfJSV7B/Z0lFxfV2xN4+l7Jj8+awY8H6/Bd+/mbBv/JN3voZsmi+VI/gO0HbyplE8KWB7vJNT+EhZJfYhV5UKuBT+6Fcrc9DjD0zIRrBj/hfF4NH9xjwqFXr11Pn8BVPuItzStyUyJwk3/JoY2mSh4kb3a/BECqLTEi0sfncUuKg4nfTWMvJIZknfTrUx18ETnJAeP3SMkM5NMYSvvmmC0LQajnUKhF+DJnZP60viDqJs/xyhXfNimqIl0QfeiCf4Blpx45x6Z4+v9jIoCaInE6z/ApFAsTxvwuXaCY+etCZffp7p3va/wL6wHqMSVNw7ekb5nkLsht23uUy0f1KZoRvmqslTqzof63lIahXvfw8EviLbxaTqL25hYmKI8xpaLdoHS8cc257CNq6Ul7ha/+efTPJCnbVFdJ9OLQtHR6MJbxwI3XofSnck1jZvYPYkiOSkWI609eBeJg25l9IZcVPUAKZihTvT20ts7wVi1Gx988xNsUtKk+OaX1zFQn8EtzVtYBYSTkpqIiebHPMjffIL6wjXkPRBrzI0P0qUwa1ZkixmthIIAYp62zIfon7yDZ4DQGNppREzbqFQZKA3jbQT5OXDPO1yKubf+h7iXLjI/KcSycZD5nhxumVviGxZLZnoKoR4GRK2bqwmsx39tfoQkKzV27dAlUP58lAqxXFocpb28W24cLWM9/6/ODhBjqsae3QYErV/TPsZghj0HTPykv0NdtbF/kqh8s55nu4nwssHqURkbczNWx2kr7WJmrAlvaz1u2HqTJMTI4fob6IbXbhv/0WxH9hj5ymLpoYd9YAw9U1O0F7UxOT9K5kMjTt5xIFY47mF4EA3ffHpTbdml6/pc/GfKHdhxPmzb+utzEECztORmkBxdtTEAqSJAnZMnT6Jlep9SZTJXmarG90Ey3bPzDNYnExBWxcxsBwlhyZSVJeMktM5Hl6apjbGT4nPS2JvSjX4+QTGPtBFsKewXj8k3k2jhKV6cpDLSVvr73sMUIWNMkufuTPaQvINvvIVwt7vScafkNqEVJNsNk9QmpJCe0SQ82BPkujiROyr2qNfyyGzrfWxS1gvfCaqik8nIbRFS9stg6/2frq2Q4SL/nrqOW94Nry1OU5XsRUztq+vFLJqhVocaSL//qpknxV1iMdNB5J0g6oTW7tJ4F3Hut6Tj2g+SpKnt68/f+nbTJZr2UaGl1BjGzTCZtec6XRn3uXlFOO/sRYzjpFG7G4yX+OOUqtDKVjraCL0ZRJP07ymK/fzx9UujKNWeG5c346thdJ/c9lm6s93R1hD2nTmHgfjcKjBR9lh4NsXX1Eu058UJjUNFM1RBi6bfx1dBfEoGkmahlI3Ln8KpHlIe3pPuZxtZyaSSdTSIzHUV42l2VYqBQWi1zAy1JBHX2zIz1PX4nz57ftPYV856/Jemh4mx20w7cdN/UsH4cAl2e2VmqOus5//FyX4ibbdeI95/aX6KwgBd6e8bdo+pHVCUtErC7CC5GTFEV202QpdmKrHdKTNDHa5NwO6OPG5u2S+M//z8LKWBetLf1639qeoTG/FtOL0pM0Od6qnk4T35NbaR9AsPwPLsOAkOsn2K8Z+vCXnu+VvncxBAKlSoUPGqsySZoebkV3zGhsEq/a01JEelbTQYVfy5rDEomaEmP7Oe2p/Owlw/EW6ByvO24nNkeXGIMOdHL8FYdopwW0/E1YNeFioBpEKFChV/MiuMj48J22ftFxXNUCcYHFSSiSGfK0+Zn59gYOCzS8nV1Wm6ujZ7l1X8+aytzdDZ+TKMZedpa3u5klQlgFSoUKFChQoVSodKAKlQoUKFChUqlA6VAFKhQoUKFSpUKB0vVQCtLI5SmRJKaKiwpRVvGJgt91dK+xIyCuhVwoWh/nxWmR5qJjdeHtO8JuaXVoVAL9Bfnyvtyyhv2ZgBsrI4TktpBUMTo9QVpUnH81vGWF5Zob86VfYZ8i25vJP55TWW50dpKSujpb2e7Dj58YJWhVVVFxhoaKFdwUD1i+WZ+z9dY7BW/ltS8mkZ3lw2e2m+j9rMpi2mh68cn/L7RVbnJ2gsSpQdz65hbHZZMhZsLZCnbWgqFe3iIggwUpsg3xdHbnkXs8Legdoc4iKFfRFR8uXpN5nvraCg9bMOL/3vzBi1CdWbywY8w/b5b4wa4Zp1m7/ZwSZyk2VpUdTx/Pgh0aQzOS5yS/xnBhrISZJdU9IlW9JiZVZ4xgvk6Zdbz7QSuqHODbeQv17fhBYyuM06LyJT7QWUdG9ZcpiFvkqhbNxqviiuIlzZ0s2MuETENijmf3EmWHmG7N659f2SGe3q0jxNeevfJ42aL81A+stju/JHEcX8HxpaJD1Lq3Pj1BfK83JOLRPzm9esTA/R3NK4xcB0kzl6Kpvo7J9EzP2K8U8rbmDdP/XT9MdLFUBtmTbsP3AELS0NDp8+jZ2QKScX+0jUOM6HZy5xUe0CjiFNvLqTlF8uK7MDxPuK0yrVhJheYseh04RXiGaoBTifPsqBM8c5edqU2MphqUKbaI3izpm7xCU+QVdNjdNn9nDotA81E7PUxdoKn6GF1pVj/PY7v+CwbRKjC6sM14dx+4gGBra3Oa12RjjnIh8ePE1ik1hgLApCK5o776hh+qWsA/T8/VfHKrC8dIaLWlc5flbY/zAFmQboIVT/LPtet6Ja/PMV5cW/X2Btid7yaO6qX+CK1hX2HDuNT0YbczO9OO79PrsvCumvZUtEQZsgdmaIuvgL3jsn7jPBK6yc3p5cjG6dR11dg2vXz3DkqgnV67NZ5zoI1XpPic1Qhyl+fJf3tvECk7Fd/hui0F+P976uTq745+wgCV5GqJ07wVWtC2jrelKjWBjO9xB334Qrmte4uh7/tn5iPAxQO3+Ka8I1Oga+1I4v0C4IWn31i6hrXWbX0dM8LuiXFmBUHpZpjHXiypEdnL0q5mF/mrZbCnu6Aefj/8nxgG75DgHR2FR7B2+bZcl3CCwOk+umwb473jSL/i/Popj/l2apTH7AxcunhPue4uL5BxT3zzI72ojNvp+w95L4fRyIK+9mq+x6xXlB+SO22WUsURdhw8WjOzknpVkAbWuLdBVHYCBdc5ndQl72y+mSLQa8MktjvB3n1HWIrXtWNczRVRaExq/PYB9TLa3XNF4VybkLov44z5VL5sQU9gs1yKfrj5cqgAaqEoiqFEvMJdpizbhh609jcwQnX9emaHKaynA3TPS9aXzVc8VCPzmJkTyw1ENL4zyWsXmEGZ9H09iRzBah6mlMxsrgGufPn0dXXJ1raYyKnBjcLI3R0XQgo3tcWtRMVMZVpVkUd4htynnKHPZw1LOa7mJXrpxwp3mym1BdmRnqhCCBG4Mvc9YqXmaGap3IwGQtNh+r8bBlM8lHKgIw17MipWFcUs3Vjy9yzjyJnJIcKnrE8+YosniPk486mOqrJcJWj4s7LmD+hQugtW3vv9UM1Ur4nb40TU5S6OWKjdllDr3iAmgw/hoH7hUIqbTCaGsxhSXVjK0/TyszVMTac+teshCrMRIM1DAOrRDOi+TSGzfIUewsmsxF8+cniVFoEYm9D7EFVYzOLLE808mj2zuwyhLzxCz14Y6of/gTfm+pjAJI+P0Jofjc1+T9r17aRgBtl/9mqY15gvf967z/dxqSAFrszMPW/C5eub1C6s2Sb7gbzaTNp2q2NghNI2/Ke6ZZESrk8uRwKoozsTAzwk8ozMVrsgx2cyO8hrgH2liENgsF/AIdBdHkNgllhjIJoMUBkuzMMHWKo++FnV9TlLjpcPidnyoIoDkao1wkM9TX762npFBxF0Vhcug3/F7LZxsB9Ez+X56js7GEXKk3qB6nD/V5Ut/PaE0gGsK/C5VK9WwimjFn+NzA4FG9kC8X6S5JIK9+iHUzeBb7iLW4h4V7MgPyNFudHSLZ6xYmQY1SXu4qiiW3cZTVNaH87y7B7cy7vHtG9xkBtMJIaymh9jqc/p0gauQCaLYjX64/FMxQx2M/VX98TmOARsiyd8DOJ53BAlt+dDlE+GlrQiYLwcFCn/xXfSX9qTo8NC9y6ZYD4f53eO+Xp3ALDcHeVBcL5ye429hi7x1EfLI1R16zpVFskVhc59RZE57El9E9LVsCfCvt+B/Rwrm0i8ZIHfZY5QltoJUtZqjJBntwzxPNUIWCQTJDXSJd/3fop8g77ef7iPG0xTkomzF5j2K83h686hUf+Ba8dmrg1TTG4sw4vUIlG/KlrAT9dNv7P53rJsnbhCNvfcwZQSymNwwyv7pIf3ULrd3haL/iAijX6AccM3Hm9Ftv8dYZAyIqFKaFPl1lurcMf7Mb7H1rH1qWgVT0zzCRqsM3fvQ2e8RrzhkRK3brVLny499+yEFx36EL2Kd1yj9ExtxYDhYf65I8ssR0YywWNk74GSmvGepoexdD0+kvMEPdLv8tC4W0cM1MGlrf1pIE0GpvEdZGutgmisJllKgLP2Cvz2bc26L10TG9waXd+3nng51cCapjpSsP07v63E9rE64ZIfTsD9hplYzfnV9z+qou+8X0u+NH14YKVhJG63AzOM6vXnuLD8UYGMduNUMVGC95wDUTH0JMPtwQQDPNidjYOuJteIgP5Waoi0P1PHEzxtLgKmrWgc8JoBfl/5nWLCyvf8iR6wHUjSzSG32Vb//kbXaL3+eSBWlCRa5MyMyYf86pG4YcEmOg9YCGAYWlsIercNA5xm9+9TYfiMfvJTI/2sEj7f/k9HV9WVl0y4fW4TnWFmfI87vJLT1T9CzNnxFAa8xPjNLXVYivugXecgEksjjSSpDZAfadMSW1dpKVcvtP1R+fgwCaoCz0PsbXvagcWGQt34xva8VIRwbKQnGw0iLrZa5k9JeIKIBMLHkQW8tcdxCffGBN8+wwGYH2mDil0tmSwO2P3+A7//fv+KdvHiK6QxBArlZYeRcwue3r507Cbt7CzC2H4fmlF5ihFqP7wxvkfooZ6nB1NEa6lwiVvFhEirjzg5sKZqhtPL54DTPfUib/Us1Qcy15/Zwnpa11pPgaYGLny3o5M94T8coLINEM9fvHxN/fStYTcyzdPTd+v7hCeFHAXU7cC6OytYoQwyMYBFUyMz5MY3ExZcI15QnuOIfE09o/SVdpMYXCvtr8OPx975Oz8ZagFJNfH+Nh6QRLs20EOzviHlFGvcoM9VPNULfPf/mCaJIJIAShXh1lzie/+ke+9X/f5NSB/9gigBpDtXhz50n8M8uprynFRfsDgmsWqQgzYsdr/8i3/+9bnD78GjssEjA58j2OmkVRLaRfpMVuDKOaJTNIpWF1icnOZiqqq6kTYpDtegqrPIVxIhPl2OjaElrSRaXbbpkAmusk3N0Jl5Bi6oLlZqgr01TGu2FgFUtVqhPq9s8IoE/J/2IlPdTXSbL9IYxjWlkcH6C+pIRy4fuURTviGJZJt2K9/YojmjHbiGbMBmL500qs/TGMwsrkZswCQv6f6GiioqaGeuF4lvNxjGPbsDj6rxwwjqBK2BdtcwDDiFqhrvLjwiVvysoTsLF/VgCt00HQMwLo6Ypwj8EucgL0sH4URXfip+uPlyqAVmf7yXDT49JFZza8KAdC2f+hDc3L8zQk+QktIDdqX/WB0KIAMrfHL7mRhZ4gdn/iQveiXABp6nHwkytYpzcxPx/PiW/sJbxFEEAe9jg8Kt1ISAnRpLSvFI/rVzFwS0da2Vs0Q8115JL6E/qWR0i2EM1Q8+mPvcEPjYRidqGPeNEM1T2HieVufI4dx71mUrhukpIQDyy1I1g3uVhI0OCHohnY0xVmuwpwvKiOsV8BY1tGO/9lCSBFM9QVuRlqXK1M4CmDAMo1+iGaSbLRfc+aoa7OjhDvcBr9mB7pFepSkRO/0n7M0PAAPeOya8ZLH2Hg5EVpywDdo7JBuJKlgKMegaWDjFWHcv63x/BrlH3mbFsOxqd+zbe//W2VGepLEEATkxNMzQstjpVZojW+L3nxrdMWrcsdt2A6JtZYnR8nTqgMjBN6GZ+clA1yXpkh/Mr30Ytp5KHRbnwrZQ9qd5gGB5xyn+sBeaURBdDUBJNiLAW6/A5tMUOdKA/izI6fS/n2H//mf/C3P/w9Rj4xmJ/9jTwvy8xQz/uUEab3jrTvn/7ur/mrr3yVt++lCJW2TE1um//DuiXjzdEZWc2+Hv/5qRH65DNSxvI9uOUUoFRmqKIZc6DB27iWyPLluhnz5Lx8EJCU/yeZkg/Y7/TZyy77HPwNP8SzTHZNb6QWR5wyKLx/QIr5t/7x63zlK/+HX1xyEWIpH9W8wVYBJE4MWI//hhlqZcCn6o+XKoAanlzkjR+cxSMlhRRhy6vtYmapBpd396PtG4KzrhZG9tlsuoS8onyaANI144K+EfZeoaQ8us53/vEdHgtx2k4ArUwKCXznGPsOG/JYHtPi9nHG2mMx/uQCNr5u3D5pgF9WA1Fa/45RrpiJpqmLckP3ohHevqYcf8+MbNEMdX6Q5EfW3H1QhKzaWyTh2g+5V4Rkhup19SiHz5jxRH6f8u71b/IX1gNU6sEfDt4iSPiO/i4GaNu5bni+KIMAWi7z5GO9B1IaBT8wwdE/mPaJKdrymxhbmKIs2JTD180JE467mZzihnc6g9nOfHDTTromLtAJz5hMuorD+PCGqbQvMeIR/oGPyMoO58Jv9nLDLYBEYX96TgFtomeYHJUZqqIAWmKsu5vu7jHhXzL+SwE01oyvpxXGQnxTggzY94YlVYKUnx3rp6N+gPnubHRsnfAPiyExLpL7JmdIKG7ggbslZg8ekxKox74/2FI9P0ZuhAPXHYTPEdLJ1+wk9ikdSuUGz0Q7j72tMHDxl2IQ7aqJZ/kSc+P9tNf2ozjcrc5d3gOkwKYZ7SajOc4bPUCrSyO0FHUIpekmG/lfiH9WqDWXrby2xL8v3YFP7jhK++ID7HgQX4TiG6BXniXZGMRLNrI08bM6j31CHbMLozQXtjOtmP+F41Eu1/AunqQ4ygF1u0fSvocWatgnNW8MnJ5uTFboAZqkJbdJwTJmqwAazNyMf5CzNg4hyUL86z5Vf7xUAVTkc4lz585tbHreqfRNLbNQFST9fcfSjTJlMFeRBkGnUVA/yPJ4CW5umYyvTNNUnEZ8ZgGZj5y4JcbowQMe3dQhtUkcBJ1GWlGXIEs2mRtpJ8x2M57iZiEaVC5OUh3jKPv7URq905MUeLqTu2GG2kqU5z3puEtqu8wMdWGcstwYwjYSYIJ8dxfyR8VptvUEWm29j0Na78Z5NXGpZOW3yoXTF83W+4tmqFnu8u9p6LLlPfvceAUR1smsf/NXEdEMtTbCRPr9N619KO0Wi/ouYgxCaFhZY3aomWBreXxsw2gfmWNteYEMN9m+W7b+VPTKxos0RepI+67qW5LUOM1gWRiWd+TXCpu6tvEWY1nRQNI1Y+tYIeWinQidEMloU2xolPg/4qF/2kaBun3+ayNcJ4x1W9mRuiScDGTxfZArjs0TzVDjcb8rM0Odqo7E4NYVLqpfw79ENuV6qCYOe33ZNT5yg1RxrEOU2x1pn4F/DqOzsla1MjHamIaLoSwuJhG1rK4t012ShNsdmRnqOv3ZbhtxW2ei4gkuaVvNfmdbMglKK2ZoekVIyzLs9281Q1XM/9O91TyykN17Pf7Lc+MkOcv2aTsFU/9cj8Wrz/JEN4meulIM1uv/pZkq7HbJzFAV8/+9KJkR89JYB7EesrJI/2GGFP91FgbrSUlLpLpfjGU7zm/LzFBljFISlEReda9Ub74o/p+mPz6nQdAqVKhQ8SqzRH1BHjkFFVt6G/501s1Q0xVatir+PORmqOEpL8UMNdz9yav/tuILYHlxkDDnxy/BWHaSMFvvjSEcLwOVAFKhQoWKP5kVJibGhe2zyR+x0p6bm2RoaLtBnir+NEQz1MmXYiy7ujpDT49yzeL6vFhbm6W7+2XEcp7OzpcrSVUCSIUKFSpUqFChdKgEkAoVKlSoUKFC6VAJIBUqVKhQoUKF0vFSBdDK4gil8YEEBgpbUgGdo+urkz5lbryTmpwWpfQBW5lsJa+wkz99TsAqUwONZEbJY5pVz5xkhjpPX02mtC+luIkJ+QevLI7RVFjCwPgI1XmJ0vHsxlGZr4rEAgP1TbS0DG/MNlueH6GpuJim1lrSIuX3yWlmeXWNhcluCmLl+1LLGZ7enBL9xSH81tpGWuQGnqIZaH+V7LcFxmfTNLg5N01cBKuvqZA6+bT4V5HplmzZb5dv0TnVjDw3A2iO3uoGWrcY2C4z3t1GQ0X3xqDdoapo6TMiEzOQ3FY2GKEiunLD9HOmr5YMeT4olK85pJyMUhUtPAfyv7YwXMOToCAi4lNpl0YzL9Ffk0VUiBC3J8Ek1IrRXGGso5KUCHn65YnzvhQR8m9VBpHB4jWhJNeNsDw1QFlm1EZ6BwY9kdZ9WpkVnvEcWfoFZtbI1hZSMkRjzez1+iYwl4EtXiDPx39lZojKbIVYCltu+yyLQoxLU2V/Z1QJz8cW301xFfAyksJlx58UytcaWpgQys0UaV9mTR+b4V9ipL2Fxlphn3yPMiGuX1WfHyOLb1olo7OKdcb2+X+7+K8JZXljtvy8wETK18v/Z1gcaqSkqZvZpTVGapPl58u22IJG+psKCAsJ2tgXmVZMz8RmAr9UAdSabsW+QyfQ0bnB8TNq2IbkS5XzymIjXpdOcHy3G7KJb8rF0lAxQaGVWxc5/CNYmekn1keHU2oXhJhe5ZPDJwkpHxUqpDzunzrGkQtqnD59j5iKISlzTLREon3GkLiEQHTVznL+wgEOnfSiRhIuiww0xHDn3VMYuWVtVG7DdSHcEs1QbW5x5txF4T4afHzwBLE1Y5REGHHkuJqw77rwOafxENc1+kLL2QVB/ERy681T3JOvA7Q6WobZxXNo6GihduEM93yTGJJroJnWRLSPfMi95Fd37sZIsb+QHjroaF3ik1//ho+vPqB+XLFomKenKhTNN05hIXrhSPvWmBrMxfrgSa5phSIthNpXxI2bYtre5KbmNVx8a+TnDpDz4CZv/8N18sU/p/uIcjfgzKVz3NRRR1fPi2qlHK87RIGfHm//zYVtFkLsJ+v2OXZcuMG1cycxfVBFX28eJncucvW6Jre1L3Lokh6F9c34O2hx7sJlIe7qfLT/BBkKq9KK6wDdvXWB65o3uHnrIsc0DCmqbSHuoaUszdU/4Tv/v19iXTpAW14I+hrqaOpcY++xU/jn9SmdGWpDrBPqxz/hkpYQG51AWhTMUOe3iX9BXTuJ/lbyWO7hO//r51gU9lGT6slFjbPC/vNcOe9KfteUtJCoyNJoA962mly4eEVKsx0H1cjqXmKoIoZ7p08LZdARjp26T17fjNDMFyr4rjRMPjnFLeM4lG650LUlesqiuKtxmetCnXHg+Cm80ls31vRZGt8m/7fOURPvyulTh4W8fJ07OrakNI4xN9mG3b6fcOCqmLbOxJV1PS8oFwbJcDjPbh1/OsaW6Mxwk6XtjXO8//Nfse9uMNXCc2JiqIfOrWsceee3vHXYjAKF5QleqgAarE0hrlpsHy3THmcuM0MdHiLdwRqzu+qcVVIBtNiXiZtbCkVFKcSkNwsJOU3Z44ektIwLuWKa2lg7Tp06xSkTb0o7N5viopqurcilTHggRTFQ7rhPZoZa5MqVkx40T/UQpieaoQoVnSBMGoIucs4mgWhvG0xtkhicqsN2pxq+zRNMD9YTYaOP+t5LmCoIoKpHFzhvmUpBeQHVveKyX/OUWL7Pcd9mOqrSyWwSZcciDY+vc84pidG5zULm82WNyd4awm31uLzrEhZyAfSsGaqZjWiGKp4/RpTWAXZ8svOVFkDrTHXk4Glyg8dZ/Qo9i2uMd1URZqfHxQ8vYS0XQCuiCaGlITpCIX5zXQCN1BJcJLZm56hP9sX0nLgOzQxVYQF4u9/go3/UlATQQlsmFubG+Bf2syqcm3N3NzeTv5wlMb88ZoVnNARfVy0+/No2ZqiTKZz/wy2yR2dpzfDDUN2OovZGUoqrpV7TlYUBntx+D8PIRorLiuT+SHMUGL+BWujm7JhF4RlNLK5lbHaZ5ZkuArR3YCmZ0cpoCzvPudvx9E73EuehjUVYs9DwWaCrOJ6ClgklM0PtJ9FWNEON39YMVewZeDb+pumbZWt75BXOakUzsCI0slrKyJOMTRtx232XwIpuQcrIWJ7so7CsmGaplTVH9t03OB/SRlG4PXp6YfRMNeNx8gquRd3MTbUTbXWXm6euoKuEAmhtfox0b03uPm4QaoxFespTKGwa3jBDXZ7qfy7/n/CpIcbxIreeNEnX1HhrceVhIUO1T7j89h3yX9iNtkhXbgiGB37N728/kgTQOuP1sTga3iWqdHij12h+uIkn5mdwie7Y0hHxOY0BGibD1h573wwGl+bpr2uipiKQu0oqgGbr3DlwwJ5AcSVo5xwmhfiECy0O+7xeRqoeC4rVmcjMTPzsrmIVlLLRo7GVNh4e1MKtrJvGiDvstpaZoVb5XcfoYQLim6Bk/T08yK/nkbsZ9yIbhApriQyDN9BLHmF5for+9jIiLB1wURBA8bp78G5Q7EFo5sFHV/ERCtRNeom+aYJTXBWzX9hys09Zmp1koKOUUIWVoJ/O9ZLqa8yB377Hqev2ZAgP2ILQwhhM0uW4nj/e5idffQG0PEVZnDv3bEPp2fK2TzSQnWCgq4TAdTdkce/qHH0N1WSFemK1LoDklHmd5v3dR/BKGhSqUrG7v5uR+TRufPuWJIBWu/O4Z6CHU2qrUOSMEKz2PQ75KX6CMrAiCEvhWZ3J2N4MtdqDf7/kz9TKKiMN6bgYXiB505VBSJMCzN69TZLCqtpCc4X7v7tIwAte186NZWP2kR6p6wX7eAmGl3SJE57L2cFGHmr/ilNXbvPJb3/Lb2/6Kgw3UBJG63A1OMYvf/F73hFjYBAtvbbfjufiP1GG6VU9IuvXS0GZ5YXVtfc5dO0hNUOLwpO0HfU4vHGJoLZOEh4acd2vSsgZy+RZ7+ZORCOLizP0N1eS7OOGnRIKINEMNfD2Tzl5XZ89Yppcc6O+/0XvPWT5/1FrFwlO6pxxLWSaKbLM9/CRSRxdUZp880d/YKf4OWeMSKjZ+uJ5ob8Sf5d72BpqcNImZFMALY6QGXQfmweJgvaQ7WJtmc58X7R1PGl95g3+SxdAT9fGKApywOSGD9VDS/KuxBW6VQJoiwAKU5cJoHa/4/zP//01/unb3+YbX/8K/3HJndYRxYLyKWurbQRr3sLCM1+onEQzVKGFLnclrg+Um6FOF6L9w5vkD281Q80z/U9uxq5nngGSFAXQ03xu/eA2hVIXpXifZvzPX8UioIJpSeg8FdKzn1QHU+6ZRtI2ufKCguHzZKsVxmK2Ka+d9aGqu5kM/7sY2XhTX5vI+SNm5LS3E2lzHOOE/le6NSxWgC63P8QudWCjq34rPUQqCCAZgmjaRgAtTA5SmxOGm522gklgLlpyASR6LlVH3mPXr7/Bt74tM+M87L/VVkB5eIEXWNl9vns9iIWVNcaas3AzOSkIFfHAU1ZXimXGsuVT8tao+JzV8+DIJSzDxJbyMzxdE64pxPBXJ3hUOSVUr9JO4Tm/xBHjAAaml5npr8fk6Pc5bhlHQ3c3cVa70Y9oUhjrpwSsLjPd005tQwPNQgwK3E9inrNl8I7A9vFvDLnGCWMfuiY2y9m15XnGhvrIcD4mmXFKq+dvIH5OHW77zmEb0yYIqn5ivPVRD6yXjpY4fsSNJ/Xy+I+Rp6QCSGaG+s/sNYqkXkiTJMdj3A0pZXZLsjyT/8UxnRUxXHn/74U68Ffs/ejXvGmeyvTYMK0VFVQLn1Od6IpTSJJ8bJ3A0gRFEfe5ax1HeYIl520CaRmRPUkTbblY3zmCd96QcCcZK4tTBNz8hSBSu58rL1+qAFqd7iHVRQ91dTeqtgyqVAkgSQA9ssXQPoPx1Uos/3AIizRBAIXf4B2jVOaE1sv8xABDY9MbXYaSSWl3Me7Xr2P4IBPp1aVkhurEpStB9C4Nk2guM0PtjbnOj43zhFzYR4K3HZZu2YwvdeJ99AQeteuJsVUAzcVd4cemxZJCnunIw+HSVUyFSlMmpp8KYrqRMFNtbhoF0/qnDmB6aWwVQJ0PD/GJa4OQo2C5OR51MzseOt7k7V/9iH/9l3/mH/72r/jXDy4SvjUDvkKs0VcTgM4nbjTJ9zzPHyGAFsZpG5I5Hc10FOJue5vAivXXLQoCaGWB0fExmenkyjShl36IhdLagb1AAA3HceIjU6pm5+kqCsNS04LSsXlGKsO48o4aPjXyuK4tMdWSicXpK1hFVKOw4r+M1XmGy4O58IdTPGpS6NFZbcRTzZTHOWIvnPDcij1AxnvwqZBV4N2hGhy8r2xmqIuMC/lyXD5iWTRDPfRQwaZFiOVz8RcRGnm+F83xS22UjSlZW2V2coSBKVkF2hN5g6P3M6VBtRJCmk02p3Hv+CVsYuuFclrYtzxOfqg9BuaJDC/1EnTlEk65nXIvNuUVQGIPUNDdd3AplsWyN0Z7qxnqdvlfMf5CmmVZHUA3rFrYN7zRqzlW5IPO/YdU9cl6S5cnewnWe59/+7d/4/9942/533/793xolcWKcH1jhi9GZx/RLp0pY2Eshqu/MN/WI/KlCqD6wHO8/v3TOMfFESdsmZXtzCyKGUklgA4cciEmwBb103fwjXRD7Vc7MM3oZbTMD42dapg+DsbyjhomvmkMy7vplifbeXz7CHsO6PFQHtO8llHG2uO5t/s85g+cuHnSgEc5jUTe+HeM88QCcZr6GHd0Lxjg/sCI4x9YkCOaoUooCqAF4q/+SDJDXRqtx1P9EAdPGfNIfp/Cpj4yHU7w7hsaPJDvy67rY+kLL2SfMUMt9+Ltg5r4C9/H20mfO/buGy7BKzPDxNq/4q/ABAHcmmzOSf0khRmVkzRn1TO60e31Rwigpkh23jCW0jXE3xknFxvKBqQTBRQE0FgTXh6W3HN9SJyfNvvedqBWOkcZ2WqGOtrRSWeHONOuhUd7j3DVPRgP42toG6bS0hLFld/tRt3WmyghxolpWVRV5+OgdpBjly0IlD9T5T0zzIz00FrTx3BTKOd//QnXnHyJFo4lpedIxpwM5nBHx5HE6gGkqmR+jPwoR67bCWkinOdlehrHtPUKWEmY6CDIxwp9J28pBuEuWpIgnB3rpaWqh+Ft4t84JMRyKJ+7+o5El/VKjSjRV7Ew0pbzpi6yWJqfxTG5hfn5IRryWhnuL8L6+AFOXLMmSDgeH59ARe84HTmPMDh5E6cH5pzffY/49jF5j4PyCiDRDLUy3pHL1j5SLH0sL+CYWM/swjANOS0MD5Y9n/9bBzbjH2jJpX0mRDcNM5rvyq5b1tI5kf72eMbl0zc9IQiceqkeWGck046L9vJXYMvTlERYcNUma4uJ7UyZHR9eCN/WHuWlCqAS/6tcvnx5YzPyS6d/SlToa4z3lBLvmauU3iqSADoeQFN3BQHWQmzu2uFq60yq2KcnZJqGJFdZzKwDqOjerNbmRzuIdNyMp7jZJLYJD+0UNfEu0t+2QZlCxpii2NeL/GG50p5oJ9bXQjrukdHBony3WAk2pGaSk9vCrFBpFnp5UCjkptmBBkLstt7HMamJDI+t+0xDSuWC9otkktrEDHIL2xF1oWiGmusl/06mHvJB2jLWFmeozXhEUoNi9n/FeLrGQHkEblmKr6G6iTOJoHHjHcgE1bFp5JV0KsycWBAaIfmkRlZsFAQtMXelON40tiW1SbGLr43Iu1Ebrajh2kTuG8ti7l+yKamUjw6i70bIjU2FwvZRAH6P5GaorXFc1VBHx9SeQqHmG66OxcFw89nR1DUhICFL9vzL94mbV+EAHfkJeBg+oqAiEluDzWM39M2Iqxfy8nAtjxJzaVlvGQksjbYR62kgnWfyWGgcSF0TysVYUyYeprJYWUTXy8xQS5Nx1/Elf5v4S8a+Iw0EJeXQMLA50FKx/DN+lMXwzArz4+U4HjQjq7MEP8vNz1HXuIpvsfAETQsNxCBbaZ9LfA3yDiSBOdoLc8lIrBVKLuVjeaKHFF9DKS7r9f/SbA0Ou43JXK//5LEUNy+hAlKM//0YoXwS2rOrQlm+Xv/oOQdTK42V68DlXUUzVCHtWjJ4klEhy//Lc7QUR/NIfAAVWKiPwlysN7fhcxoErWKDjlRuXfiI32vGf0lu6ipUqHj5yMxQcwsqJWH+57NKn2iGGp2hlBXmy2WNwc56EiNSFXo+/zwW5voIdw/efs0nFX8SohlqqEvgS+j8mCTMzode+V8vA5UA+rwZbyYxIWFLT4UKFSr+u7PK5OSEsH02+SNW2vPzU4yMvMK9ll8YT1lYmGJ4WGHMz5/J6uosvb3bvTRR8acimqH29r6M+m+B7u7NmXsvA5UAUqFChQoVKlQoHSoBpEKFChUqVKhQOlQC6C+BtUVGu7vo6p2Qr1WhQoUKFSpUqPg8eakCaGVhiKKohzx8KGyxObSPiO/H56hPCZLtC0ugtPOzv599JZjrIjO9XhoYvTLeRLiNMU5Pap4ZCLnKVH8dqaHymKbVbpih9lSmSPviC+qlUfMiKwuj1OcV0j82TEV2jHQ8vX6E5ZUVekqjZZ8h3yILW4XPWmNpbpj6ggLqm6tICpEfz2xkeXWV+YlOciLk+xJLGNyc6vAFMkdvVT1NrXID16dr9JbLftvDqHTqpWXVZSwJMS1PrP3/t/cW8Fkk6dr3+d73vMfPWd9ZG91xgRmGgQEGl8HdCS7BIQkJcSFC3N2dkJCEQEiIu7sLBAgJkBCI4P7/up/niUFmz+4OO7NL+trfvUNXVVc/ucuuqq6ua8jPHV8V9DSk9pWhaJFpZbTffv5AGXhwvZGi2ia6xDM4nj3hZn26LP2p9GLZqeEi2kojFflEkJzXNODT0XaKI0te2AB691I+aXX90g0S+nGnKZOgwEACwmPIlskqiNv/Mok+HkBQSCgVih2gt65Uk3yyt/wyaJMH9+NmA6cjwwgOPY54+K1MPiD5hCJ9AIGBQWQ23ZEdOpcXJw9LKm8ZIMY5fHD7Wi2pivEmvaGbZwOOARDrf0qsYtwRLCTiJKUtt7jRVExcuDwsIOMcTx/e5Xz+yb50op0qbuHxgJNUb7VWkKjoB4OCsuVldr9T6DfjZGG9/n8i5FWdIk8Xm1WBbPgbphjU/wyA+PViZly43NeC/8U9cHc6zpMRqfB/YqlMCubJwxsU9XKJ05mcH/AFpIiB9T8gIImG7ns8fXyfCwUx8jAF/7h7MZewkCBFugAiEnJpHqCd+FIJ0Llkc1YobcfQUIttytuwOZ7DpaJgVq/fIoTpsV9lJ1p2oQyQuxq+uFVHRFi+jPDc7bhEUU4iin6zD49vX+G0jzZbd+4X/KfOSqWNHC++ITTIbBw3bWTz/p1s32pCTGmbbOWoszEazR1HiI0LRXf7LvbtV2LdRi/KO2/TkOQu5GGIoaYysz77ho2OSdx88JTr1eForDuIvvVhduw5IKQ5xLI1G4ipuEFBpCHrNu8Swg6zYcsW3BPqfuCO9j6tlZEcmroJE8U5QE86ijDdtZtDhjrs3LMDE9+zigH9EqGHNrJ0ktWQB169KrhRfExejjoHWTlpMktUfagboG4sw4PrZLkL8Rruss9HH9+rxXfDGtbt38/u7VoEJl8SaOUtoneOY7GKkJehLSGxlQrieJUMN1Vm/F4hhtqLO+c5dnAWs63yFAES+nCrHh8ddVQM9VFT38VBEw8aG+twMRL8rXEIA0NVLG2jaLj9kOooW/ZtWY2Kjuj3E0KtHYgOiuz1UNpzGK19y9mvn0WzMGCcDbGTl7naSj75+QRsi1opjXFk6/bNaBpqoKdtS1LjMNMCu9PG2TAbDqofFHyjzO5NwZzrO0EW7rWUcMzTUuY3nd3zGfH+SnzzSwiwP8SufSpCuBqLV64nsf4W5Wdc5P49vIWJ745HObCQB32HKj2gMtycPVvXoaZriLHJSZqF3ratNAaTrdvZuX8zGzc5kt0qkKvi42xUWom6MP7p65pxIus8Q8xNXn081//04eFNCqI80VbXQKfP/12kH9Nn47Y9QhkcZt2mzfimX+J8mg3L124TwrTZvms7lqEZ9Ku9PKGlKBrd9bPZqSm2o2CKO27TczEV4z17Zf7v4x/Fp7EwM8ZQT4NN86bxrZIF+eJ5UAq8VAJ0vTaNhBpxl/YjLsZZyMRQSwoziSoWzyx5wvWKaCzNDIirGybUuLsCH/cg3A02s3WfKk6hEdgeVELVKZqmczk42p2l4+EtyiIF4rhiBUoGXhRe7GeHT+51UVuRT/llcW5+nzLnVSh5VcjFULd4ce5WC1H6/WKotcd2oWx7ViaGetQ2kfZbtdgv2YafXC1UhvbiQI4aWpMqhIltszxImZ3WqRRWFFIj0225R7H1PDb4N9BcnUmWKNgqdAL1x9TY4ZRAx50f6rwRUQy1kkhRwHX5PiwVBGiwGKo1R20CaOzuItvVCXt7Nda/4gSoFz0XsvAyOcSxrGtCzRiIh7QWnsJs7SRmHPKSdUB3LwYJjd+amlvXSXWyxNojjittmRwctYXYQWcz3BZ8Goyfz2EWKcRQ5bhN1XE79i8YxTTLfEWYhD5cjWHtcnthAH5Aa5nQx6lqEncmkN1GruRe6uHR/XYidddhl1bNqaMmmHskcm2ogfG2QO63GRBe3Ep3cyI6i1RIHzBZPB+xHWWdBK50XSbKfh/6UeeE0n5AlZcKuwOLB61avPK430VdfbVCWLMYg4/USB6sX9GHUvf5qNhVCv1hGyXlxQph03sUmExla0T/V0VXsxzQ13On8MrdPhkF7jcTZXRE6H/S6D1mjcddcjFU/Shabp3Da4tcDLXCS4lVzmVCexTHPyf03CI4d/N5eY5XHS/2P72431qAu705x3KuCGPPPc5nRlHScpemqmzyZToXD6jx28kml2wuV6USXy2uQT/iUqIth218qbqmWLl53EPJcUd01f1oGLBn5HqRE5t3R9BOD7me+ph5nKJV0b/JxFCPbsMttnnQcTR/oz1A7aTa2OPgn057Hyu/Q218MNY6QdQOl0O72uLZPm4FJmFxRNjvYeUSbcJO+qKqZsOZWBeWLLanqDwYrUNunMnJ4ZiDCpbHEr5DDPU8fqs08Cy7TH2UKIaaK1SNwWKoCXrL8c4bKIb6SCaGqpuoaOT3WojxtMNFYMadinYpiqH6D6xFNOAx9yABTQNP0hDuO2SCc9wPK4b66G4P7ZfLBouh3rtKeuARlo+fwcaD9mScu8GDpw+53tjMxctRaA0HAvSoh+JYd0xsI2l97q3kg+v1hLsbYnFEg102gbIO6FaaAeN0UoTa8ISGWGvM3XyoT3VlxNS5LB0/nvGLNmGRIB57KIp+XuHm/X4xVBE9NTGY2boQYrKahQoNOgkDIMxsGzN82TBxCotW63CyrIWuigg2HTTnTH0HD+42Yrt2NNp+Z7HXUeLrryYxTfS7/mlFBgo0xaCk60HRpS4e3GrFX2UqgTWKuM5CDPboES+0y2dCXIzDQXZ7FgrUtJsU4wXMM00YXlIYCnSXhrF33QQ2GqRzc6i/vz2Z3Wt1KX7hlIFaHCftIax3NeD2eYJtLPGNL+f2wOGprRgLzXWMF8psqlBmk40TZKtPA8VQc0Ux1Kh6GoN3MlXrLJ3i5CxYgw1aToNXQIYBhup/enG9/CQO+kvYorSVWUPVf5oJ32WAS0YjD/uKsoNMJyccvJO52itPIvrfaSufjZoiz0fFh4s37vGou4k4dx2WjJ/NDm1P8oV2JKMfTwVCmuOLpo4vF/pPhpXhJROgZzx9fJ3cEDtMNAKo7ngkZ9JP73OhOBiDVeJpkPeFbniYQCRAaywpvN5FY7Ide9WjabtRjKWOPdHR9iwWCFBqwAb+66e/lYmhvvn7X/P1Pi/OD1SNfvaUxw8bOHZQAyv/AmFwekhtuFwM9Znwv5pjBzDwi+VqTw7qI7TI72jE390U49hGWXyO2TiFGOoz2spOYqSzl+iKTuFKwJMs1EZoUyhWEuE5jx7U4r/jINbHK4VOQEzxjCePLnPWxoSjFqe5eOuJ/L4fFIOlMO6nGzN2RwC1bZfIDjHC0MqLmuvyX9XZEj0sCNCda7W4aMzHIbVtcHk8vkPFGQfUDU9QeNaR/ZZelFy+Q3eCJqOMsoS0zzh/1hIzVw9qr92lo7qKirY2LpYlE+JnT9rF3tz6pTCe3Wok2N4a5+N5lAZsZ6FNJg8e//C14O8Zz8q9mbTBluLWy1RlBnH08EESG+6R57WdiV+8xQfvz2fbnqXonG7hTuslGpqauCT4vchdCdPsAb5siGSFgRell3t4eLudYI1x+FSIEU+pDt7NetNQ2m4LMxehrV4pPcm+ua/z9jsTWbVoAjMsM4YlARL38HTeaCfBeALGGc+TjacUWM9guUN+/5gj6+eqcF+7B5sYcQVNFsjlbB8O6+uQ1tgzuE0Jg+edlovUX7hAs1Bm+W5KWCReIdbPgAPHamRtSiaGGl7LrWuNHF0linqOZs70qSww8h9eBOg7+p9ef14rOcHO1TMwDM2V1f+TWiMV9V8cZy4Sc0Qfc8dkrigWSJ4+vkHBcUeM1XyouP5IKE0FhDJ80HGV8w0NnBfyqTimgWHsJZqjtZmpGkZ92wVSPNTQc4rkUvczHt/vIkhtDHqnWvrzUODlboLuaSbRSZ+Dql5U9S7dPuqm7pQtmxbpkPFyzzD6+4dIgNbbU36zm8YUe/Zrx3Kj8zkCJIqhGiZy+/ET7txo5WpH9yAx1NuXCnBXVcPEJwPZZEUUQ81xYs/eUFoethNvJhdDbYk5yBemeQIFv0q8ry2WbpncfHgR73Wb8KoRCuNZN0URnsKzT/adpHkndg+jjgozeqGR95zPwmGvCubHCpHtERMq2f3rtUSYaqFleuLvRww1cC2LXWplr+8eNpyRiaHGVcsr1vAgQMLgVxmC9jJ3GhUhvXhyt5O4o0v57LPP+PiPv+eXv3udeWYJXKvyRmmFBxcedpHjbYOt5ylabnZQf1XeSO82F+IjtNuwIcRQ71zMxWL3LFmeH73xC376+kccPn1VnkyCDNfjtJlvEi9bHX0itBkvRx3MT5Vzuf2m7KOFR93NuO+aTGDlPa53XJdt8hRxyW8FSiEDfNmVh8Euc2KrrnGrLQfTlXtIEvecP6nHa4AYqjAy0NPZxpVu4UoYdFJMlqETM8zU4B/fp+PGdTpuyynMOe8lrAscvKOKx8UYTdLhbIdiSf3pQ7oaUrHYdkAgP1X9+3OetpPq7oKDXfKLpxU/ukt7R0ef6Oo57+VsDqqRi6GaxdP+sIXQvXtwyrnE/e6rNImbdZ8+oCxYF2PvCJqH0fmW39X/3FLIJ3VUnsLeWovEc3JfNnrMRym4hXtXKwjSO4yebSzNit0xT263kuJmwL59rpQPeA0sw8D6L+BqjDrrXHMpdF7JZr9G2djwoOoYSkfcKbzUzb0bpzj4tcWQ48JLJUDVwdv45pNN2EdHCwN8NEnF57mUdoRvfrOQo4qws9llCn2wYYA/gwCVlAWjunQrRwJCMNPchllgat/XA4+6mgjRWMOSFVp4K/yXUS80xovxmK1QxsTVlkNbDAnJruekwHBNcsXO4DZ1sZ7o7tLD2VWfDQusyOkSZiH3rpEQbIWBd6Hi6P77xB34HFEM/mFHDZ57V7FyowF+iudk17WSareeWZP24KoIS6lo+RFm/4MJ0KMyf2avPoCv8Hs87HXRdvSiViGGOiwIkCiGmnD0OTHULuqSq7g+YA/IzVxP1OzlS9AP7xRiPXcduq6uGOzRxi26mp5zp1h2yFBWrpHHfAgIC6Os75OkfgI0EK0Ru1niJL0CewHnz7Bm/R7cIiMJ8nVEx1iHlPQUDCzNcPULJtxpL5s3hNMktOdgXysMHbxkfg931iC4+gm32ptpKGvhjjA1Oaulxl5Tb4Ls9rJ9WyQXxfyvZaGl49Qvhnq/k+woO/aaOREdYILyCjPiLypWdYcLui9x3N8aXXsPmS9d9FYQUH6f2zcu01Ci2OdxKZpV292o75b3D/evFWO3ZSXrdpoSINwj3lcojri3LhDmYYNdREXffrrHD65Rnd5A981G/LwsMXb2lqU/7qLJsZr7XMoOwXDLIWxd+/3fluXKSk0LokMd0VbWwzehcdB+k+GEgf3Pk8ftVKfW0y3U/+NBTpi4Bcp86ay7lIDC68SarmPutyq4K8oktfoadeG7GP/+euwUYYlFjXTf76AmsYobA+u/EBfhYYRH1jWupTmxeLMG/kKYq4Uq2u7Hae56yO1iW+btjh5SHuWlEqCSYxqoqqr22dHQDPKjrdE+3B9m5BZO1dVhsix4q47w0Eyu3BVmK+cyiY6r5e69FlLjMqmqysTXN5POh7dpSPaS+8chjIqW/inDvZvNnHbr951ojkkXBHrbQ02Cp/w6IpOrt3soDg4gv0Ox0Nt9kfggW1m8b0azXAz1fhcV+Qmc7v0eVxg+CwN8EXX97rQ1EOU8+DmuyefI8B0cZhlV+iOIofZQm5RBbuFFGXETxVBzAxS/ydKXzHMiLZLjXncVZ5zTeKXXJ549pa3sFN5ZLYoAES2ctThF44AlgLuX8jiVWcy1W8J8SPBZa7a/zGfWAadpUnxteD7OVBamY+5E6rmBS3wXOG0a+9wXSuKe/kj8sgaKsEroRdNZC9QPCXXS0JJjRfIaeCU/GHN9VdQ1tRGbrYgb9al4CZ2z6HfbePEz4IdczDuL15FgZHKNrbnYmOpxWFuflN4C6KjlWFIuTQO+q759tYYIR3k+ngk1A8Q4hw9uCn2qr6XcBzZn6mRiqC3FyXjq+SN6VigAHGJLhD5L3i/eaqkgzEGevtcC5B0guTnJpNb3H/Fwr7Mcp3VHKRf+3VGbhLu5PL2s/xVx+yqZEY6ysF7/P77XTaqPPJ1daBLNw/jEl4H9z8M71TiuMKZUCBe/zgtyNJD5SKz/D2/fINlrcJlYn66m6JjWoDCz4BRau8/jPvewTAx1YP23CM+TiaEO9L+qXSgligK4Xx+LTW+5PYeXvAdIggQJEiT8+VCIoZ5OH7CiJ+GvgyiGWsPZ6JTvLSx7/24rUZ4nGG67Nv4WePTgGifcjr8EX3Zxwj7gpU5wJQIkQYIECT8aRAHPW9y48aNtsnuFIPflyxCWffLkLlevfl9NeQkinj4VfalYdv5euE9r68s9iFUiQBIkSJAgQYKEYQeJAEmQIEGCBAkShh0kAiRBggQJEiRIGHZ4qQTo0f02ck944eUl2Mn0PgGz5twgWVjYqWQGKD0Mb9y9SHJiNX/6zf8TulurOHtM4dOECu6IXzQ8uktzSbws7FRWNTcVp1s+ut9BdUYOrR1tFKdGy+ITq9r7zxXiHq0V1dTW9csnPLzTRnVWFtV1pZwJVTwnuYZHT57y8FY7BWfkYbF5DT/SlyZ3uVxaRV1Dm/wMlGdPaSmKkv/OE4lUX+l/3//00X0uV2dQ1vrccZ//gHj2WPw6KFL+dyrsRO557g/QO3p44wLpp0Pk8cl1PH54j/O5JwbdE5l3kYePHnOjJll2HZVcQK9+7NWiMFlYaFQcMsUTATfqkgkLEu/1JTymXHb0wIPrDSSfDJal9U2XfV8j4TncPpeKr483XiEnyGiUf5l4sz6V8GDBZ34BlCqOGBCFNc9GyMsmteHFvSq9/vcNCKJc8cHmUP4XvxDNOtVbzvHUdQ2QbxhmuHupgOTqa9+phdYl+DT9vPyD9Acd50g9pWgzqQ2ysPtdreSc7vVlHDU37gw6MO9P1f/7V6vIqb4gO+tG7H/62t+A8W844UHPNfJie315hqr2WwN8+YiOcwWcClHED+H/uKKLiMdkib6sSpSHRaf2Czj34vEtYYxLkvdfXvEldCnOaRJ+AW0NdVSVXlYc9yLHk/s9NFXnUts2eBB7qQSoMdGU5Rt2YWZmwM7d27AOy6KzIZ0dKjtlYboaWngFVw35Pf6ww+0Gok4U/smvFR7fukKMtxbb9qgJ/tNhrdJ6Qos6hE40E4eNm9iutg/lrSacLLkmO9G0szGKwzuMiT0TjO72PaiqbWKdkgflPWLsA65URaE+dT2G7hl9O/KvVx9Hfd1B9Kw12Ln/kPAcbVatUeJkRReN6T4oq+wTwtRQ3elASu0N2SFTPxzu01IegcqkDRgrzgF60lGA8a69aJkZsm+/MiY+cX0D+q3GWA6tmotp4gvHmf3D4dnj+9Qnewu+N8NMbzezPp3Edo8MenqPg3/YSdFJb3QOa2FopsWK1es4Xd1NjdBpyO/ZyfSPJqHsl0t3TxXeSmvYqKbGvh1aBCRd4E5LNvs0dgtpjdDXUsfZq0zw713SzTejtFcNY1NLPPxzaX9wnezjbmhr6mBkpsmKNRtIlh1OI6EPt2rx1NJAw9QYTa29qBi7Ut9Qg6OtLroG+piaKAt9XypXxPYcbIWakNbMbDe7lYIZ9HHu9SpsdPeyX1cHE9PDWNtF0XBjKP/LxSD1Ns5jn75Q1mZhlN64PTwJ0J0LRGgsZJZJ8tAnYXdXYL1yNBtDLoszBvIiPdDR1BZ8qcXylWtJvPCEq+WxGGyYwx490ZfHKG7r6R+0/1T9v3+VJJttLNEK5OLNh9y6kMyRPQfQGTj+DZMTX+R4Slt1IkZKs9gt82UIhVe6+k7hfnijHj+7Q+xREeu/wv8Nd6g47cyWHVvRM9PFQNuKeGGc6SyLQGndarQFXxrpm3I8rZ6+4wOf3ONc1nH0VdXRF+5Zv2kjfpmtAgEWJnoXEtCftx514zNcUSQXz05rKwlh//o1uGQN3kT9UglQR0OW4iyFR1yKt5SJodbVVhBbLv6UHkpOeGOlfoJmWerhg5Zkmz7H32nKIiwumfONWdhZxdHxoIeKqKOsXLmSlTpuClE4OZ7c76ahuoiqVnGm+IAKl9Ws8yynOd+VfVt9OH+7lWiDAWKoocoo2yXIxVDtkmi/XYfDsq34NXTRc62aSCt9VAWyYz6AAJUH7mCXbTol1SUKYcH7lNgsYKN/IzcuVZAn0wQ7h/8mE4IyGvtWjv72eEpXSwUnrPU5uOoAVr0HIQ4SQ7XB3DaQRhmL7CDywAoWr1z6ShCggbiW74WJkQPZF271dSYPrpTg7WhKkNDwHwulcjHvDBVt/XOtazkuGBm6kHf5DrcvBLJxgQ21tztIdRbFUM/QerWB2DLxLKG71Cb6Y6YcTNOtCmxXq+JZcJFHirHkXnM2TnZWRBa2Cc++R1POaWQahRL68ZwYqpWqJpmNreTVNHFDmM7e7zmL+ufGlN7vpK6xXrEyUIjOOyqky3OQ4VahD9sNPSm+cpuHd1oJN9iE5fHYF/1/VehLwxzQOeRP4zA5U3Zo3KEmyhW1JV8x2SR1CALUTY69BuvnywnQ/ZZ83OzNCcu9KvPlBcGXlVdvUxnlhOZ+L+rkh0oPxi1h0Laxxze2Rlw/x3v5FFxrxYgHXMw4juGqCUzXCpERoOfFOI96nu4T4xwWEIhJbawrGjvdqBnCl49vt1NRVa6o//coNJvGRp9KTjvsRuuEKEvykFp/Dfb45VHuqcQyB1FY9jHNSR4YuIRQe12R6cObZEfYY2iXTpfQ78eoK2ESd5473U1EHzVAe5cq+gMI0OP7zQTvXMjC9Zv/tgSoH+0kW9njGJCBKIb69NE9Mh1WMWPpFkKyOxX6K8MHnQVWrNkXww1hsKk64YK1ewTn606wQhRDLQvksJoniUVFnHBWwSL07AvLfXKcw2e5Bt4VLdRHabHUJleoGk+oDBLFUOO4JtwjiqH65tcR5GGGaYxcDDXdcDK6CR1CJbhNR2slMZYOuA4gQGd0lhMwqBetx3W2CkGKd5V3L+Vjc2Amy/Z7UNZ6f9DS8N8Wz3h0T/jNVyqIHCiGer+NrGAjFo+ejNJ+ezKbOhHPZrx2RujoDI8TaLH51SJAdy8R4WKDR1Qh3QOW3zqq43DSm8cmpS1MGz2a0ZqRPHyiKB1hVnzM3hqv06XcEhjTrVR9vtYVBgih9BrPWMnFUOVvaSh0X8u0BavxTb3Bg/MxrFNawqwvxzJm/BQ2+VXSVnwcO/1lbFqpxGThOeMN4+U3SujHoy6asn1Z+/UE5i7XIqZSoOeKsmpPNGHm9NEYhl7tW5LvLAxk67IxbDTJY+BLsMfVx1izx5LEppvc667EYt3X7DJxfNH/d64R57SFT76YyFSx7Pd5cmHAIYnDBbcazmJj74Cf6SYW272ohXYz15m9R0M4dVSY0AkEqF0mxrmITWs2yv2mHSOMwx2kuG7lo88nMl0M2+NKw8AO+Ml9YWKfgqXySiaOXop5ZBGiVOO9K6UEuJhgZ6LKVtsIGQF63HORBE9t5o+ezlYtTwou9wzYfjAM8KCLbK9tfNDry12OVA3YojAYNdh/s4fjly5z1ukAW51zBdrYTarZEhYYx9IYsovxarGyVenyMG02a1j3b20QJaJE/xvuZObouag7nqKx8wFPHt/lenMNyX7u2A0gQOdP7GeLYSBulvv/1gToGU8eXiMzwAZTrWBqOx8rlmXlyt6N2cdwcjAk+/IQS5WvMB7f7SRCbzsna2sJDfIhKv0ST1ujZARIJob6s9/y9jvv8Nbrv2XCAR+aBomhPuHhvVqC9qtjE1xM14NH1EWos9ChUPDqM2pCFWKoXZmojtCh8MY5mRiqiUwM9SnZpuM4fKZ3yn6NhIEE6HE6B0foUSw2UuE5D+5W4bP1ILZRNdxVdCbPnjzi7q0uCnyV0T+Wjaiq8cPiOTHUVANGbw/i3M0r5IcdQc/cg4rSGDatMCa9voawo+vQj7nIw1dCsPMZVwrC0NdRJa6mW7jqR3vlafatmYpeaD5Xbt4kXn80BqliB/GMltxAtPUOk1QvF3bsSdTiS6NMoTbIxVCPunpSp+gHHt3roanoNG7WaiSff8Dtixeob2uj/epFzrru4ah3ENtWz8U8qoRrwnNitEZgmj2cevX/HU9LPZiw3pby9jbqc0MwU99H/Dm5j54+vENH22VCdafiUy4Pe/boPj3dnSQZjuJI5gBfPnlIgdcWxn/+Nh9+sICt+1ax09j+Rf9nPeZR53WaRYFOIaw2XAO9UxeGlRbYs9sXOeFihaVPCgVB+1h4NJYuhYimiGc38jA+dJTQjBqybBewxruWC/nh7Fw9kyPhhVwV/HZGZ4Tgf2Ga2NXBZcGXl4SwuhPaGJxs5L6CwD67Woy1sSFW0cWC/xvw2/IlR5LayQm3QcssmvyTpmw96k/1lbu0RGswXTWcppstZHipoe0gEKOuYTTWPXvG4+4btIhiv4Iv66P1ORJdzZ2BKx7COHP/Thkuq/dgHyfUWeGe9uoEDi16QxgDv2HlwonMskihs70Z+/V/EMK+ZPa06Sw29KH8imLwuX2Ns+5aKDskCfX/AjF6i1AJqVXU/5vkDCBAT5vDWb3UnOzqQryPKmOT1DKIKL9UAvRYlGBw0EdN3Yfq3mNNhdlKVYt8NaGnPgkHOyNO1wyzQ7+ePKAqxoAZ6w9jb2NI3jUh7IqcAKVFq/Ot/lluPX7C7euXaGnrFGby8tsQRUov5OGmqo6Zf9YAMVRhZrMnhMsP2okz1cc+Mo/LJ/fzpVm+wMIVYqiuGdx8cAGvtZvlYqgyDCZAt07tYrRFidhL09WYgf1eNayOF/eJod652SrMLOWsu/WMPjuc4+m409/J/DAYTICaA9exyLkacc3qYX0s+4/aEuiqx+KZ4xn1xUjeff0XfLpYhVN9FfAfGE9vkhvsjvURgeAqgnpxsy4BJys1Yuvlvcs5r8WsC2wW7ukg088VO4sEeqW97p7zQ2m5G00POoUZmiiGepqWG+1Cu5TvfL59MQ8P28OE5TfTdLVDJuD55F4XiY4bUbH2xMbGgJQm+XNqXOayOUyswBJ60RGnwzzjOG4LHevj9ho8HbSxOFXGBcGX4kcLTx/eJsFqMYaxl2kTSNJ1hYBno/s81ocOKNn7nX3+v9/RgMvub3E8fuJF/4depvvGFS4rNpjIxSDzht4D84ri3pVyXNUX8OWXXzLij6/xs9c/4OCJfvGWnoooVJSmy+I/efNn/GHsQoxc/WRinAnnBvg/+DI9gi+bFV+SXIvVZqNrllAGcjZ591wKVtamRJR2yFa/b0QpM1IzmiiT5bK8R77/Or96/R2W22dT5LKSjb4NcjHOylCFGOcwOt/7qTCGCWPGxRtyX7bFG7DNNZXu+wpm/vQBN2uTsdihgv3pGrkYrShs2uv/x7dJMV+LXnSVMPa0UCe+1nhyn7JjRzD1OMYFhSsfdV4i0n4vpnGXEUejuxmmfH74BA9kDGgwAWpPMGHqxLGMGvkpb7/+a75UMiRtgOzPSyVAVYGbGf+REtbh4YQLFlfQIFTESJaq6suu/d0tcfT1obb3/cuwwROuNcWyb85qTHyS5KsvCgJUWh7KoeVb0ff254j6No4GpaOoPzIx1CD1lSxcqo6bwqcpNdfpvJSA+codGDpaorbFkGM5DUSrjcVUIYZaH+eN7k5t7B212bDIhty+ZZuBBOgeZ/Z/gSgG/6CjGo89y1mmpIOn4jkZtW3UnHVkq76l7NrdYh+uCULF/MH3HDwnhloexLzVe/EQfpOztQ46Tj7Uy5ih2H6uE2v/Cr0Cu9PKaT8rTAJKhNKS49nTdsrjq+nsbibmmLNQB3xk5eOgt4bgCqFwbjcT6W2NZWhZ3z2P7hRht2Admo6O6O3Rxv1kLbfOn2HVIT3ZvYFedji6O1Femo+uuQkuPv4cDwshyMeOlNJzHAt0wszFV5bWXnc14bI9EBL60BSP0oZdOB4Lw9fDDm0TfdKy0jhiZYqjlx9hx4KxM91LUukFQn2t0Ld1VfhyJcdqntDTdpHa4kvcudLv/0DrXexQjuZS5xD+L+0kJ9qevca2srBj7kZ4ZbcxjPjPIIgEcLm9+ArssWwSWVt4cdDXtTUey+SboLsucCLECWPnXl8K/i/tofCUA7uMbBS+NMY7q5V7d69SkVxHl+B/f1s9VE1tCRbiDQ4uwCGjfwDrSLdjt738Fdj1DFeWbFLFS0jnYKaKjkcEl7uG0SatR3coP+PADgNruS89TPDKEOr1vWtUJNZw7WoRtpuXsXq7Id5CvJgmt/5av/99jrBz9VHONN7gRr43y9VNCA+wR3unLt5x9UKZ3qTyTDkdwkQh55g5W9QM8RPyMNdej25YEU9knwEOJkC9eHC9kWP2f+NXYGXhumhqavaZ9fEs2m49pvaUsez6iIMPeReH37tqEQ+6r5IQ5UZcleJ1VE81IYHZdAmVpjHVT+4zlxOKDc9y3O+8TJxXvz9FcxUVEh/eoi7ZV3btFpXDtdu3KA0LpuiGYnWm+xKJxxxl8YHZl/tXlLhFY0YOefkXuEMPxSGBFHcJ42x7IzHug5/jk3Nt0POtwtJ/JBX/HupTsskXBgix5ohiqPkhit9pF0jO+f4j1sXXDXXZEaQ2viIrjEJDLytIIbGmv8N9+vgcZ2yTaBX+ff9qJeEepjJfOJ5tkHcAdzsozk8lZYCwozjLupobLEvnEBxH7z77CwmWsjBDGzcyFJ8JiwKelkc00dE3IrJCsQ/scjHBziaytLL6J+EFXEyyRUdLqJOmdkSUyFfIxGMGbEw00dIVJoBlcl/ebMzAz1Zefx0Tzwshj7iUl4CPiVwMtdf/uobGpCm+FhnK/7ev1RHlJs/HNrKAzgGvf4YbbtXGEZx9QS6GWpKCl75CDFWB9oLgPv/fay3jmJuizcj8P7j/s4nIpePOY+51VuCyXi6GeqM+BW8bebxueJnsnl7cuZDNyexKmf9FMc6MAHk6TafjlF0eRqs/CtztuECsh9wHveP/wzu1OK8yJqO1ihMuCv8oLEQYgAb631uYZHcL89knQl+eHSgPczyWyCVZ8V3GY75CDHVA/df0Tab9lnxVT/gFXCrOJzulXhg5+vH4Tgfl2ade4B9/o03QEiRIkCDhf8cTrjSJYqgZgzZES/hroBBDPZk6aPD7ayATQ/WKZPB6gYS/BjIxVPfwl+DLLiIcAnmZL+AlAiRBggQJPxpEAc/bdHYO+emnhL8Iz3jw4DY3b37/FWBRwLOtrXfvpITvg6dP770kXz54SaKq/ZAIkAQJEiRIkCBh2EEiQBIkSJAgQYKEYQeJAEmQIEGCBAkShh1eKgF6dO8aWWEuuLgIFpFMY3v/e+0n97o5V5FF1dUf/CS9Hx2POmtITGnsOwn2z8cTui6XExuo8OmZMm4rxFAvFZ6WhUWmV/R/Nn+vnYrUDC5fv0ZBYrgsPr6ijYePHnEx97g8D4Udy6jnzsOnPLxzjYr0dCpqiogJUMSfrZKdKvygp43cGHnYyew62e78Hx53uFRcQXXdNWSPf/aU5nz53+YSFkfFgK/mHty+QH502SuxcfHZ4wc0ZYf1lZdoYVmN3FMcLfuoRyjj+KBB8bFl12jMeu6e7CYePHzYX/7Hz1J9Rb5HQvziSJ4ugNj0BvnG0Y5qjgf74OHti+JjJh6013H2hJ8srXuKXMBQQj/uXswl2M9D4UsX/E6cpU48muFGLSdC/XD39KK415fXG0iMlPvSJfHF8wQ6qs8S7CPm40HoiZIBdfkGZdH5XLgtb4T3blwiPVL+vNOFl+jTghw2eETH+QKi/eU+cEmoVnwG3YsHNBeeIdBLiHP35HhvAchwk4pTBZzv6T0oQsRtmnLLqG26/oJSQfelYk6Fyp+T0jB4f9H9KxVkVJyXiaHK8YBrddVUiMcaKEKGD55yp6ORpGBFmcTk0vacgnbP5TJiFb5MrB24VX2w/9vLTsrzUFhwUqns67xeDOr/ThfSKTQAUXGir/8bxD+ecrvjHIVnq1/QIX2pBKjhrDHLNu3H2tqEfXu3YxWaKVcqF8XIioLYs+5FMbLhgEc3KoiNr/2LG8TjW61Ee2myfb+m4FNDNqxfR1BBBz0tGdit38wuTVV2bTUmquiqjBx0NpxAY4cJsbFB6O7Yz2HNbSitdaOk8zbnMwKEPKyxNj7I/C+mss0llZtCo22vCkNt7UF0rTTYraolpDFg3do1RJZ10ZjmjbKaqhCmyaGd9iTXdPzAYqj3aC4NY/8EpX4x1Ou5GO08gL61GaoqOzH2juWqrE+6gP/u1SyaZEWlePkPDpEANab5y8vsyH7mjJiKslcWPb0EqLuV7Bgvebz+Zr745TeY512mLqX3nn3M+ngKuwLy6GzOwGjXQQysTTl4QBkz/wTa7/QQtWMCq3SEtNYeRAqDcTfXybXSZpOKIcbqa9mrmcKVB9fJDHNDV8eAo9Z6rF69joRBCp4S7pzPwNvVHmtLU1TXzWXGAj3Sr7VQYKfP1oP6mGisYadaEq0POsg54YGetj5m1vqsWrmKePmX2AqIYrRb2HBQEwsre3xDCoQSEdFBUZgp8/+wmePi4ZUPeiiKsmPrrl0YWxtxRBSQrL/5nWroryIe3mwkwFGdvWraQv3VZ83q1Zyq72eBdy+lCX7eLztOwMJCk0071cgVz44QiGTJCXMWv7mZIGGwleOOMPgGoPzVeiwF0jnoC7KeZiL8zdHQ1xOes59960P7BWzvXSHBaiuLNeViqEKPTUdTPDqz13LouXNohgOePrhF5jEd1gu+trY+wratm3BLaEScs8sgjmfuRuxSU5PVfwN1ewple5pf9H9b4XF5P2Z6mFUTZ7DW8DgXZScnCnhyl8bMY+iracrq/+bN6/HOaKHrfCKGe1QxfI5/PL5fhfP6laxd5k69PIc+vFQCdONcHpmN4l/0mOazVnIx1OuPhB9wicDtC1i0YcuwJED3LydgY3OarKzTRAhE6K5QxPk+rpyuE4Z0oTMrP2HMkiVLWKLhTK5MfFQOUcL/XJ3AimUj/AMqXdewtlcMdbsvTXeucNJQFEPNl4mh1oTsQNk+USaGam6fzPU79Tgt34pvff8O/LZCP44a25JxTi6sWRawjV0OWZTXlisY833K7Baywb+RzpZqimQHMPxIYqiXy4kQBVzXCiSs9yDEocRQezpJs7XH2VObza8IARqIq3kemBxxJOfibVmZPY/zkXvZY3CGawPkP65mOWF0xJWClrs0ndjFeju5sGDX5Wqq6y9w61oae0duJW7gsuStQoy3G3Gi5IpAslPQW3KQtMvPi0FOxa1OkV7CIDy61UbM0RXYRTVz53Yx5nuMCctr5nZbBrrzdhNbqRDjzLsmlON9mgvOMuCIJ8H/5VivGixGK04CGlNiCfHQZ93HezghEKDHXc1E2e/D8GQTj4T5co2vKsr+hTweRgzoyd0b1NZWKoQ171NiNYeNoTKGI8PDmxfJqxL6sLuPhH60nRO68zBOvipMBOMJdddnw8i9HJMRoCdcP1dIuK0++xcfxPF5AnS/k/rz5xQnReej9Y6a7Bwa8ZkX0o9hIIqhaofKCND9nvNEmemju+8QBsOQAImTtpaGQkqaRQ8+pD7kAFudUvpOgr5/MQs7SyMCFPW/yHwZe2Ov/kn/36w9g7OJLjElN/tX5l4QQ12PqTCTqAgSxj/XSmGkfMzNi+VUNbZw99ENzpqZY22jye6/NQHqRxtJFnY4BWRyXeiUz4fvYfOREDysXjyJcTjgTo2HMHO259gxe0xcsmQz7agDO7DPaaW91B91NW/SKiqIcVPFPCReJmz6IhrxWqqBb1Ur9ZGaLLHNE4pZFENVwchfLoZ6Vnc5fgW9Yqj1AoV4TIbRJHTOKnrZu5eJcrfDNTxPRphEiGKoQecGrp/X4TxThVBZJRZ++8U8LPdMYcl+T8qvPJBpS/0weCYQ5zvcbKsiaqAYqjCLzg01ZN6I8azeZ0/2xW4ePn1EZ/M1Ll+OQutVI0B3LhLubItHdBE9Q7GfriJMVUw4XdMulLcCd5oItbPGO7ZMJoaaovs+G/QtWDhiBCNWqBFRfFVgvi58Mn0288WwmSsxPnNeYFInWavnSXFzNw9uXSFAdTIBlQ/oPJ+G5fZlfD1iAeYnS+kcdq9b/jzcqAhk3z43zouzhKZYNhu4yw7qfHTvBkEHx3E0KBoHPWFysXIdE0S/a0TLb+yF6P/1i5k+chSffzWBdT7iMXxPudvZSVdPHuaTtIgWCNAzoWxOOaiw0z2fW8IQkGQ4l7mmCcNKCmMwanCYvJ/j14beZPDgVhZHpuqQ1vOAe51ddHUXYD1TlwgZARJ1Km/Teb2cUHUrvJ8nQArczPNi7bzP2WZdJlvJv9dagr+LCfamamxTiKE+fXyPG631pAxxEvHwQzPhe4xwT63jvoKYP71SiJWhDpZnhDBhDIzY8iEr/ASy/13+F/r6zOPOWLgn0D6wz3n2hDvXygk02MGUEbNQc4rlfNdDYtXfZoOmsbxPW6PNGdmhw4+4eekydWXHMPzbEyBx0Gol1ccKU91jNHQ/4cnFUJYtMiOzIgd3421Ynr3Eg1dCqPLPx4sEqI2IPduxy26lyX89//nz38nEUN9+4w9MUvXjwnNiqPdvVeK/Rx27sDJ6ZGKoGiyyLxS6xmdUhx7E0C+Wa51pHBihR9HNcwR4mGJyukGIfUqWyXg04+QN/WpxJIba+zhVrVgRepjCvhEGlIjF8ewx93rK8Nx8APtTDdxTjKbPnj7hgUBESvx3oBOShUJ+6AfEYCmMe0k6jNouzLhuX6c4whgdM1cq2uQ/trMl+hUjQM9ozQ9FT0eN+LqhuuUnQvkfYsdRXy7KBNxEPOVydgDaepqkNMr3R51WeZ0vd0Vw6fZtqmMtMXPzpq79IXeFme05Iex6fRbHfK1JPBvJSn0vYQYnkMrbbQSpT8DnbCGWRgZYnyrnxu0LBG75HL00iQG9iEcc3/cpqtGtQqkJOH+K9UYe5DV1Cn1iFyGqoznie4Kda2ZhGlVGh+D3RL1P0U8fwGqfPuZ+y2XOi4Sn4wpJrrvwVQioItRqKwUBEkUn26riObToTd55ZxJrlnzDLKvM4UeAhD7rbk8Jruv24RDXxMPn//ynD+m5mYre+C1EnBcIiiIYqrHrI0C9aObEnyBAz5485N7dOyTqj8Qo6TpZxyzQOHKC7MgjbDb2pryld2/Q0FIMwwbPnvLgbiORRvpYOqdw9W6/18W488lOrJ/2llBvZ7Jt3VhWB7YoIp/3/zM6m3KxVl8lTOpvytuUAs9uXyPOVQNlxzSu3m4hVn8h+wKrCdj+mjB+RnNZaFsVJ/Q44hWmEKN9zOUfggA96jpPrJ0BGlr+1ChqUXvSUb6dNpGxo7/gvbd+y5iNxmScH7yR7FVHHwEKssHQNpWbj8own74Wi5RWLkarM1s3ju5HT7h1rYlLV28OEkPtPp+Dq5oGFkE5XBc3+giEqDnXmb27gmm+38YZE7kYanPUXr4yLxBY81XO+tpi4ZLOjftNeKzZjHetQHiedlEY4YGFboxMRkFET4wyYyxLhbgH3KxLx36fOrZCBZTJ1wjPud3RTGO7fFbVGqv39yGGGqTEQscq2XLog7rTMjHUeMV7hFeOAPWKoQqd6fNiqDI8PkegqhUB8TWyWakMTzvIeE4MNcf0K1Ti5GToer4veg6elNRdoPSifDX2bnMhvk76HM9IxGinGTEVV4W6mInxCoEsF6RgZWVKuEIM8nrkdkYfFeqZhMF4kMSez4wQWpMcPYWY7jtKZFELd27kcWSRMsfST2Nnrc3ZRvnG0Aa3uawPHbA5995NGlrauTNAjNY0Raz1IgYQIGEw7my/LBedfNxDgtFy9E43Dis1eLHPulGTgvXuQ9ifrOAFlZ7Ht7icE4bKkn0cq3t+vPkLCNDD27Rcvcp1hdRCtfMcNniVcfLoGsaNG8foT97iN2+9z2qnXMUryGFMgMSVmdYyggy0MbSPpfn5BblHd7hy9Yp8Y/TDm4TtGIU4/MjxnP+fPeB8tj8GWwL791wp8KizWSaGanKmWaA2wviaZswXmieI1RuFdqK8rNsznNBwDKJWmOj9YASown8D4z5cw9HgYIIFi8mpo/uefMD8LjGy4QAZAVrnzpkwB/Zt3I9DoB1bJizALL2VzoowDq/YgparJ3pq2zAPyej7quth53kC1ZYxf7EKjgqfnq1qp+tSIhart6NjY4rKFiPCchuIVv0aszyxsG/TGO+D7k5NrGw0WL/EjnxRDPXuNc4GWWLgU6T4Gu0esftGYS6KoV6vwm3XUhavOYyz4jkp1deoTXBmm66Z7Nr56H7cE6t/fDHUylAWrN4p+512FlrouvjRIGOGryAButPKKVEMNXCAGOqTa5ScqpD5gvYCjI0diCq4LOsIZLh9iRPe1lgcE/f8yHG3LJgN+naycnS31cMlIp4r5fGsU9eWhQX5uuEffoLK9qukGKizS98JD7MdKO8+RbNYB+30OHjEAl8hrc6BxcOyDf+vqHVhyuZjyPZ0ynCNNBMtduva42Gxg63bo7nUfZGoUGeMHDxkfrfRXUN43WO6rzZRXXCB21cLMbA4goO7F8GB/gT4OvbpgQ0iQPe7yI1xYI+RBcFuOmxfbUHipa5Bs+RXHffbynDctoSl67VwFXwp+jO9sYtb7Reoym3iSt0Jdk6axzZDO/yFuLDIU5S19rai/50AiW8ySkXRYbH++1hgYO0oLzM9JSIHjKIDxVDlGL4E6IlA4OPMVjJ9kjI2ijKJLW7m3v0rlJ6p4qZQ/8OE/kzXyoFgp4OsnOdM/3bC5wjQ47uUxxxlt0X6AGHbDspOltAu1v8wC7ao6OApPMNYcyMG4cW05fiw1dBe9lw3a01cT2Yg2yL2gxGgKCP09fX7zCEyl3bFzu3Hd25QmXeGghdo4asPGQHaGMK5qzVEewi+sfMhyCuAbFEsT2DF5zOC5D7ziKZG/kmTDPc7W0jw6/enaF7pQo/48Bb1aYHy61N5tN25RXlEGCU3FaszPZdJiXCTxYfmtshXlB50U1OSRkLfrstblB4PpbRLGCCvnyfWZ/BzAvPaBj3fPiKLaz+KGOotGtJzKSq9LCMBohhq0XHF73QOJW/ApvF7PbUk+WT3rXz8w+N+JxXF6aTU9ROOp4+bOOuYKu9cu5o4k5VPfduATWP3blBalEF6Q+/KgUiaHlKf4CLzmZVfDLVtcmp0MdlOFmbm4E12kyKPq0W42h3liKk5mZflQTcb0glwkPvcKKpCHihhMC6lYpckypkOwLUSPBwsMDI2RWy2Iu5dqSDCy1LmS7cUMf0jLuUn4WsqF0MVBVTtjupjaHKUmKqBaxFtZPskUav4dPtOWz2nvBRtNa2ePi3IYYKBf3+vhRS10VKSio+hP/l1Kfja98cZWzmS1PcJezu5ASlUD5IfEfrHhGxKauRf1N7rrMJ1g1wMdWD9l/W/AyAegXA6r5ouxURfnFheLi0iN71h2Gm7Pb7XQ3ZIv89Fc46voaerBpc1xrLV0c5z2QQ5yuPCS/qnC8/7X1zlbKlI7BMWlqMFr4VyMdRB5R+YJluhE8WwK884y8JsguI43yGfGAu9Jt3XKkkLKxIo1GD8jTZBS+jDuVh2Ks1gssbZvlm8BAkSJMihEEONzZTEUL83nnDtUg0JJ9O+ty/v320h0jtavtIq4Xvh0YOrRLifeAm+7CTCMfilTnAlAvS3Rs9l8vLyKFV8VSVBggQJ/RAFPO/Q1TX8VsZfPp7x8KHoy4ErO38dRAHP69elPvtl4Nmz+y/Jlw9pa3v+KMPvB4kASZAgQYIECRKGHSQCJEGChL8az549E2bLTyX7OzGpTP7+rBdDxUn245jYRkRIBEiCBAl/NR48eMCtW7ck+zuw27flm3wfPXo0ZLxkP471EtKh4iT7cezxY/nHWRIBkiBBwl+NV5UAdXacJ97fhbCUaq4L1xeL0vByssXSyo+U+ivPpb9GfUoEVpYW2Dp5kVZ0URZ+oSAFD0fxHmtOpjXIwlprijnm4Yi5uQeRyY0D8hDtOk15cbjZ22BpbcepdHl8S1UhIR4Owj2enCw+LwvrbL9I7ml/HM3N8QhNob7t5itFgDrOZxLs4UfBhQHh18o47uwo+F/4+1sbSQp3FXxi3mdheZcH5fG8/2+21JFw3GXQPRGFV+i83kz+mUCchGv3kCRqr96gZ0A+/f43x/9ksSxsKP/L0ndeoyojivDoNM5fk9//yhCgAf4Xrzuu1JFy3As7wQfeJ/Jo7mij5IznIP96xZfR0dkzOJ/2OuICPDhZ0Cq77rxyntQTYlm6EJJUwtUbXfR0dlAW7yWEOeATmU7jtRuD8xCt4wJZJwOJTKmi7eYtujqukRHW/+zghBLq805hb2PZF+YUdIqKizckAiRBgoTvj1eVAFWeUGfEG68zRzOS2upUjDYsZ8E2DYy2rWTKFivyWwekr41k+4yZTN1swP4V3zBvhwUFhfmYbvmWCStVMTi4lLmzd5NYeJHThvuYP0+J7csWMHriAVKaB+RzPgXDDcuYsEob3Q0T+Wr+fs5kFeOqson5a3ejo7yerxdrkHahjdJT1uxYvpyDW9Yxbvxa7E6eFwbtV4MAXa7I4Miqb/jgvdE458jDrjQU462+mvf+57/RipcToOQINywtLdHdNJlf/PebqJ6WE0+ZNb3o/zMF9SSGy+/R2fANP/2PN9GMb6Iizh7l5Us4sGUD33yzBqsT9XR2K/JprcFfdz2TFmxAQ2U908YsJLJkaP933rxBQZQb68e+y8TVuqQ1yPN4FQjQ8/6/deMSKb5abFq9Ca0ti/n4y80cz7lKaZy3zL+Ge5bx8e/fZJHlWYHQ9BOg9ku1hB/dy5jf/JRVLhXc6rpOxSkndixbzf49u5mzdDdemY1cKY/iwOzZbD2gzrqVWzAKzaZFIDm9+dy4eomzHoZ8+8FvmacVLhCkW7RdykNtxm/4apWK7DeEJJbSkH8aBztrzAw0WPzVm4xYokVCvUSAJEiQ8BLwShKgC2fYOuI1/um/5AQoK8aEmR+NRzu6mCv13sz63RcYxF3qT59hzQd/mIhZShPxR5Yxcq4aZyvOk518hoyqFlpzLPj6Dx+hG1FHQ24GmQU1lPjt4g8/X8yJ9gHPLQ5m4dcz2O5XSr3fNn7/yVIcQoJY//UXbLeP48KlE6z+w7ts98nCZ/985m6yp7CpkfTENIpr2rn1KqwANaehv3QKv/i//4df9RKgqyV4qKzm3f/6D/75//2rfADuTd+aj836iXy+ypLKK9394deG8H9MszyuJRfL1eMYscaWqgvnCVKdz6y1AqltOkdmUhpF1dfo7lHk09FCWU4iyYV1tFUFMvd3v2Sd89D+v5zvxaL33+A//umfGPUqEaAh/N9RL5DUNXNR0j9GXVM1cadTqLmgIDrttYQZrOEbgcBHFl6iq9eX1xuJsdnHqF/9lH8WfLRcIECdQjkFqS5m3gZnSmpOs3PKl2x0ziPLcTUjR2mQer4Au+2zWariTWWLIp/Oq+QfO8Lk11/jX4V8ZigIUEtjMFs/H4PZ2edWaHs6qTtryaLxk1H3y+NKp/QKTIIECS8Brx4BukD4/vFM2aPP2pFyAlSc5MT8L8ayJyCXy6UufPPrd9gfJn+lJbPrl/HfvZjfv/MuH37+NSr+JVzv6s/z1OEP+M1bn2GV1ikPKwtnzdTZzDOMoK03D9FuXOXkkb189vFHvP/HN1huk01DXiTK079ijUkUDTWhLP79r1hkHofDvq95c9Jovhr/AbM2WZN+4RUhQI3hHN5lh5fRwn4C1JyKs5ENHkab+dUvfzKIAJWHq/PNO1M4klJF98B8Btjz/i8LPcDYN6dhllXHzdYG3A5+zRsTRzPmmw+YucGc5HMCAXouD9FyHObx+s/+nX0BZUP6vznTmgObjdi7dtSrRYCG8H9bZSLqm8fx8fTP+WL0B8zf409Nl5yAns/0ZcPXX6HsGMfFga+/rpVzwsUa68N7GPnBr2UE6PrFSo7Me4tZWwSCczEBtemf8o3aCXw2/573RhuSI5Avt92zGL/GhNyG6/J8bjSTc9wKg70azJ/0xz4CdDHNiFH/+u9CWX/ApCWbOZZXRYeQvqvjKq7r3+brOSZktnfJ8pAIkAQJEr43Xi0C1E1N6EE+nLKL0LQQNn7+O6bu86Py6jly/fSY9uUnvD17MhNe+yMqEfK9OKLdTD7KR69PwT6ngQzTRcyZtoGIsm66rl8hUnMNP/vFrxm7K4hzvTPhnm4660JY9tZrHDot75BF6yzwZ+HYmRw4Vkh90A6mfzAWp6wWKk7asWLS57w1/Ru+/u//ZqHZKXRnv8Y3646SWRrLwcmf8JVKBJ1C/iL+oQmQ4JsuYSBtChQG275XYD10C2HdySa8/trP+glQVwVeyt8yfbMjVc0v7hEZ0v+dZbhtms60be7Ut96UDcBG837N1yuOkFYaz6EZI/lqXyhtN/pXk7pvtJFod0go41/x2rcmFDUUD+n/G6KI7YVSXPZ882oRoCH8fyH/BNsnvM5CDX9KS4+x6t3fMduuiFvdFznrqMzsb/dwsuTqi/l0C/nkeTF1xO9kBKhd9P/cNwYRoPGCL703/mYQARq3ypicXgIkWI+YT+Upds39uI8AnQtR4etZKpwuzcdp1yy+XmtKwbl2rl8IZOkfPkA94lzf3i6JAEmQIOF749UiQK0kO+5n0fQJjPt6JL/773/l558uwtg/maK8LIrrWrne6M+i10fhlH2dC1WFFJbVk2y7hNd/Npdjl69QHH6IhWOW4J1aT5bzDt779R8Yue0IeUL+XddbqCzIpqjmIh0tp9j05q9Y7VPPlfNl5OeXkR6gwYR3JmOSUkNzmSNL3xyJQWQ954vzKao4R3tzNOtf/yO6J+vw2ruQhds9KW/PwXTW57yzyZeb3a8AAVLYhUEESGEpgwlQZ3k022d9yRLTGJquC2E9XVxrKic/r4TmK1de8L/sntJwNk77guVW8TR3CNdXzxNwcCFzN7pS2p6Hxbyv+OMGD1ouVpObnsW51nbKjhsz5f03eGv+bqJarnKzdWj/3+gUSFNzGa6vHAFS2AD/X69Lx3DVYraaRNPYnsTB93/PF/qpdF8sxmHHJCZsNifnovy+7mv15KZl0nhVkU++dx8Bkvt/LrPW2VJQGcvuKaPY4JhLhu0yPvl8Hwn1hdjv+JalB72oaLpAQUoy1b3776pPDyJArTU5pGWVcbn9AjFmSnyxTJ2Mmitc8N/Er9+dik+Z4j7BJAIkQYKE741XdRN0e0s6e8bIX4FdairCfstcpq3VwHLXWmHmb092fSUB6gtYuMWC+Gg31n0zmXW6Fuivnci6LSakpZxgx+T3+Nd/Gsk2Szs8/UNIykzD7uBKvl13AJODWxk9YREh+a2kuW3l21lbCIo+waGlc1hywASrHVOZN1uZs3m1hGpuYNbi7Rju2cxXc3VJOn+NoigH9q3fxRFDFZZN+RbzE7WvzCZo0f4cAtSU6s7yr2aiFZ7HNTG+8xrZPsrMmqpE8MkX/Z9Z1875REcWfTEb/Zgi2sV7ugSCc8qZfeuUMTJUY8X0bzENq+BCqjGThefbRWVipjSG//qn91iiYoiDuztxxeeH9L9s39AwIUC3blwg0cOYvdsPYW64k5mjZ+Cfd5OrNWlozRvHat0IGhT3teVZMOntEdhnKfIZQIBk/o+2YuvcZWjsUWHOoh24pjXQWnqcXVMmsmuPPhtXbkI3MIPLlYHM+/2v+sr/eQJUFLSPbyYsZJ+hHtuXzmWbQSgNrTdJ0h3D2yN0yVL8HtEkAiRBgoTvjVeVAHV2NBLjZoV/fIUwUF6nMvc0NubG6Bu4El8jpLl5mSQXTQ4ZuVDScpWa+CAM9PUwNncgIbeJ9vos/J3N0NPTk5mRhT2xZc00VqThZn9UCLMnJK6OW90dwgDsiNoeVc42tnMuMxobUyMMDI2JSBLib92goTwFFzsxL3vC8ttkv+9mWxMZJ9wwF/K2842n5eqr9Rl8W9EJjtq5kn1+QHh9ClbmpnL/C9ctVWn4O7gRX9bETTG++yZV8W6oKe/jRNpQ/r/K5Ypk/Ow9SKy8SKciX/GT9qwoDyyEdLY+Z2i+coO26ljUFs/FK7WSk36WffnoGRgSktc6pP9lv/F6MzkxnrgcS6BBseLxyhCg5/zf0VJFvL8DJoIPHIMz6e7u4XpzDTGedhxLKOeq4r6OhkTUFszsX4G5kI+3kwUhOfJjCzpbBf8Hi/63wudMAVdkn8HfoCImAFs9M5xCkqgTyuTWlSKM5nyJRa4iH+H5J4Xn+8aXcfWm0CauNxDtby8rJ0uXY1Q2yF/BlUZbYOOUwDnxHoVJBEiCBAnfG68qAfpfraOJtFAvwk9kcq1ziPg/14QZcGViIN5u0TTfGCL+L7BhfxBiVwc1KUF4Op3g0vf0ZVtVFDb6XjSKr9aGiP9L7JUhQH+lddTFYKntTsP39WVzKlaqllS1DRH3F5pEgCRIkPC9MWwJUHcHrZcu0to6xAFtf4n1dHG9tYmLF9uHjv8LbNgToJ5url95Ob7sam+iQbGC8H1tuBOg7usXXo4vbzRTVzv4sMu/1iQCJEGChO8NkQCJA69kP77duSNXQRcJ0FDxkv041kuAhoqT7McxiQBJkCBBggQJEoYtJAIkQYIECRIkSBh2kAiQBAkSJEiQIGHYQSJAEiRIkCBBgoRhB4kASZAgQYIECRKGHSQCJEGCBAkSJEgYdpAIkAQJEiRIkCBh2EEiQBIkSJAgQYKEYQeJAEmQIEGCBAkShh0kAiRBggQJEiRIGHaQCJAECRIkSJAgYdhBIkASJEiQIEGChGEHiQBJkCBBggQJEoYd/klUqr1//75kkkkmmWSSSSbZsLF/evToEQ0NDZJJJplkkkkmmWTDxiQCJJlkkkkmmWSSDTuTCJBkkkkmmWSSSTbs7KUSoIqi0+gsHcOYMYKtVsU/Ll8WHqY7Qx42Zh57jILJfe6+V90qU93Zr+ZHwRBxf9qqSY90YPschU932pJfWkVpTgSHFyvC1mkSllwkS19RFI/jIW0iE2Ix279SFr/LIY6Kmt78Cjlh64SLWwzFimeU5Z/G8fBhHN0t2PStIs89LpRX1ynuaaA0zosjjl4k5lf1hf1wlk+4hSNuXrGUCtf1dTVEGK+Q/85lO3GMzpGly/E5wPivxzJm1jIOeSc/l8c/plUXpOKgslD+t27UJyajdHCanGj0di6Txe9zT6O2TiirjBj0N8rLcdMRf7LLGqirqeSY4XJ5Psv34BaTK7//pKksbPbKLfilDMi34TRG848Qq7jODLdgyyJ5nmp+8jYt2WAbqv4Vhh9l+dxJjBn/DSssT8vCsk/Ysr237Y7Zz8kBeYiW4LaH+dPEuAksXmNNkhieGc6hLYsG+78oGUfNdbKwbeZhFFQMzmc4WE60IzuXyX3ZW/9fTBfLkflGnFZcl571Y/+6mbJ7xuz3koUVp0Wis16ezxZTYXwqH5zHwPo/boIap8TwIfxfXZqP7U55utWqFsTlD85nONhQ/c+g+CH8X5UTj8W++fKwLaYk5pZTU1GEwy55Piv3mxH7vC+Hqv/VpcTY7pSF9fs/D8etU+V5z1PCKDhtUD4vlQBFmixm4kE30tPjcNFey05dJ9JLsjCePQW9iHQhPIv84gpqh7j3VbbyM0eYt8SarLo66urqZWH1tbXU1Qvx9XXUCv+uramhRvhvvRimuK8qL4EjGutRtggWfHcSo9Vj2OmSRpDBImapewphZ3BQXYqykY+s0eZFGbFqrT6uVlrs2qBHUIgly0cp451fJjynlNOeh5j40y/ZLJDQfMUzso7rs2zODraobOagXZiQZxR6S0ZwwF8+2NaXJgmN+lvGLtXgZGZF32/7Qay+hJMuB5nwk6/YdjSMQiGsOsWGJYv0iUw/i7fJDnapGRN3xoc1izUITU7ihJ8xezdvIjBtiPz+kay2krMBRmzbZcOp9NNY757LTvPjlFT1pingmLEau3eYEhZixoKPlQkpKeC4gworDX2FcgxGd5EqjlHpFCdYsXyZEVHp8XgYbWGXhgWJhTGofzYTrZAzeOnvZctWZ9KFfOvrTqM3ZSR/+MUGwsTn5JxEc98u9lsHkJB+AoPFS3HIkNdhyRSWM0T9i4lCY6cmdkHRJCT4sWfu11jHlhNlo43aYROOJ4j9YQFVg/IqwHPXWg7aB5OcmkF2bgnVDTkEaO5j935rToQYMefDXYTXlxPnY8Supap4hziwaZIy9mdzqRuU1ytuBfGYmhzmsPNxwY8e7Byxl9CqmkFp6utiMZj5Jb/7nzUcE8PKU3Ey0kXX0l9WlzVnv49GUAHB9iqsM/YX8glEa64KzqezBoxRZZww10BN25wTQpllZIhlNrT/swQSPEVNHP9OYKl8GHOnk5T05TMMrKpkyP6npjd+KP+HCn28hwG7VZyITY/BYtsMdtvFkum+l1HLDYkW+iwfIw0MbAQyVdn7rKH9X5TlhvKY1diEBKC9dhe6gv/Pemzj443mwu9JIsRZg9079xOe1ZvP3+wVWA0Zvkbs0LMjIcKUiW+uxSk+nvjkNPJKq4dI/2qbjADN08bWVpuD+qEUC6zUecNKtI9lkhmhzqRJs5n9zhu8NnYNDhGZ39GRVRFnrMQS85gBYTWkumux2cCVjOIajmvNZKv9CVxNtdCwjKS8IR+ntXPRiSykMDUaRy0djNR1MRhAgEIOz2SHl2JFQGaVxOotZ5ltgkDSSohxN2HP/G+YecDsByZAteQlReKkJ/zeA9oYKQhQTZoDa1abEB5/Ch8zfY5YeRFmtYF5Wp4knhHqWFIK2cU/xkrVSzaBACUFmwoDnx1R8VE4qOzDNDCOilpFfFkSNgZa6DudoqIhF5slUzGIk7etuqoyctL90Vp8COfoDEoS7VBSMiMiPgYvYx2Mhc4k66w9U2frkyn4OT3KFZ09B4koKCJIywz/VEc2v75dRoDKE/3ROKyKU0wB9UJ9i9GewnyLwbOo4W7pjkPUv6KT6KkY4OAXzqmYAPTW7yAo+SzmO7ax9aCtUBZC2qziwXnlBLFlihKarsGcOZtAWoHQ3orjMD6sjZlXPJVCOZvPn4TJmQJC7DTZrRdKaUMhnsor0QhIoXbA5Gm4WG1FIekpziiPOkBYde2AuCJC9CzwS7IX6vI2OQGqSMP96BEMLX05HX+cIytX45wpT19XVSq0GV805qnhGpvdT4BE/2/eyg51ByKFMjubXSIM9N/t//qaKgqyjmO24zAWLqdkq9b9v2l42PP9Tx8BGsL/drEZOGksZL/TaZLENpGeT1VNHbHGc1holiCUQx05AvHfrGHcP/58h/+zjmmxYIMLBQJpjTBTRdPCi6y+ldE6CmN90T6sjvfZ/pX0vwEBqqEoIwILZV0c/c9SHucg/Ki1LJ88mW/mLhNmN6EU9jG54WF/kgAFabB45hESG7Lw2HuII44nKHphKbeczFPuqC/SI1RczZGFVVOQegzTzbq4haUInWMhFouX4J6QwFEjFQ54JsnShamNZJtHnuKeHHwGEaACji5aildB73PKSItyRmWOHifKKik8G4y+hirm5rps1/6hCVCvZeE5gADV5cVhb3qQJZO/Zc1WdbxOphKoOZUFW3awYsoUJsycxyYjV/KeW8b+h7P6WoqSjmGsvp35k+ezTc2I0MRCanrrRt4pdPQPoROQKrsO2ftHlP3lxK887QQGuxazbr82wQlFVGWfxsb4AIsFn63dfhjvmDTKjmnz+iZHWfr8OF8M1Fbj0/ca7BjbFASooeAsphq72aphhLOnM2qz35YI0HMWqT9E/cvL5WSILcpL5jFj+lpMvUNJS0vC0WwfC+fMYZbQH45VOkRCX9sTLOMYKoe2sXzGDKZMm8GSw/ZkxEdwQFuTo2GZsjT+yq+z1ytbGEj2sMEuru/5W+zj+uvGMLLi067sWD2XbbpWnMnrf23fb2Fs7yVAVSUkR3ugtmml4P+lqB516PN/ecpxdJQXsf6gHiFJJfLVefEeof7bmuxlkVBmM4UyG79Jk4T07/Z/VUEyDurLWbltP54nswZsPxg+9nz/00fMh/D/ybPJHFn7NnNWbmWe4N8vF23EMyaHghADJi/egbWnG2Z7lzJni1b/+FM2tP9Tnbfw1eFwWViC624OGNuQUiw+u57KkgQ8tHUxMTpGnpiHwl4uAaqvIT/BH6M9qpjahJOrWK6vLyigSPhvWWIQpsaa+Ca+AjP0v8BeJEBpWCxahmawQICEgWjlBmehUIoJ1T+Itm0QeX2vOQSrLiIu1B6NTYdwCs+gSuzk6qrIjvURKpka5s7RFFQLYVk2zPzGgNSSFOyM1VF1jKVaIE4+OyZyIKhAkd9zBCjTkhkTj5Am/rsqn1MBNhzaoI7byTxqhBlRqPFKvp60hj1bFjJ+1gLU3WKFBv1Dv/4YTIDyndcwaoe/4MNqMoKNhNm0Lrpbx/H1enOyhZlDidCRGauvxTH2H7uO1QudRbDhapYZiit55cTbbGGhhgd5ZYpZblE8JvqH0fM8K8ywyvHYMAq1iMF/c4LtWpRMgom3XMnY3YGUNFSRHqDHRhVDTvjoM3K5uTCDqiP7lCd6B7YR3Lc0PIAACZZ/xhv9A0ooKalwcM0nrHUp7HuGZPIO+Pn6Z2Vjzort2gQkFVJdlY7Ntmns9BImIhUVlFVWCm2zgdSjs1nn9ty+rpISimprZXsgAvSXou0ahpaWFkcDk4XZcBnOa0agGZaHr5UK28yiqGqoIEhtPnvdE4YlAeq1k5qjWeM81P60fgJUkx6OpsoeDAJSBP8XE35gAnMs5cSy185aLWeN2fHB/Vx5OaWKMksync0Gh6T/1f/pvursMrAmsWDgqtTwst7+p6RK7suh/D9FKwSdNZ+ibJ9AhZCm1/+lZaUEGot9zg52rp3HcnUzYnMUb48qhq7/Gb77mLrHT8inmlO2+zlk5kx6mfDc/BgsDh1ES8ON5Of2JL1UAlSW7MdhpYOYuUeQ07vKk+rPQfcz8niRAB3RxGe4EiDTQ+w84EVO2XF2j5mDasD/QoBqSjjra8ehHdq4RqZQJs4m6usoPOPJ4Q1qWPpE96VNNp3OrKMpwj25BBzV4ICKG5n5kRz4ZjXWKSWK3zKYACUZT2K2RYZwTyGn3a1QU9bFIyZD9ppFXMpNDLaUdb4qm+YzbsY81FxO//gEyGk1o5QDZO/WC6Os2XhADZvDK5isEUB1bf0AAlQ5RF7/ONZLgJYbiQSogSzP3UzdZ01OiaITqBH8oqfGIR1fcvLDUR61DKfsEpIiPbE5kSVLk2inIEAWKxi7J0jms4KIo6w9oEFojAtrR6zBL7+cWHcjdm08Qlwf8R5AgErS8A0OIiK1mIbiGPZ/MxVrxWsDyeSW6771hfpnZX2UFUK7DUgupLa6DA+1Kaw2DiIgJJCwJPlHCyIBWuvW2zYFyz3FUZ9wMosqqe0lQIFncFQ7gKZJCAX5x9g8YhkeRSVEuuiwa4s1yfmn0Zq7AeOojOG1B6gsi+BQf4IT5WT8pNZXfzYBMgxMkb2WEfu/r9SPc/aEJw5R2bL0Z61XsMZ0AAEaWP/Fe0QC5JoxpP8LT7miFyhfHe0lQAn5w4gA1VQM2f88T4AG+n/UPm9cdFZwwHew//Ni3ND2TxUm5gLZ0d6LqokHWb2com7o+p931py1U1U5mZ+O0959aFqHkJ9/kiPr96Nl4UPKEG8FXioB8t3zEa/99F3GTJvGNMHWaLmSnnQG1Y0TZNdzV6zD2Cdm2H2xICNAi8wI9Tdn9eTPmLBkBbO/mIRayJ8mQOVZp9CY/w5vvjWCCQqfbrWJwXnLH/ntL9/na0XYWn1bDOaNQ+eUODhWU3jSnd1LZvH1uJHM2eQkFHxvIxxIgAqwX/o1+nENlKSGsW/W27z17ud8o8hzr7v81YpohcKg+ffyCqw2+xRb534s+53j5y9H1SGYwqxE7PQ2M2P6NGYtWIKGfdALX3L8w1ldLZknnFg7eyQThb91zCIlLILiqag8idk6GxIbqsgPd2DLolmMHzeCuVu9yK6uIjXCEaVFY2RlOH/jHnxO51KeFsmWuZ8ofLYCDadjFFXkE6+txEfjJjHz23nouWfIiJb8+QMIUGURwfaqLJ0rtOEJn7JwV9Bf8TXjK27FKS/Wv9wcHA+vZMaMb5gyYwazdhsQl5bLMSd1lom+FMpilZoZ8flVZJwMwNEgmNyybOx01jB31mRmfDubfVb+pJVUkitMRNbOn8WEcb3+r6UkIQD1ld8yZtwo5qw/yqm8KuqH+m2vqgkThHBXLZbPHy/z5aKdhzmdU0lWbCAOOgFk96Ud+AqsmGM2KiycNYYpwj2jlu8gMqWYpDBb1i0aK28zm/bhF5dPWXEkFlsdSRlY/4X4tRqWnC3sdCEVAAAtjUlEQVQY2v/FiSFsXjpalm7u2q3YhyVSPpxegdXVDNn/VJRFY77RnuTv8H9GlDs7188b5P9SYSKxZemXTJv8NbOW7Mb9ZCHVDWexXGnGme+o/9UlCdhtnMPn48by7bJ9eJ0q4rTVfN747zf4UshbzH/pLj3CU8v7fvNLJUDFmWeIjY3tswRxx7zApEuz42XX8UmpFPQNxsPH6qoKycgsprKyhMxkwTcJKaQlp5JfXkNNeQFZwsxd3OxVXpBHQXF53zvTuuoKclL7/Slacm4ZhemDwxKz8shLTaOwWjFrEZh4bkaSLC69oKL/fbZQccryCygsFJ4h7tVKT6eoWiAVVWVkpwzOM7WgfwVFnI3mFBRR+YOv/ohWQ2me8JuLFF8P1tf3//2JaRSUyVdEaooyOCOExSUk978m+ge3QeWfkk15tfiVYBk5iUKnIqapFsotLVEWn14oHwBrq8v7yrK3/dXX11HQ67OkdAqFeid7RnmuLOys0C6LB752bSgnJyFH/gzBqkvzSE2U359ZPPhLG8nkNlT9qxTCEuMFv505Q1KevNOtLssnTeHLJKEti/sTck5F4WxsTYp4T2E6CcI9Z+Li+31dXUpmqryc+8JqKynISpaFpeaVDsvXX9VlBf2+zCkT6nk9eWeECaKBufz4AJkJbUioy73kfqD/YzPkK3ED+7/EzALZSl5ViUBgldWIEe8ZUP+TFeU4lP/FIzry0+TpzqZlU1Y11J6kV9uG6n9qKgpw3HaQaCF+KP/XC+NVXnqCLKzX//XCBLC3z0rKEPo7GZGswF1pJyHis4aq/0I/V56fJgtLzsyT3VORn0zcGcXzBDubmklJZX+5/A02QUsmmWSSSfbnWS2ZGXGEhsYNrxWcv4nVkpMdR3BQ7Pf2ZWVlCm4uEVKZvASrqU7D2Sn8JbyizcHeNvilvuqVCJBkkkkmmWSSSTbsTCJAkkkmmWSSSSbZsDOJAEkmmWSSSSaZZMPOJAIkmWSSSSaZZJINO3upBKii6BSaC7/giy8EW34A3zPycxmS7DfJw75djUHQ8DtFtjLFlT0Hff4qMdS0CDu2zFT4dJs1eaVVlGSHc2i+ImyVOscU54pUFMVhr3KYiLOnMd6zVBa/w+4M5RWVhOovlqdX2AINT9nXKmV5p7A/dAh716Osn66I3+k0SAy15IwnBvYeJOT9GOc35RN21B4Xz9Oyc2zELy3CDZfIf+ei7djLzu/Ix2vvbEaPEsKmLkJFcQr2P7pVF6Rgt3+u/G9dp8PJ9AFnxvRZKk5bTQhILZAdnuerubCvjEVbpBNIqeJrlIqMaOztzQlOEr8+ysNz10x5uhlLUfeRC3gmuCgze5J471jmr7QksaGcM546rJgiz2+MUI8HP18y0WJM5zP6S9FHU9mo4kmmEJbovpf5gt++GjsB81NiugrifQxYNVXuyy/2eLyQj9xOYTDboE/AsyEzDJWN82T3HPTJo6YkG7dD8+V5KGyJYTg1Cp1ByX4kqy7lpPU2WXksP3CUM8NQDPV/s6wIa7b0jl1f7JF9GVacGoHmGnnYxiPyI0yqSuPRWaRIt3QPnqd71QwGWjb+2lZ4HktSfBX7ov9z/dWYOG604nlfMH29mqL/k+fxUglQpMkSphzyJicnCU+9dSjrOJIa68Ti+TpE56QT7qHD/r0qRAwQIxsOJjsHaIkVmbU11NTUUd9QT211lazDEgf0yspKKsvLKa+sonZAJyaKoRof3sgem+OCT89gtnYM251TCTJYwhwtPyEsEVf1Zeww9JaLoZ4wYOU6Q1ytNNm9yZCwcDtWfrEdz7xSoUIVCOlzyI7zYves9Wh6nKa8voHMMF2Wzd3JNrWtHHKKFNKcxmjZZ+z1lQ+29SUJWO+YyZgfQQy1vq6YKKf9jB8khmrFooWGxOSk4G+mzC61IwTbqfD5ZmPSMzOICTRl70Yl/FL+wQcDUQzV34Ctu+yJy4nHbu9clAUfDPxcva42Fdc9i/ng36djEpdNXX0dlSX58nKOdWXLJCX0QxKpEsq5vjKPEKPVjJuyBpdTxeT47OWTTWZC2kyi/IzYs2Uzgal5eOxch6pTGBlZueQXlFOcHMJelV0c8Y4R0sagPfd91I9LA+0gq8/CYsFMtMIzBB/lUVhSSW2SFyuV9mJx7DSpqcfQWbEe5+MCkVFVRs8jWuZLvXnvoXpsoC/FfuEkOpMHiNE25OCnsY+9B+2ICTdj7vs7CKuro6K3nE85sPartZicHGYHIf4dWnGWCzvGrMUhPAS9dbvQcYweXmKo/6uVEWmtzSEtc6JSc4T6W0x1ZT4BxttZqOJMQk4cjru2oB+URKTZMiYc9BLSJONjuAllTWuSi/rzqq8T+jOTrXz53+NRcT9FmRA2lP+LKktkZ3LlpMXipLqV9VvtSRlwnMvf6BVYDek+Rijr2eOtNYc5esEknjrFqfgkskuG1ynQov1JLTCZGOoc5n3wDr/7Wiy87+rIKjljpMRSi1MDwqpJcdNii4EbGSVyMdRtDpG4mmqiYRlFeUMBTmvnoB2pkC6oqyLWTQMNY0uSFJUpWGMmO70Hi6Ge0l7OCrtE6mtKOOluzJ4FE5n1g4uh1pGfFIWLgT6Gg8RQnVBaa0zoqSg8TfUxsfEhs09bTn4S7xG1PdifHmq15B/I6ipJCj3K3v22hJ8Kx051P0fFgxD7znupJN7HG08fc/ZPFf5ekQD13VtFtP0+Dpm7kFEqXNeLgqcO7J09jUW7D8oIUP+z6ilOCMXg0AFcAl3ZPGUdGo5+xMT2n13TbxVEqM5HyU1+aqtkCktzZOa7K7GMiuZUXAIZRZUUR5ix/pAp0Rnl1FYV4XZwBsoeA/1WQfSh+ax2lZ+aK7cignXMCRDy6xWjlYlxampj5i0XQ7UQ2qJJoiK9UEciLLaiauNH3jA7XPbv0XLDNFmw8bvEOCVrKJGLAW/eb8kxkQ+kF1JbkoWbzmr2e6QL/VctyfYbmaPpO+ANRA0Z/qbs1rXmTG7v2XQ1ZJ4MEyb6RmhtOMRRBQH6bv/XU5AYiv7eFXj36R3K7W9AgKopTDuOubIezgEJ+KmNZObmfayaMYNJcxezx9KH/OF4EvR3iqEeZvEsUQw1Wy6G6hAxpBhqerQr6ov1OdYnhlpFvjA7N9mih/vxVKFzLMB80VI8/oQYalVOFEbq+zH3TaRKlkc+ZgsHiqGWyk7yVJlnQGRZJQVng9DTUMPS4u9IDDX3NNbGKiyfMY9129TxiEqmRLEqUlOZio+BDgYaA0+C/Qe1uloKE4OF8lJm8YzF7FAzIOhs/hAH3sWh/xwBqsw4hraKKvahaTL9oprCs5ju24i2rQs62oMJUFV5Ml66uhjpBJObeZxDGsqsmj2bmbNms/ywLWkyMUHRSkgMtWbf7COcUdwrmcKSPFHatZnVQh83dd4SlI/6kpMYwd7tWzlw5CgODuZsnTNyAAEqISnMjn2zDIh9Pi+ZDTiJO2sIMdQQebqKND9U96rjHpUlPyRUsh/VMl2+S4xTMpkVJeNsfpClCxYwV2grEzaoEZdVQoSdGos3H8DaxRHdNeOYuN9TQYDkwuqWO/Vw8ImXkZzBeaZiN4AAfZf/62sqOW61kU2HQ19YkXu5BKi+hrx4Xwx2q3LU7oRM0kEcgMft8JSJoRbEeqKruWv4aoH1EaBUzAXi8eeJoRYSG2SL+mYNXCIyFWKolWSd9kJvp0BOXGMoFMVQM62ZPsmQNIUYqppDvxjqwWBRDLWapEAbDuxQISxLwaQzLJg22Zh08d9V+Zz0tURt42E8TsnFUEOMljPmm5Uob5zH19Pnour896EF9qVMC6yazBBjthzUJTRVIGYlZ7DSOIDGQSfOiqseL+Tzj2X9WmDiSl4FZ223sUDDfYhTrp8nQJXEeZiwf6820Yo9W1leW/noswUoK69lxvRJbDQOJKekRvBZLOZq+zms6kJir0jg82Kcx8ppqMwm3M2Ug0qa+CX3vz+XbIAVFVFYX09F5klsjfbiECu00QgrDu3dzJbN6uzd/A1qQSVCO8vhhMdRVNZr4n124ErcQBtAgPJj0BbFUAOSqRFmtk5rRqAVI6apIMZel32qxpwpVOjDSfajWrbffqbt9hPaazUxNqIYp4tMjHOotMPWFGLAohaYTAvPtYTy3LM4629ms0CCDqwdz3yDY1RUV1OQ4I+hKKxufbxfW3SQDSZA3+X/6vJ4Ds+aydG4F98KvFQCVJbkg/paFcy9o/qU4HMcVzFB+4Ts370EyDdxeDXYPgL0V4ihxvvYoLZDB/foVMpqhTBR1uC0O+rr1bD2jyFfJD9C2iSTacw2T6WhNo9AUQz1oCsZeZHsm7Aa61Sh4GsLCbM3QE3NV3iW/J5Eo4nMsRJmlgLJinG1QHWnPt6nM+ViqLVVJIXaoq+vj8a2RUz4diEabmd+dAJU4LyGL7aLavDCvyOt2HhAlYATIRwVGo+GqQdJr0iHM1gNXpjdeO5i2kAx1D57jgBV5+BnpoemXnDfpvuCU26yctTcu5HZ305lq1kIuRmRmG7Yj6aFd79Ccs5JjD3DyCjsF+PUCUjhuLUpqnuPEJCQT02frIpkfZYWzAHnaNn+PZEA2QkEyDHwBEe9jpFaUEFVmj/bpi3FOzOPE/ZmqO42xC8+l+oXVvN6bQABqk7FUfUAh41DyM8LYdNny/AQCX51Bm56uhgcDZe1haHzkeyHtIIEC9ZOUREmHmk47hHFOEMpEPvsIdIOSyvJwC/Ij1CFgK1IgNY5ZREf7o6tKKBaloTpmpVoBiZQnOKPxuoDmHkMEFZ/wQYToO/yf0WaDSumGA6QR+m3l0qAfHZ9wK9+8g6jJk5komDLNZxJS47H/NBK2fX0hSvQcz9B4Xf+Qa+myQjQoqOEBliwetLHjFmwTCaGeuh/FUONQX3um7z+xseMVfh0o9VJnDa9zWs/f5fRirCVOtbozx2H7mlxcKyhKMaD3UtmMPqrT5mzxYVUUX+tLBN3cxWUbU7J2HdDQwF2S8ZhIBNDPcbemW/yxtuf8rUiz52uKX2//+9KDDU3lh1zP5D5Y8ycZag5hhJhuYoPfvE7PvvmG9lvn7fhIL5nS4fI6x/I6mvJjHRh3befMk74m0YtUMIqJIGKymhMVlmR0Jf2OQJUnIz1kUOouMS98FqkLDGo7xVYgu1y/vjT3zFCUd7zN6sReDIJB53VfDttPJOnzWCvVSAx4R5smvAGb7//uex3TJoylUP+A/eMSSYqhhvumsbkSROZMV8gjW5R5OXl4mygxJzp45n09WdsM04i7awv2ya9wVvvjZD5UvS7im866dH+2OsFktOX5wAC1FBFXog1a+dNZ+xXH7Fwb6isHTQUnsFIXwNd70Tp9dffidWUCO1n8xw+++pLZi7bh3dssaKvlUxmwqTuuLM6S2ePkdX95armJORVk3zcjnULvmTiuJF8q2TKyZxKAg58yi//++0+LrHskAPJBac4utRkwGvjwQTou/xfGrSPL5X9FNs+BttLJUClOYkkJCT0WWpOkVxYrihTdp2UlklxxashVPmXWH11Mdk5pVRVlZGTLvgmJYPM9EyBCNZSW1lEbl6Z0InVUVFcQFFpRb8Yak0l+Rn9/hRNFDctzh4clppbQEFmFsW9YqiiUFx2miwuq6hSLoZaV0NZSQH5CvFQUTenJCuLkhq5gF3uc8/JLOp/TVlXWUJ+UQlVQln2hv1wVkt5QRHFJcLfIV7X1/f//alZFFXUUFmcSUpS/29PThf+rgGCd/+oNqj8M/KoqK6jvr6CvNQCKvvSVVOcWUBptaJd1VVTUlxIQa/g6QCrr66gqKhAJtJYKbTJ5EE+y6ZU8FlVcZbcl4lJ5JTWCPWzlJy0/nQJCYlki6/Pnst7uFtFQarMP0kpaRQqBJ+rSrJJTU4gUfBlgTDpE0U3Ze2/z5dC+yypJudUNC4mcjFUeX5Cuafk95dxTTk5mfL8c0oV5VxbRZFQzmL9l98j2Y9u9UIfXpglK6e0HKGNSqs/L1hNeSGZqfK6nyaMZWLYwPEnM79Mts+xNDdJdt1rKdmFwvhTgccGhRiqzESh7EJKyuRC0N/l/7ryfOFZ/eLeA+1vsAlaMskkk0yyP89qycyMJyzs7BBxkkkmWb/l4OAQ+lIFaiUCJJlkkv3Fdv78eVpaWiSTTDLJ/mFNIkCSSSbZX2ytra1IkCBBwj8y/unp06fcvHlTMskkk+zPtlu3bsk6kMePH/PgwQPJ/g7s4cOHsjJ58uTJkPGS/Tj27NkzmQ0VJ9mPYyLvEfFPsv+XIEGChL8CYmcikiHJfny7ffu2rEzEVf2h4iX7cUwkP+KAO1ScZD+OiRM3ERIBkiBBwl+NYUWAmk6x79tpOGa9GJfleIivRo/im5nLcAkvozUvhL2rp/aJMI6btQQT3yis9s7pCxPt4PHGQflcLAnm0PwpjP16IofdcrkkhLUWhHNwrZjXUrQiC2TprjeXE2iwnhlCHot3OpJ5sZ1bw4wANaafYu+yGYJfFqNqnUlXd8+L6ZpOsmfWTJxzxOt2GlJ82bVkusz3qw6FydK0VBVgvEkUm53DDp0omi7fGJRHXaIz2xXCnKO/Gisr/+sNOdgdEIWK57LT8RQX229y48plPPaKItRTWbPLi4KaNtn9w48AtZEXcoTVSoc5VXGJ7hfimzljuoEpSnY0CtcdLVWEGG9ipuDfhTtsSWtqk99z4xIp3ofZd8iO3Kbn8xDsagk+Wps45Jgg+P8WXe2XiTJW+P+w4P8Lcv/Hm+wQwsYxd4MJsdUtsjCJAEmQIOF7Y1gQoJ4u6jJOsOnLD/mvf/03tOKfi8/3ZNLnf+RAcAXxzluZM2sLkSXXudp6meaL54nRnMjrIzYSXnuD9qstNF9qItNxPX94bTxuld19+fRcSOTw3DEoHU2g0GMnI8cdIDalFI/9W1DWC6QwwpD33p6FT1kzSU7bWbhwF+EhniyZuhQD7zp6bg0jAnSplnCVDaxWNifEchfv/WEqHhXyV7My6+mkNj2c9SPf5X/+43/QTRDCmnKx2LqEb7Z6kxpgwDu//x2Gp6+SY6XG8sXKuNibMH3kZA5HVXCzW5HPraukuu1m7OIdnMispLn5Mu1tgv8dVVm71oj4k+7MHTcbzegamkKsWDxuFkdd/dk8bSKbrc/Q1DHMCFBPN5fzj7Nj+hv833dXE1hwjq5B8V00xBgz8YOf8f+N1KD6ZitpQl2fP3crx0J8WSlMIHTcKmm/1kK46V4++fd/4YvlGiTVD8jjVg9XG0uw2b6Y1//ln5mpFU7jtVs0JZiwcMwWQuJPorZiIRstT5PhtYN3/jANp5RCfNRWMWubHfktPRIBkiBBwvfHsCBAzakcWTubEW++xr/++7+/SIAU1n2jlXjrpXw5Zglema2ysGu5lnzz2nvsizzfl+56eRDrR33KHPPkvjDRLiZYM/3LBWiGRZGenU3VuWtcLDzBjmkz2eOaRHN9IPN+/yv2+pfisHUKUzaaEZWbSUFZI1dvdg/PV2DXL5PssJ1PRuwl+UZXf/ilZPRXzpKV2b/910/kBOhSMU771rNotwXhDvt49+PlhDUq0t+4SkGwAdPHb8GzaMCg3V3HMc3lLF2pSWhsJsXVjVy5VIn12gnM3eVP9YU49k/6kGWWOXSKpKmrg5p4D9bNWoXh8TyuCnkMHwLUw83LxfhqLuHDX/yM//jgeQLUTVt1DFqrp/DHn/w7//y5BmWtDbjtmMI3a4yJzBPrcgNXbnbRkmnG+Nfe5Pe//m9GPk+AbjSTIpDSMb/7Az//yb8xQ0GAYtXH8vEEE3KvFOKwfRrz97jjrzGB1361ltMdraT7HWD2pI2E5rVKBEiCBAnfH8OCAF0rIy4ykYJQLX732s++kwCVxwaw8qv/5MsVmqScE8NaOKY8kvfHG1Hcl+4aCRZr+GrUFk7UyZfje63h1BEmT/mcaUrzWfTtV8zfaEVgmAurR43sI0Bzf/dLFpidxmLzR/xx2jSWrJjIpGkbsIqvHl4rQL1Wl4TRnu0s3WNIduMAAnS1lNMRSRSFavDaa7+SEyCBLJ11PsLc6bP4duIIxq/UIf+CIv3FIrwMDrB022FhIL5AV48i/HI+tttm8/En45g9cwwTZq7BNyUDrRmvDyJAY1QjudnVI9SVc5xx1map0gG84kppuzl8CFBPZzvZx43YtGULWgfW8vmYwQSo81otoRa72KprgOHKL/j5GA1KLtdit+0j3p4ylSUrJwl1WQnz2AquCEQp0C0K24OTXyRAndeoyTlNjI8HG+d+3EeAvNb+bBABGrPajHiB1M7+Ygo7bdzQ3zWHMRIBkiBBwsvCsNoDlGLC699BgFrzw1gx+h1+OWYRZrFltIvhTVEoffY6Sx1L+9O2ZGK0YiwzDgZx7uqAAVuwmig9Jr43Ht0zlVwscWTKbz9ihbopmyZ8M4gArXdKw2TJh0zb7ETxxTR0p3/Gu1v9ZCsQIobdJugrsWx/97ds9G96MS7JkN8qCNC18lhU5k5inWkUjZWBbP7Dz9kaKl+pk1mbUDazRzFfL572m4r9RFfqOO3viV9cMa0Xk9jzxWuMVQ8W/D9yEAH61jBJToDEezoq8N43l/nbHSm92DlsCFBHS4nglw/4aNpK1i0Yw29fH8lK/VAaOjqF+C7OZwWyYdoXTF29gaVfv8F/vD4ZDedw9Jd/wKR1thRclPv/vY2eXOsQ2kZLFT5DEaBeqz7NrgEEKHz3B4MI0PStDoL/L1J03AnVwyps3zSXubOUiSrtkAiQBAkSvj+GLQG6cZGMUFvsvE5TX5fDUWFA/J9ffotxYi7NivStccZ8/tZEzHP7V3ra8oNZO1GYkfpkcKVTCOu6TlWSN1aWXmSmHGPT+KUYnhYIUJEdM94cgYbXSUyVZrNON4TaFHs+/+1ILNPOE66/gWWbHChsSkV72qdMPBxLZ8/wWQG6cbGcUFtDbEMzuFgawLdv/YpN/vXUpvliedSNvN5NswMI0OWiKHZOHcUa40gaSnzZ8PufsdW/jiRvQ4wco6iuiBXiP2K2YQKXyqIw0zDgVHoh/paGOEXlcbkpnh2fvcaUI6cE/69gzkoD0tOPs2rs1+wKLKfkuDGH9L0prMnFcvMkpio7U3apa9gQoM7r50kKdMTR0RLV1RN5/e2v2GIZTW1lNKaHtDieUshJXzHejG2T3+E/3/4Wi+NJhBzZyOK11uQ3ZaD/7RdMVIuk7Ub3iwTociY2B/dyvFTxzOcIUHnANsZ+sZrwrAyM1n3LSr0w6vPSsdq/n4j8Jk4e3cT8NUZkXJA2QUuQIOElYNgSoLZKAtQXsHCLBWf89Rj52//i//3r63wxeTILt2sRXXyFIq8NfPDaIgIvXO3LozbWkrmfTEE/pki+SiRuAnXbyrezthBd0kJaoCHrZ0xn8tjPWLXTnYaWNkrDHNg5bRpTPpvKXC1fzrV3cr7gJAab5jNjzEjGTdtGbN6lYfUVWJcw2Ea7azBl0gTGjpzKLCUrShpbyfZRZtZUJSLKFWkHEKCu9kbOuqgxZ+I3fD3yj4ydoUr5hTZyTlowd+p4Rn0xhZnLdInNb6Y5zZjJ743GIameMIeDfDNxAl+P+ZjxczQpaLjK+YwT6MyfISuTmcoWpNVfpTHPhxXTv2bEl1OYMfcAvmequC6Q3GG1CVpmV2T7snpfgV3Js2DS2yOw7/t6somQXV/LXoFV93RyoTiWI5sXMHPM50Jd3kx01nm6xVeQzxMgxR64vhXY5wjQ9XN52K6aydTPBP+v0iA4q54bl/PRXPYVb302mWmz92Bxso5rQplIBEiCBAnfG8OKAHW0UldbS0uH8G+h4y6JcMXOzZfSpmbqa2uorq6WWW1jE9c6urlx9YIQ3kRbV/+XXp3XWzlff46W6zfpEcN6ujmXfRpHUwPSLgmD9I2rXKivpbqmhoutHbJ7ujvaudxYT011AxevyT/R7um6yZVLjdQKz6s/30JnV88w2wTdw43rVzjXIPiqup4Ll6/TI/iyKf8sTke0SL6oSDewzIR7OoV7zov+FfzWICOmQtjNNi6cqxfC6jh/8Rpdgi87mmtx27+W8PpuOtpbaVTc0yjEi/n2dAr+bxL9L9wjkNSunh56um9wqalBSFdL4/lWbtyUl/vwI0CCz65eorHxIm03u7h55Rzue1ZwrK43vou25nNCO7lMp3Dd032Tq5fOUSery5e52dteuju5dvmcUE6X6egSrjuvCcRpDq4Vinw6r9Ms+Pt8S7tsz5ZY/u2XmqgX/X9R8L8sny6uCM+qrq6h7txl2Z4s8V6JAEmQIOF7Y1gRoIHWXkdyRAjJyfVDx/+51nmVikR/wsIG7BP6K23YH4TY1U51ih8hIcVDx/8F1lbqh7191pBxf6kNPwI02DoqArCxyRgy7i+y85EcNYkdOu4vNIkASZAg4Xtj2BKgv0OTToL++7ThToD+Hk0iQBIkSPjeEDuS+/fvS/Z3YCIZFSFqgQ0VL9mPYyIBEm2oOMl+HBMJqQiJAEmQIEGCBAkShh0kAiRBggQJEiRIGHaQCJAECRIkSJAgYdhBIkASJEiQIEGChGEHiQBJkCBBggQJEoYdJAIkQYIECRIkSBh2kAiQBAkSJEiQIGHYQSJAEiRIkCBBgoRhB4kASZAgQYIECRKGHSQCJEGCBAkSJEgYdpAIkAQJEiRIkCBh2EEiQBIkSJAgQYKEYQeJAEmQIEGCBAkShh0kAiRBggQJEiRIGHaQCJAECRIkSJAgYdhBIkASJEj4q1FdXU1sbKxkfweWkpIiK5PLly8PGS/Zj2MPHz6kp6dnyDjJfhzr6OiQtRWJAEmQIOGvRnFxMaGhoa+UBfq44ezsLDNXd0/8gxRxwf54uLrgEzg4fa8FB/rg4eaOnyJ9cIAPbkJ6Z2d34Z7g/rTBAXi7u+LlNyBMYYF+nri6yJ/tosgrJNAPT3cxHze8/ANl6YKDAvES8hDTuXn4EBwcwsmTJ2Vl0tTU9EK+/2gWEuiL+wBfBvn1+tIZTx+5D0IC/RU+cMPTTx72ogXj6+GKm6c/wcJ1cICvUEZy/4rmEyDk0+dLVzx8hHQh/feHBAllJdzfm172fKHcQoKD8PVyx1W4Fv0fKPhffk8IQeIz3D3wDQgiRAh78OABnZ2dfXn+w9qA+h8SHIiP52C/ePgFydOFBOHn5YGn92Bfijak/2Xp5b50FXwZ0OvLkGACfD3x8BT9+1w+Q9T/0JAQIb2HPB83T/yENif6P8jfGzchzMVVaIf+8jK5du2arK1IBEiCBAl/NV49AhSI9uI3+Pdf/YGPPvqICbOXY+AkDsBe2Giu4aOf/BfL9F+8L8DbDd3NU3nv9Q/ZaS6EBflgtmM+n3zyIR++9TkzlfXxFAYOcXB0MNjBuNd/waQd9s/lE8SRDaP51W9f4/0PPuTLb2agYeOP7aENjP/8A9594xNGr9iPmzDY2+nuZfxHb/PGW2/y/ohZ6Fl6EP2KEKAAb3cMd8zg3d+9y46jQpi/Jxprv+Wdd97n/T/+jjHTd+DiHYCD1jamjPqAP775CV8s2oWTXy8J6bdAd0Pmvv8Tfj9xD64CGbLRWMWId37GG++8JyvfbSaB2GjvZdKn7/PWW58wctYGjJx8ZIOkeL+/owmbFoyVpX339z/j//3LfzNL1QU3q8OsmDyCj1//PW99OhdVSy/ZPSGBnugrz+Gdtz9nvZY1AULYq0CAnq//AS4W7Fjytcwv7/3h5/zLP/87k/Y5ycikm7kGi796h68W7MXBe2A+L/p/u1kwHjbarJ46Uu7LT2Zz4KiHQJxC8LI3ZvOszxg5bglGzgPyEcjXUPXf38OSrXM/55PX3+KdDyewUcMWXz931JXG8+nr7/Luu58wb4sR7gLpkgiQBAkSvjdePQJkz9ZRv+XDNSb9YYHuGOxazcc//x/++f/+84sEyN8JlVXf8tr/+T/8VEGAAhw0mPXpOFYctsFDZwm//+0o9tv4YHF4O2Pf+A3/8k//xPgXCJAL+2d9wntzD8hmr2JYkJspSlMmMnuDNq6mW3nr52+z2cwbczUllmzci5W1HvM++QNfrTMhMuoVIECCL1XXzOF3//x/+Z9eAuRuzo51i4QBzQZvyy18+LPfslLFmK2zJjFjpRpOZsp88Ku3WGumWIHoy8uZQ4s+59//9V8VBMgbw+2z+WLiEgztfWVpAr2c2DzxDT6euAkLOx2+/fRTJm8zIeC5FYfQABc0ln7J7z6aIxBiN9RXjWfUhJUYmxuzfoUSB3Q9ZCsZbqb7mfLu//BPv3iFCNCfqv8BrmivHscfPpiJjmsAbhYazPnsXf5TqN+fvECAXvR/iL8HWmsn8MXYpRwxN2HzKiX267jh62rKinGf8RMhn7efJ0ABQ9d/6/0zef/tCRwyt0Nly0a2HbDExUCJ937+HjvMPTFR2cLazTo4eUoESIIECS8BrxwB8tVjzuu/5L2v57Ni9ToOm9ri73WEjfPnMHPsR/zHf/zbiwTIVY1vR09j6pg3+wiQk/ZaPvvDFygdccDLYgMf/vJ11qibobp+IVNHfcYvf/rvLxIgf1PWjHqHd0dOY/HSFRzQt8DxqCrTP/qYOcpGeLoc4EthEJql5t13j7vxFsa8+T+MXHPk1SBArurMHTudaWPf7idAA+Jt9o7jNwIBmr9FlbmffcD0DTq4C/4f/9pPmLLPfUBaceVsOePGjePT1/5DToACHVFdNo4P3/mc6XOXsHm/Nm4CAdo44Q98MmkLlp5y/38475BAQAevJrkZrOPz377HXHVbAj0d2PbtR7w9ZgqL1ixhwy4dHHwDCfC1Y/eiL/jovfd57Q+vEAH6E/VfXv/eZ+a+owQH+WKlvoKJn37Ju6//7EUCNIT/Pbxd2DnnI94cPVnmy/U7tbH3DsDHfAPjPhzL5x/++kUCNMAG1n+9lR/xi/cnsFBpCWu3HOSosw8O+6by0zdGs2DTElYpbZOtFIllIhEgCRIkfG+8cgTIehcf/+YdJq3eitLCMYwaN5fDlo7Y2zjirr2KX/x0iFdg/s5YHHXGevekPgJko7aEj37zSR8Beu/nv2eRqi2ujvY46Wzjk7d+/iIBclBn8kcf8eU8Jbatmshnn45nzbYtTHzn7UEEaPwuJ1l6d8sjLB33Lv/1m4/ZYuRCVPSrsALkgqW5E/b7pr1AgOzUd/DlW//JLz5diLqeOtPff30QAfpyi21fWl/bw8ydNpW1Ghqs+eyncgLkYcGmmaP5aOxcNq6fw4i332WFtgPmqquYMOIzRkwez6e/+TnvvUCA3FBb8CUffLkac88A/NxsWDPul7z11QzWb1nC+E9HMkPZFPP98xg1aSHbty/js/depRUgj++o/+5orhjPx18IBMXFV7b3x9fdFht9DRaMe/tFAjSE/5ccNEVpwi9448tpKG1dyjcjBHK07Qi+nrZYGJmgvOCT7yRAz9d/lW9/wc/fHcOq7WuZPe5LJq5QQW3lJ/zktQ9YrLyVFd+OYcx0JYyc/CUCJEGChO+PV44A+bkLZMYKV79AnEx2MvazT1ihoSAqR9bxy6EIkMKc9/QTIDf9TXz+5ld9BOjjX73BxiOKVzQWe/hsKALk74mtpTWOXgH4uukw9f3f89XCdcz67PM+AjT6Fz9hoVYgAS7mbJzxIf/52ttM3a2Fa0DQK7UJ2uPA9EEEyMtYma/f/zX/741R7LTzwNNWn4WjPhtEgL5Vk79WCQ31w2z3fN779U/5zRt/4Jf/8c/8yy/eY8YGLaztbbF18SIwwAalET/n9RWGBPl74WB1lCNmqiz77C0mrjMmoHfju2jOOsz+4nW+WKGNp38oAR72bJr4Pl/M2o1dgDnrPn+bn01cxdrP/ot/+8lr/P63v+A//u0/+OVnC9Cx9+Deq7IJ+vn672rI4q/fYeQiFVx8BhBGZyOWDEWAgvxwfc7/v513gG1T3mPEVGVsAizYOPpdfj5hGz5CfQ71dmDvdxCgoeq/zuJ3+cMHKzENcOTgojH8fuRi9i0fxc9+OgWdAG9M9s3n3XfGscPQRSJAEiRI+P541QiQu+5aPnnnC4GsOAod5lw+en8MO454yuMHDgD+jqitnsTkeduw8pDfO5AAhXgYsWz0B0xep4ft3jn85q3JaLgqnjOQAImbpYWOefz4eagc2MU3n33BIjULHPRX85FAAJYf0EV57mgmzNmOueoafvvrEey29cRoxwx++8+/Z/yyfVh6euEbEPzKEqAQL2PWjn+f//w/n7He2ApPX18CvOzYv3Qc42asx1h1A2/+5lO2WXljqbKQ8WO/5bC1L16eHnh4mLPyk5/y23HbMLfUY+XkL5m8WgVri/2M+83PGbfFnKMbFzJh3Bw0Du1j3MejWKhuh4fZRr56byR7LAXydUSZMX/8ipU6NrIVndBATwy2LWDS5HUYWRxm7qdvMWnLUbxlz3PCYO9SPnrnU1aomOETHPLqfAX2HAHyNtvPpA+/ZLHqUXwGfu31HAHyt9rGV+98zJZDRqx63v/bBeK5cxETJ6zGwEKLhSPfZuJGUzkBfZ4ACUR34pu/Z63e0PXfVX8NX70/E3ULYzbPHMk44fl2R/cy+jej2Wlhz+ENkxk9diH6jsESAZIgQcL3x6u3CdoDje0L+eMf3+b9T0azRdWmP85iF59/+hFbzYR/+zujvmaKQIA2Y6kgQG4aS/l07BQO2cqvPQ1VWfz5J7z37hS2m7n152OrwYxxI1io6kxosC9HDyzmm3HfouPojf7BNYz4+D3e+eMHLFc+KkvvY2HAhm9G88GbY1iqYUmQtwsHl4/mzTff7LOvNxoRGRUtK5NXgQB5aa3kk9ETUbUR/3415n3zSd/f+u4no1DS88DX2pitU8by4ZujWXDQjOAgP6xUl/LN2OloOvTm5cbemZ/x1RINPEL9sTTay6Sv5HmNW6gqxAsDp70u86d8IYR9zoxNJrj5Cc+03MHX733ELoEAORlsY8boqew0cyJQ8fv8vWzZv3ISnwr5jJ65FRcPf8XzArDT38mMibPYY+QgS//KEKCB9V+4djHey5yxk9iqb4v/wHRu5mxeOJ5pGw7j4iv4ynY3X7/9HjsshvJ/qEBm7Tm4egqfib6csQknNz95Pr4uAmmZxviFmzF3E67dtZj65q9Zrjl0/Q/w90F/5xxGCdcjJwikyVK+J8xebw1fC2EffTGJfdoOsjCJAEmQIOF749UjQH+mBftheXgv+1W1cAsYIv7PtZAgnE212Lt9F3bCwDtkmj/TXqUVoL/KBF+6muuwZ+sObL+nLwPcLdm1YgVmg75i+uvslSFAf6UFelmzc9lSTL2Gjv+zTZh07Fs0Fz3FhOP7mESAJEiQ8L0xbAlQoCd25ibY2XkNHf/nWnAAbrZHMDNzHTr+LzCJAAXiYX8EE5Pv78tAtyPo6spXC76vDXcCFOR+BB2dl+BLH3MOa1gNHfcXmkSAJEiQ8L0xbAnQ36ENewL0d2rDnQD9PZpEgCRIkPC9IWociZ2JZD++tbe3y8rk3r17Q8ZL9uPY06dPefTo0ZBxkv04JpJSERIBkiBBggQJEiQMM8D/DxkTV8qKgoheAAAAAElFTkSuQmCC" width="576" height="462" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><br /><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Nota. El Cupón 1 incluye los intereses generados por la Constancia Preferente Banamex desde su emisión hasta el 21 de octubre de 2011, considerando el valor de la UDI de ese día.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Constancia Preferente </span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El 21 de octubre de 2011, se canceló parcialmente la constancia preferente. 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"> el valor de la Constancia Preferente era de </span><span style="font-family:Arial; font-size:8pt">2,501,802</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS y 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 valor de la Constancia Preferente era </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">2,171,642</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; color:#ff0000">,</span><span style="font-family:Arial; font-size:8pt"> pagando a los Tenedores en cada Fecha de Pago la amortización y los intereses que se detallan 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">
<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">Pagos Realizados a los Tenedores Constancia Preferente</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">2,653,830</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">1,065,038</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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<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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" width="576" height="462" 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; 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 Fiduciarios 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 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 intereses de los Certificados Bursátiles Fiduciarios serán pagados en forma semestral vencida el día 20 de cada mes de enero y julio de cada año en que los Certificados Bursátiles Fiduciarios se encuentren vigentes (cada una, una “Fecha de Pago”). La primera Fecha de Pago se realizó el día 20 de enero de 2012, 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 Serie A devengarán intereses sobre el Saldo Insoluto de Principal a una Tasa de Interés Bruta Anual de 4.5% (cuatro punto cinco 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">El Instrumento Subordinado devengará intereses sobre el Saldo Insoluto de Principal a una Tasa de Interés Bruta Anual de 5.5% (cinco puntos cinco 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 36pt; text-indent:-18pt; text-align:justify">
<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">Para los Certificados Bursátiles Fiduciarios Serie A:</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:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAAoCAYAAADpP4hXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQVSURBVHhe7ZmBsZUwEEV/ATZgAzZgA1ZgBXZgB7ZgC9ZgE3ZhM9+c71xnXTcQCPgH3j0zOw+SAGH3ZpPwnowxxhhjjHlQnlfsXbPvqQz72exzM2OG+NDsS7O3L2f/Cigef22G6MSnZoju48uZMRsggyEefit+NENg4k0z2scyY4ZANGS2CjJfFCK/iA9DdMZsAuEwVVZoyozm6dPsQpmLNVzFt2YSIm05pn1vyjWmC1kK8VRobRaFqDLvRs1myFxYBSLLa7n3zSw2s5kl4ZDB+NzB5xHgXFkQe7jNQf7giPOOBqcy8vUMFsysXbTtr/pQfQjFWO8sBYmgK7hLsF6K3732kPsWsxsZLddjZDneQd/mjmbk/TVAsBzvWIdl6HtvbTrE2dtwghpFotEdF8hVH7iOMiFHcK+MFuHcGxFz3BMTbQh6dvSV2fL+gJ/xQdUGMXE/xUIbIH4xxXMXBHQkG+yFjubA5s5WfaAsT0+8aM+JtOW+OKqa1gBn4eSzBtZrMvL+EfxYxQaxru2UuVYz0zBS7ZmjnI4hHJ5VUfUBMVCWXxqh4MyMRjYO0MjutRsJxNUYfX+BX8mCxIa2kTjo8RVxyG24nvJNg5aOcdESiAEh9GxtFNAhxMZzqvm+6gP3jS/DM3AeZUvP0+iukKjX+ntllt4/gs8VV3yiRIC/8wyD36u4cR2CHUYjYgmNgJ6NTsE8p+pg1Qecxr0lUow2csoe5Fjzt7/xs86JTRYWPqsyWLxuFW5QBT8zm9kiyk6i14feaJqBvlZio+yKthfiGZcS8gvlOXFos1ChZDMEN+IhlWojezMb9+dFIvmZvT6csYjvie3RIJ45QRBHslSOJWW9ZKRrViGQNO6p9gjoSNwY8Ms5z4WqD5Qx6s7oF/dGbHkAPBLyeUYDMQuLMoRZzV4khJ4Q/0AwuYmsevgRMEoQGKLTsziWoHIftFGIRtsjQcSja8y7EX3OoM8Qg+hvBEZb4pLjoLqj43MrED8jshqpZhwGLSI0K5D6EVyeThGgdr9LUwSjmexIG9ouEbMJx5nZ+v8NgxWhDa3VzG8QVlw+SECaFhTkjKYPnL229mPka83KfTmO2WC2/jXgvVfXaWYbBDeLTUIbdXZuq4wqZuvNDSBjkUVioIFMyBTCL0KgTW/tp90dWUlwTBnXzNabG6DpM6/ZFGiVcY7YeplGYslQRt1svbkJCIn1WwxsFXx9kK6CvyaW2XpzM8hc2gFuDb7aa8MBKovT5N56czP0oRk0jZLNhMr4rcjt8wJ/tt7cBIJMYGNmYdtPtkNclHO+9G8EWZH2tOUa7hfXgbP15qIwNZFJZAgpCg0411oOk9AQAucSRiS2r76RzdabB4Wsg/CMOQ2yGdMuC3hjjDHGGGMuwNPTL+b5pitznDVfAAAAAElFTkSuQmCC" width="155" height="40" 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:0pt">
<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">I</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A 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">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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 36pt; text-indent:-18pt; text-align:justify">
<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">Para el 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:center">
<img src="data:image/png;base64,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" width="155" height="40" 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:0pt">
<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">I</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie B 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">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Determinación del Monto de Pago de Amortización Anticipada</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 Amortización Anticipada 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 36pt; text-indent:-18pt; text-align:justify">
<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">Para los Certificados Bursátiles Fiduciarios Serie A:</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">Se destinará a la amortización anticipada de principal de los Certificados Bursátiles Serie A, la cantidad en UDIS que resulte necesaria para que después de que dicha cantidad se aplique a la amortización anticipada de principal de los Certificados Bursátiles Fiduciarios Serie A en cada Fecha de Pago, el Porcentaje Serie A sea igual a 64.5%.</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 efecto de lo anterior, el Porcentaje Serie A se calculará de la siguiente manera:</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="191" 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">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:0pt">
<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:378.15pt">
<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 Serie A.</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">CHV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El equivalente en UDIs 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>
</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 36pt; text-indent:-18pt; text-align:justify">
<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">Para el 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">Durante todas las Fechas de Pago en las que los Certificados Bursátiles Serie A estén vigentes, destinará a la amortización anticipada de principal del Instrumento Subordinado, la cantidad en UDIS que sea necesaria para que después de que dicha cantidad se aplique a la amortización anticipada de principal del Instrumento Subordinado en cada Fecha de Pago, el Porcentaje Instrumento Subordinado sea igual a 7.5%.</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 efecto de lo anterior, el Porcentaje Instrumento Subordinado se calculará de la siguiente manera:</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="305" 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:0pt">
<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:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal del Instrumento 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">CHV</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El equivalente en UDIs 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>
</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; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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 36pt; text-indent:-18pt; text-align:justify">
<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">Para los Certificados Bursátiles Fiduciarios Serie A:</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 Saldo Insoluto de Principal, en relación con los Certificados Bursátiles Fiduciarios Serie A, 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 Serie A 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:center">
<span style="font-family:Arial; font-size:8pt">SIP = </span><span style="width:13.99pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">SIP-1 – AM</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:0pt">
<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:378.15pt">
<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 Serie A.</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><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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 Serie A 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">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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 Serie A en la Fecha de Pago inmediata anterior.</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 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">
<span style="font-family:Arial; font-size:8pt">SIPI = SIP / 4’381,081</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">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:0pt">
<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:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie A.</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:378.15pt">
<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 Serie A.</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 36pt; text-indent:-18pt; text-align:justify">
<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">Para el 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">Para determinar el Saldo Insoluto de Principal del Instrumento Subordinado, (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en UDIS igual al valor nominal del Instrumento Subordinado, 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:center">
<span style="font-family:Arial; font-size:8pt">SIP = </span><span style="width:13.99pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">SIP-1 – AM + i</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:0pt">
<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:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de las Constancias 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">SIP</span><span style="font-family:Arial; font-size:4.33pt; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de las Constancias 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">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<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 dichas Constancias 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">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de las Constancias 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">En el caso en que, por la cancelación de las Constancias Preferentes, se emitan Certificados Bursátiles Serie B, de conformidad con la Cláusula Quinta del Fideicomiso, el Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario 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">
<span style="font-family:Arial; font-size:8pt">SIPI = SIP / x</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:0pt">
<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:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Serie B.</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:378.15pt">
<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 Serie B.</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">x</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:378.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de Certificados Bursátiles Fiduciarios Serie B, equivalente a 416,663 títulos de 100 UDIS cada uno.</span><span style="width:13.12pt; text-indent:0pt; display:inline-block"></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">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 Abogado 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 Abogado 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">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">Los pagos de intereses que deban hacerse conforme a los Certificados Bursátiles Fiduciarios se harán en una Fecha de Pago y se realizarán con recursos provenientes del Patrimonio del Fideicomiso. En el caso que cualquiera de dichas fechas no sea un Día Hábil, esa Fecha de Pago 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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal bajo los Certificados Bursátiles Fiduciarios será pagado en la Fecha de Vencimiento, sujeto a la posible amortización anticipada de dicho monto de principal, según se describe en el apartado 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">Todos los pagos se efectuarán 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 los Fideicomitentes 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. Asimismo, 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 Fiduciarios. Para realizar una Amortización Anticipada de Principal bajo los Certificados Bursátiles Fiduciarios el Fiduciario destinará al reembolso del valor nominal de los Certificados Bursátiles Fiduciarios una cantidad igual al monto total de los recursos disponibles en la Cuenta del Fideicomiso, después de efectuar los Gastos Semestrales y el pago de los Intereses a los Tenedores de los Certificados Bursátiles. 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">Sujeto a la condición establecida en el siguiente párrafo, el INFONAVIT podrá instruir al Fiduciario para que éste lleve a cabo la venta de la totalidad del Patrimonio del Fideicomiso al Precio de Venta. El monto obtenido de cualquier venta será aplicado por el Fiduciario de conformidad con la cláusula Décima Segunda 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">El procedimiento de venta sólo podrá llevarse a cabo en el supuesto que el Fiduciario reciba confirmación escrita de que el monto del Precio de Venta que se pueda obtener, según lo determine el Valuador Independiente, sea mayor que la suma de (i) el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A, (ii) el monto total de los intereses vencidos y no pagados bajo los Certificados Bursátiles Fiduciarios Serie A, (iii) el Monto de Pago de Interés de la Serie A, (iv) el monto total de intereses vencidos y no pagados bajo el Instrumento Subordinado, (v) el Monto de Pago de Interés del Instrumento Subordinado, (vi) el Saldo Insoluto de Principal del Instrumento Subordinado, (vii) el monto total de todos los gastos y honorarios que deban pagarse de conformidad con el Contrato de Fideicomiso, incluyendo, sin limitación, los honorarios del Valuador Independiente y, en su caso, (viii) el monto de la Prima; en cada caso calculadas para la siguiente Fecha de Pago (el “Precio Mínimo”).</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 llevar a cabo esta determinación, una vez que el Fiduciario reciba del INFONAVIT la notificación de instrucción de venta del Patrimonio del Fideicomiso, el Fiduciario solicitará al Valuador Independiente para que calcule y le informe el Monto de Valuación. De igual manera, el Fiduciario solicitará al Representante Común que lleve a cabo la determinación del Precio Mínimo el cual deberá ser presentada al Fiduciario en la forma de un Reporte de Distribuciones.</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 deberá llevar a cabo la enajenación del Patrimonio del Fideicomiso de acuerdo a las instrucciones que por escrito y en forma conjunta le hagan llegar los Fideicomitentes. El Fiduciario podrá enajenar el Patrimonio del Fideicomiso siempre y cuando el precio de venta obtenido sea mayor al Precio Mínimo y sea pagado antes de la Fecha de Transferencia inmediata anterior a la Fecha de Pago para la cual se determinó el Precio Mínimo.</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">Cada uno de los Fideicomitentes, tendrá el derecho a ser preferido en primer lugar para la adquisición del Patrimonio del Fideicomiso. Los Fideicomitentes deberán manifestar su voluntad de ejercer el derecho antes mencionado y adquirir el Patrimonio del Fideicomiso, en la proporción que les corresponda, dentro de los 10 (diez) Días Hábiles siguientes a la fecha en la que se inicie el procedimiento de venta y siempre y cuando el precio que paguen sea mayor al Precio Mínimo. </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 cantidades que reciba el Fiduciario por la venta del Patrimonio del Fideicomiso, deberán ser depositadas en la Cuenta del Fideicomiso y aplicadas en la Fecha de Pago siguiente a la liquidación total de los Certificados Bursátiles Fiduciarios conforme a la Cláusula Décimo Segunda 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">Cuando se hayan satisfecho todas las obligaciones incurridas con cargo al Patrimonio del Fideicomiso, el Fiduciario procederá, en caso de que exista algún remanente, a la entrega del Patrimonio del Fideicomiso a los Fideicomitentes, en proporción a su tenencia de las Constancias y de acuerdo con las instrucciones que por escrito reciba de los Fideicomitentes.</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; font-weight:bold">Fuente de Pago</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">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 Fiduciarios 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 Banamex en su carácter de Fideicomitente, a INFONAVIT en su carácter de Fideicomitente o Administrador, a HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, en su carácter de Representante Común de los Tenedores, a Acciones y Valores Banamex, S.A. de C.V., Casa de Bolsa, integrante del Grupo Financiero Banamex, en su carácter de intermediario colocador conjunto, a Mijares, Angoitia, Cortés y Fuentes, S.C., en su carácter de Despacho Externo de Abogados. En consecuencia ni Nacional Financiera, S.N.C. Institución de Banca de Desarrollo, Dirección Fiduciaria, en su carácter de Fiduciario, ni Banamex, ni INFONAVIT, ni HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, ni Acciones y Valores Banamex, S.A. de C.V., Casa de Bolsa, integrante del Grupo Financiero Banamex, ni Mijares, Angoitia, Cortés y Fuentes, S.C., estarán obligados a realizar pagos a los Tenedores de los Certificados Bursátiles Fiduciarios excepto aquellos que les correspondan conforme a lo establecido en el Fideicomiso.</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; 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>
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<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. En dicho caso, el Representante Común 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>
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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; 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 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.</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; 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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La CNBV, mediante oficio No. 153/31107/2011 de fecha 19 de julio de 2011, autorizó la inscripción en el Registro Nacional de Valores, de los Certificados Bursátiles Fiduciarios que emita el Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado:</span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">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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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> No se presentaron modificaciones a los términos y condiciones del Contrato de Fideicomiso o cualquier Documento de la Emisión.</span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> No existió ningún incumplimiento en los términos y condiciones del Contrato de Fideicomiso o cualquier Documento de la Emisión.</span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> No existen procedimientos legales en contra del originador, administrador u operador de los activos, fiduciario.</span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> No existieron procesos legales que hubieren terminado durante el periodo cubierto por el Reporte Anual. </span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> 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>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> No hubo cambio del administrador u operador de los bienes, derechos o valores Fideicomitidos y su forma de organización.</span>
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<li style="margin:0pt 0pt 0pt 29.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt"> 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>
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<span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">6</span><span style="font-family:Arial; font-size:8pt">-0</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">4</span>
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<span style="font-family:Arial; font-size:8pt">Emisora</span>
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<span style="font-family:Arial; font-size:8pt">80632 Publicación Reporte de Cobranza correspondiente al</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">1er</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt"> Bimestre del 202</span><span style="font-family:Arial; font-size:8pt">4</span>
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<span style="font-family:Arial; font-size:8pt">13-06-2024</span>
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<span style="font-family:Arial; font-size:8pt">Emisora</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80632 Publicación Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">° Bimestre del 202</span><span style="font-family:Arial; font-size:8pt">4</span>
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<span style="font-family:Arial; font-size:8pt">13-08-2024</span>
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<span style="font-family:Arial; font-size:8pt">Emisora</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">80632 Publicación Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">3er.</span><span style="font-family:Arial; font-size:8pt"> Bimestre del 202</span><span style="font-family:Arial; font-size:8pt">4</span>
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<span style="font-family:Arial; font-size:8pt">14-10-2024</span>
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<span style="font-family:Arial; font-size:8pt">Emisora</span>
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<span style="font-family:Arial; font-size:8pt">8</span><span style="font-family:Arial; font-size:8pt">0632 Publicación Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">4°</span><span style="font-family:Arial; font-size:8pt"> Bimestre del 202</span><span style="font-family:Arial; font-size:8pt">4</span>
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<span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">6</span><span style="font-family:Arial; font-size:8pt">-12-2024</span>
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<span style="font-family:Arial; font-size:8pt">Emisora</span>
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<span style="font-family:Arial; font-size:8pt">80632 Publicación Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">5°</span><span style="font-family:Arial; font-size:8pt"> Bimestre del 202</span><span style="font-family:Arial; font-size:8pt">4</span>
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<span style="font-family:Arial; font-size:8pt">17-12-2024</span>
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<span style="font-family:Arial; font-size:8pt">Calificadora</span>
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<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>
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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 3 de diciembre y el 16 de diciembre de 2024, el Infonavit emitió una notificación a los tenederos de los certificados CDVITOT 11U y CDVITOT 11-2U, 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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<span style="font-family:Arial; font-size:8pt">11-02-2025</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Calificadora</span>
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<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>
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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 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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<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">Acción de Calificación </span>
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<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><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">14-02-2025</span>
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<span style="font-family:Arial; font-size:8pt">80632 Publicación Reporte de Cobranza correspondiente al 6o. Bimestre del 2024</span>
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<span style="font-family:Arial; font-size:8pt">11-04-2025</span>
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<span style="font-family:Arial; font-size:8pt">80</span><span style="font-family:Arial; font-size:8pt">632</span><span style="font-family:Arial; font-size:8pt"> Publicación Reporte de Cobranza correspondiente al 1er. Bimestre del 2025</span><span style="font-family:Arial; font-size:8pt">.</span>
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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, entre otros.</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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La información financiera contenida en el reporte anual se refiere a la cartera de créditos 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">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"> </span><span style="font-family:Arial; font-size:8pt">que se adjunta</span><span style="font-family:Arial; font-size:8pt">n</span><span style="font-family:Arial; font-size:8pt"> 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"> La presente sección muestra la información financiera en miles de pesos.</span>
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" 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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"> </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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<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 monto </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">63</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">389</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">$77,927</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $107,672, a un plazo de cuatro, tres y tres días, respectivamente, con una tasa de interés anual de 11.31%</span><span style="font-family:Arial; font-size:8pt">, 10.49% y </span><span style="font-family:Arial; font-size:8pt">5.39%, </span><span style="font-family:Arial; font-size:8pt">respectivamente</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">los intereses ganados que se incluyen en los resultados del ejercicio en el rubro de “Ingresos financieros”, ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">4,116</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">5,649</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$5,066, respectivamente.</span>
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<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 </span><span style="font-family:Arial; font-size:8pt">4 </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>
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<p style="margin:0pt; text-align:justify">
<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">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">, los derechos de cobro sobre cartera hipotecaria denominados en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Veces Salario Mínimo (</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</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">UM</span><span style="font-family:Arial; font-size:8pt">I)</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">$</span><span style="font-family:Arial; font-size:8pt">2.93</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $2.78, respectivamente</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">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">(37,146)</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">4,545</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $</span><span style="font-family:Arial; font-size:8pt">(45,989)</span><span style="font-family:Arial; font-size:8pt">, respectivamente</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, los derechos de cobro sobre cartera hipotecaria se valúan a valor razonable y se detallan como sigue:</span>
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<span style="font-family:Arial; font-size:8pt">Por los años terminados el 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt">, el monto de los intereses cobrados asciende a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">52,916</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"> 62,711</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $73,833,</span><span style="font-family:Arial; font-size:8pt"> 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 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 29 de julio de 2011, el Fideicomiso emitió certificados bursátiles correspondientes a 4,381,081 (serie A) y el 21 de octubre de 2011, emitió 227,235 (serie B) certificados con valor nominal de 100 UDI´s, cada uno, bajo las claves CDVITOT 11-U y CDVITOT 11-2U por un importe equivalente en moneda nacional a $1,999,967 y $104,486, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 4.50% y 5.50%, respectivamente. La amortización de capital y de los intereses devengados de los certificados es de manera semestral en los meses de enero y julio, de cada año hasta el mes de julio de 2039, de acuerdo con lo que establece el contrato del Fideicomiso. </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">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"> 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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<p style="margin:0pt; text-align:justify">
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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"> </span><span style="font-family:Arial; font-size:8pt">el valor de la UDI </span><span style="font-family:Arial; font-size:8pt">asciende a</span><span style="font-family:Arial; font-size:8pt"> </span><a name="_Hlk195718331" href="#" ><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">8</span><span style="font-family:Arial; font-size:8pt">.3409</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">7.9816</span><span style="font-family:Arial; font-size:8pt"> y $7.6468</span></a><span style="font-family:Arial; font-size:8pt"> respectivamente, lo cual generó un efecto de valorización por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">24,479</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">26</span><span style="font-family:Arial; font-size:8pt">,052</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $</span><span style="font-family:Arial; font-size:8pt">(</span><span style="font-family:Arial; font-size:8pt">19,493</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> respectivamente, que se registran en los rubros de “Efectos por cambios en el valor razonable, neto”.</span>
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<span style="font-family:Arial; font-size:8pt">Por los certificados bursátiles, cuya única fuente de pago es la cobranza de los derechos de cobro, se devengaron y pagaron intereses en el ejercicio </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">por la cantidad </span><span style="font-family:Arial; font-size:8pt">de </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">17,761</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">21,416</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$26,655</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a </span><span style="font-family:Arial; font-size:8pt">la nota 6</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt"> los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y </span><span style="font-family:Arial; font-size:8pt">2022</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre los intereses de la constancia preferente</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">, las obligaciones sobre los intereses de la constancia preferente ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:10pt">552</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">605</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">$1,734</span><span style="font-family:Arial; font-size:8pt">, respectivamente, la cual representa el valor presente de los flujos futuros de interés. Los intereses devengados por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">1,013</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">1,167</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$1,457</span><span style="font-family:Arial; font-size:8pt">, respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y </span><span style="font-family:Arial; font-size:8pt">2022,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">la Administración d</span><span style="font-family:Arial; font-size:8pt">el Fideicomiso realizó pago de intereses a la constancia preferente por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">1,065</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">1,284</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">$1,598</span><span style="font-family:Arial; font-size:8pt">, respectivamente.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">, el efecto neto de valorización de la porción pasiva de la constancia preferente fue una disminución de gasto financiero </span><span style="font-family:Arial; font-size:8pt">por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">0</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">405</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">$352</span><span style="font-family:Arial; font-size:8pt">, respectivamente</span><span style="font-family:Arial; font-size:8pt">, 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 </span><span style="font-family:Arial; font-size:8pt">la nota 7 </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>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Patrimonio </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">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 patrimonio equivale a la porción relativa al principal </span><span style="font-family:Arial; font-size:8pt">de la constancia preferente, denominada en UDI’s de la que el INFONAVIT y </span><span style="font-family:Arial; font-size:8pt">B</span><span style="font-family:Arial; font-size:8pt">anamex son tenedores, es equivalente </span><span style="font-family:Arial; font-size:8pt">a </span><span style="font-family:Arial; font-size:8pt">2,488,707</span><span style="font-family:Arial; font-size:8pt"> UDI´s, </span><span style="font-family:Arial; font-size:8pt">(en 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">1,399,656 y 1,678,540</span><span style="font-family:Arial; font-size:8pt"> UDI’s</span><span style="font-family:Arial; font-size:8pt">, respectivamente); llevándose a cabo durante los ejercicios </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">amortizaciones de dicha constancia de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">330,161</span><span style="font-family:Arial; font-size:8pt">, </span><span style="font-family:Arial; font-size:8pt">722,402</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">1,037,601</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDI´s, respectivamente. </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">La constancia subordinada, de la que el INFONAVIT y el Fideicomiso 80668 (constituido en NAFIN dirección fiduciaria), son tenedores, es equivalente a </span><span style="font-family:Arial; font-size:8pt">34,450,708 y 41,326,741</span><span style="font-family:Arial; font-size:8pt"> UDI´s, respectivamente. La constancia subordinada otorga el derecho a su tenedor a recibir el monto remanente, una vez que se hayan cumplido con las obligaciones establecidas sobre los CDVITOT, los adeudos pendientes de la Administración y las obligaciones sobre la constancia preferente; mientras que la constancia preferente otorga el derecho a su tenedor a recibir periódicamente intereses, y el pago del principal se podrá amortizar anticipadamente, una vez que se hayan amortizado completamente las obligaciones establecidas sobre los CDVITOT de acuerdo al orden de prelación del contrato de Fideicomiso. </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 27 de mayo de 2013, mediante contrato de cesión, </span><span style="font-family:Arial; font-size:8pt">B</span><span style="font-family:Arial; font-size:8pt">anamex cedió al Fideicomiso 80668 los derechos de la constancia subordinada de la cual era titular.</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">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">, el patrimonio se integra como 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 src="data:image/png;base64,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" width="522" height="65" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:Arial; font-size:8pt">Para mayor información, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 3 f) y 8 </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>
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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">A continuación, se muestra la variación del efectivo del Fideicomiso durante los últimos tres ejercicios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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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:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el siguiente cuadro, se detalla los Gastos Semestrales, por cada contraparte:</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<img 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YSHj8YnarE4pU6WeFb+kzA/3EpcoAlnDl6jQWow5odq8Llsi0z7aw74t6q2UvJUArQwU4bLYWMiszql9iqO3Ws18AgJIeSGFRu3mZK/WoAkOkuiCQkJwNXkAoe2WlLQ30Ps1YuY3SplTlIPr0Of4FvwhwWoKceT81qBdEut5ExHEUklNUoBsjXhvX3ODK4sUBvjhIXMl46qAHZt9aKTQaIuGHDtXiN5Vw/zwu8+YuPWrXzyu/+JTnAJXhfV+Pyz9ex1CqEyvV76NBWrBWi/FVl9wzSkBnLZ2p+O1ij2ScLSM1SJpfpG3vn0azZ+t46Pv15PyL009HYac69viuZUN4zNHRQCtGODHXXyx01zAxTd9eHUjs188sbHnLCOYaBFEqBtdtgb7WTNu1+yWUrfh++9iktUCnqHt7P+282c9UqitqTj4eO4sWbctLfy1gdr2bRpAx998h5eiakYqFmT1jlIU1awJKY+tH2vDntEgFrvsu3zz/hywybWf/4On6npK0T2yAZbaqW0zg02klzaRFPqFc6ej5CuTrrw3qnO7cYObjmb4xhVLQnLEK77PiW0SClAiYH6fKgRybikuJn2RzAOq6Am2Rkj4wj6F8cIOfa7hwIUlU7KbQ+Ob/2OD17+FG3PTCZUVjBVE4GWrhvVg5O0ZFxD31ASoLQbvPrCu6yX8uerd3/L5/oBjM2qrlLvC9BdR06dvU2/lFZfSTBD2qUckyoYp4sy7pR1UxNhyiHbdCl140Sd+oTL93qIdrXE9mYOk9KhauNs0dQPo7criYPfGFA60kuYuwzv8FTSIq9Jad3Ah7/7hLOuqfS2hKC+y50WKY9nJQFMKG1UCpCBJFGnLlPaN05Hfgg2ZtZUVUWz9zsZzYyR7mSHa0QBM+ICW/AXRF6HBvld5aq3OzXN7bhob+Cbrbs5tG0TG/VdhAD9BMwN1JN4J5xrl3VIV410r7+1h/2Xi6Q2UPBTsDjRR0FaNDfsThBaOkSBdPHu6JtCqY8aB59JgFaWmGlLQXfzCUKkAyqeq0kC9EcfgS3OMTY2zaJ0hTE90keuywlO3swm4ropFjH1rEjv3NZ5SxKVVQK015uelR5CtbWwDiqjIcOV8yZ3GJE/nF6cZWy4myi5AFnq8TstHxZWVmhLdcfK9TptFQHsPRwkNdpjJFro4pxaR/ZNbfY73KGhqYnayjI6h6cY6GqhIceHrW+9yScb9nC3SfXke7UAnZRRPDBGy71QZHZetDSqBKi/DCNzE67F5tPUWE9tfSMjXVmcPWRP5fgcXbl+WF9WCtCeg76SzEk0xrJl7Tki60oIsjqPjultehslAdpyCavLBpj5Z9DU3EhNdTV9I2N0tkppTXfivV/8B9+qm1Lcq0rfSCOXbY2wD71HU1MDtbV1DHbmYXBWRn7PCG154cisPfn+I+VHBKghmq/P2JBTVktjfQ11LV1Md0Swf+81uuSN89I8E5MzNGe6on0xnlFJJkPU9+NX1oqPuwXOyS2KcvPXegv/XJUAeWvylmmGVMrLlHqpoRdcSlW8EyZ2yYxJ502i4esPBUhmxuefXyC+qRCv86cwcEpB/rRIzmixP2fs/OgaX6CvPAr7S5IAxbvx+gkP6qTyq6+ppL5zmKX7EvHgDpAMTaM4RVrDTqrhUzf9iABVhelz4GqxlLolMs3ewSpFEqDr0jkUUaGogGql/Q1sUxjvlwRo9xU6Z1UC5GjOF5/pENdUzE29M+g5JNBV7cdh9UD65EWyJJ3f42PkyQVIx4h1hlLeD05LaY/F0c6E8vJo9u27Rg9T5F6Trj7CcpgWt4AEfwmWF5menWVxeYXZ/nquOZ4npmKY/u4WxVw92UG2GLncoGNc9AL60VhZZm5uhll5lwCJZMct2KYNS+vrcPj0LPHjP3ovVoHE0vwMk/LuLxItAQdQ87yHx9lP+NVvXualX/w3/uGt9XjnP3ju82QCNNOewplPt6LnFUxCQgLphdUMN/+JPkBSY7vjy+O4SNsnJIRhd2YnVzO7KQlyQUfbntAEZ85vtiC/QyVACbc4/sEB3O8EordtN8YhZfQ1x2N98AI3wqVjyC6w1SIQP7kAefti/O1JLieE425myJUbOQw3fk+A0hpoSXLjpLT/9chgLuz7hoCsRlwc9bC7HkhcbCSGZ3cSXjWuTO8fE6COeA6u1yexopxImwtoXPQkOMgZHS0dCns6ua2uju71CLzMjnNU83sC1H6HDcfMiYsOxkjtO3bq36K7XhKgvW5E3rDkpLYdwTF+aB7aS0xqFjoXjfAJjeS2nwe6xnrkyu9oyJkbJM3VBA09J4IjvDgnfWZWReHTCdB4DZ5H1Dh39TbeLgYY23vTPl6Hy7ZjXA6S8vi6PVvOe5GZ7PSoANUNku3lyAVDJ8ITZJzfZkdJu0qAMoM49cVprib4YXXsAn7ZnfSUh2FyQJdrUr5rv/fLhwLkbs7HalYkxPijue1rDtlKn3G/Hpisw/3weayCQrlhc5wDhyQBqs3F+Ls9XAyMQmZyDEv/e8wsqrZ/QgHqypbydp8RfgnXuLBBm+S2vicTIBcLPjlsKaX1Ftq7vmG/VQw9I0XYbj2JW6iUV25mbND35a5cgOxuYH9EB8vAYHyumGB7KY6eFiFAgr8SBmu4JLvE9cBwosN8cXaxoaIghT361tL5HYztuQu4hVcquykIfhxmRoi9ZYexq6+izXQxP0SivPtJ1122q7nRJ8mo4MenLdWFg+buijz3Mt+FX+nD+2ydwUef7Q7QSNM9rtnroaenXKyvh9PUWkFYSD4KfZjplH5I2XRNPHpTrzPr5oN95PFB5B1k54dbpIbfRrEurlZq3OeHyE3LprZrjKLQi+hZ2OPu4Ut6XY904TJDfWYw1opj+NEyP0ltUTYF1b0Mld9GX1867s0I5P2HV0bLCAkvl5qbWRrT4slpkSxvZojsCA/FZ5mGFCnSNNKYxVX5dzE0xiOm6uGPfnmBjupsMjKyiY7OpntqlpG2SrIzixiZ7yLykh034muZkSoTb6kC0TO15FaBQv+kL3qPiyZm6GucRf+KJy2dlYSElaj67wyQ4XEZA3NzHK9eJSIql5G+coJvlzE51krEzcvo6evjpro/2lssyaK5lD5TO0LvtTx6m3SkkaBr9ugZmeB1r1P6fl0kxmbTOTHDaEc12ekFDH/vwmKi5i6hhfIO4Cq6srG4aIyenSfp9UoTHmtOxUGRx+5kNA8y3JZLXEqDlJPTVESGUjq8xFx/HSGeVoq8TG2Vrmrm+shIzKZxYJLqO1cU66/GFqIY5T47TE6kPN9l6O/5PVfLxynPzaakoYI7DlLeWVtzxc2NiIQKplf1DZ6oS8DazBQzs8v4xSfRK2XgeGWU4th6riHU962yu+l2YiOkz2/M5k5SvSKtVdG3KRmUDjg3QHZKNnU94yxOj5ARLOWZdAy/ex3SOTVFbaHyHJK71IC0f2JmE3OTjYQF5zC2OEFVfjbFdeXEy2zRs7LCyd2diLulTEhXFt2l0dgq8sqLkqExOmuySc9vY0hKu42ZEZdcb1IjH70mSVhoaCETzNNRmEl2VTuqi0GB4M9Of3k0jpZ6mNhcJr1RWTO1p7kqfhf361DBj8t4Rwl+MnldoUdwsWpIa18ZbvFlioElgh+f+clB7l5X5rksplxx1/M+YxURhJU+OsnnU/UBEjyObqJNtNi2aQOb96lzM7GOmZ/1lf4KfXXR6G3axKZN69h17ipdDzoyCQQCgUDw14EQoOdmgYn+Xjra2+nsHWB6XlzmL85N0Cflhzy+Te/YjzXxkEAgEAgEPx5CgAQCgUAgEPzsEAIkEAgEAoHgZ4cQIIFAIBAIBD87nkqA5GEgrhlv4WZ2Lz/s6dJPwKkv8CpTvXwMwzXh2LlkKkeOrWasFDvzQNoU01avYmWKwqQIImOrn2LSKPlEike4GFanev28jJJgtpVLSU8wafnKIlXRFpyyD2bijw35WcrDRiuCwakmfFwDKWh/OC/BM7E0R0mIIR/99mVeX7OGtz/4DFl8OVF+gSSXdT+mrJ6RkSIsjAPpEUM4BYK/MItMDadj+qU9Vao1jyCfdT9QC80w+bDfFWrDjfjqw1dYs+ZTTprH0rs4Q4rDRl5d8zobjhlyr2UW8bP+UywzO1GG02ZL0oYfnW9ksqcKs/3y/P0dRx3TmVxYoi03kKPfviLVya/iILUfc8tLzJSEsPnrj/lo7XcEFs+I2eH/JCsszLZz21jGrZS6R+MsLkzhq/OuIu7X9vNu1PYvsjTRRYjpHl753cuoSeUwNtyFr+EGRfy1Na++wItvfMnVp50H6D5d6aYcOHcNP48ApN+LAnlsr+r8JKJT47De+gJX8qbpaKql+F4Sd+PjKaypIy8pmtTydiaH26isbKGxQ3o/KYnYuASK2iQdmh+msqyFkcl+SlKjiY6OJq2yi9mxZq4ZHOH4xRDa+lvIvVdIdkoqFa1DTHSVKbaLTs2jfVg+zGiFnqp0ohPu4Hr6C876VrI8O05tYbJiu3t1ksAszdLVUkfRvRQSE0oZup926f348keDpK0szdNenkp00h2c1N5EP6YP5qTjFWcotk+uUszy8wizPfnIPC5zed9pwntWKdtsN5mxMdJ+8rR305ZiLv0ADEmpbaFWWtrr8inrUmbo3EADJS1DirTXqdKeJU+79FMZ66olIz6amDtxVK6Oaip9r7xwGdae2Q9DYSxN097UQk9PCwXlpeTK8yqzRBF/a2VxjpZS6bvJ1+U3srAwz0BfPYXp6SRK61JrVbI3P0R5RjIx0fHklnYwI39d0sLMwgztlfLpAqT9C1ukemGO3jZ5vqaScLeIwdmJh2lXHEtKe/cfSLtAIHhKFhlpy8Xj1Cbe+Y8LrIr0p2KRobJwND76DXu8G6SXA0SaGOKcXPNAcuaLr/PRETcGpSalMfEmlzxC6RaxwP4IK0wN1RNmdZx3/tsOYgYfBClS0J3rh21Cs/RXLfYf6pMs1bu+duexvVPPvJTLPqf2E1Jbx42zF3CLb6A5xQMdjWs035/XTPBYliQ3SPc2Yf2vvpPysvLRIOgNUWjekp/9PYSdt8M3tY6OCl+09zpR11OC0WcaxI083GMkzxq1fYG0qV7LeQoB6sV713ZuldcR4HmFu+VDLK0s0poeiLbaMc7bGLH9zV9yJaMVb+OzHDuuid6pzWzZo4+N0WG+VXclL9WZU6ekhtpcH10NPXR1jnBSN5aRoSxOqclITnFl96HjXLx4kj1bL1PRXcolta/45tgVyou9WPfGLoytXYhLT+PaRX20Lupx8OBZPMIrmB0px3TLLjQsTTj05SscvV5OV04oOgeOon3xOHt32FDd18kty3McOXIWy0u3ycm/jZGWFgYX1Vn3jUw5qaOKqdZMDHfs57SVMfs++CXnw9tpy4vAwtAYw4sXOaGrRdGq6XWkKoW6+Js4XvanJs2Os7L7cbwGyHI04aSWKfoapzlk5UaUsxovv3UIn7hozPRlhHmd5oClXF5mKfc25kJwEV25YVLaj3BOnvbt1lLa+7h93YxTZ7UxNjqC9oUE6WelQi5AtwzZ9M0h9IyNsfG5x8RUC152MkJDZdIVxylsL55n5w4dRUyqkeZ0Lp4+zYWLp1j7pSnVw30k+Zihvvc8FhePsHGbl1TaE1SFeaB7Wh8j3QscO2tBYkEER/bKKK6Kx9bAGD0pH9ROqpHZ2Ee4gw6HDpzmomUI+Xm3f5D2cC8p7WektBtLadeJf5h2gUDwlMjnliqlpvsOemtMfyBAc4PV+MjscNZZz37fRhiUGoOjhzh8XPr92ciILOtjOt+dLzVvMibJUnu6BydMZCIUxh9lWZLORirKYrH+0pCE7wmQnPmhZiK9L3DysBd1/W342p+XpLNVyuFxfM9+hmXAXQzMnMloGGS4ORtnUx0K+lU7Cx7LwnQ/JUmxeBs54P19AZJYmh2XLv4t0TxpS0r1EA0JNhx1vKeYFy5B/1uci1UX21OtuJ07QnTro/fcnliARovdUdcLZ1RqbIvD7bELiGN4Yop419M4hDcwN9fPtaO/UwqQhQXX4qrpKfLk8LGbdPTlcu64ctZehQAZ2xJ4r5mhzgzs1S0ob1MKUHy4Hm+8/D5fn7MiOqyQoZlB4m7KcAstY7YzmO2bZDTJc0B+J0K6alH7+kt+/+J7HLeLoyZKhwPWeUwuTpB0aQtafiXk+RtxxiNfyoxxwjQ+wDVXEiBbS1zDpeMtLzPWXsBVSda2fv0eL/3vzdxd9SSqLvgsZ5xLmFoYJdrgYwxu1xFru4ffvPIua7/+mt+/+m9YJD+cVGlxqpdwN2N8EltZmO3BVWsLsfKZP8dz0NxiQtH4IouT/ZTWNjJa76eMBi+PqC4JUFJpCW6SZBT2NOB62ZPc2j7yAww57Z4npX2C21LaXbLb8TY9yIfvfspm2yDq8lpW3e2RBCjYAvWTdtyOjSUxv5m5VQK0a+MVWhUxqS7hElnI2GAtQfZ67Pz6Q377Xz/Bt7qLpBv22N/IlaStCYcNJ0jracTdwJpASZgW56dpaqikrTZOIUDRN47wb//xFl/I8+E//i9OBVcSfsUK2a0CppaWKJBk7LTbo2m/efEgH0hp3yRPe+6qtAsEgmekAIPvC9DiJAXR13H0SaHM9ygH/SQBmh2hKieZ8OhoIkMD8LjpRWVzF9d0vuGTrzeya8N3bDBwFQL0RNTj9AcEaHFqkPLcZPztjhBQPEb5HVf2bHxfai8OcUxtHZY3Ijhh7Up+yyjj7VKdb3WEzA7VzoI/Qj9Rf0CAVhZnaS1LI8jdALf4cipC9dl1XdkPJ9fufczTlJPQtSdZstvAl8mlR5/zPpkALbZwXX0jL//HS4pnaa++9Gv+5R11Upq6iLlyXLLcbpakpEXpvK4UIHsZIZnN9JVeR0MnmuHh7wmQtYyI/HZGuvOQnTWkqFEpQCUdjdRX3kN2Ziev/9s/YBnf/ogA7T7oL2WFRN1tvvzoHCk99YRankfXMoqSgBMculbPguTbRZ570blVQra/Pmd8y6W0LXBX721kmZIAXZHhnyRttzBLhrM2B4xCqO28w/GXthGx6hZQpc8Rzt1qlo62SI7dVxiF1xLlqcd5rwy6e7tpqq2kTx5NU0V/rS/r/+kXvPjKa4o8+u0LL7HPJp7hwUw0dl+iRh5AbWmOkdFxZloCHhGg5DpJeAL12XFSG+urfnSPLZAToM9pnzJF2uOltDvmztLX1UpbWRgHPniH97/aTHS96vMf9whslQDJI8/LQzLkXLVBdjuXhlAT1h30pLQrHf33tnC9uJMkfxlXbhUzQxeuew4Q31SPs7E9kUWdrCwvMTU+Jv1oEzksCVCkvza77OLp7OmhpaaMzoFuwj1leMVUMbeyRK6U9lM3H5/2gx++K6V9I1H30y4QCJ6RHwrQ4ngPN85/yW9ffEUZ+2jNOq7f62FkTKp3FpaYG2jkprMhMWX9dHZ30tfbS2GYA6auN+mcEJ2A/jSPF6DFmTGGppQ9VFoCJOG51cTEiDyPu+iT8tnzzEf45VZib+jAnfIe+qrjsdezofIHHWIFP+QPCND8BH3jyjs8famOqLvEUpvugqZRDMOLfdw6uh+/JknqV7oJ0rbCO1Meg/RRnkCAlhgrieOcSxDto/f7bkxR7G7MhfBS6u5cQ1vjIjfCPVF7/VfPJUC3fPRRM3UkPDycS6e+wSq+kqSb1pw3CaK12uehAHXE8t0hI8JDb3J+33r2GIfQ3ZbB2a80uBLug976N1G/WkZz0g20jxrjFe7I+S0m5HStEiBJGu4FG3NI14VwP2Pe+eVHSL7zgPHaGLS2aOEWfgOtj36LTlgr1ZFOnDphhGeQF2cO7kLxyFfBDDlSfhgnyW/5KJnslgzf1Iyk1nrCz5zF1COM8GvOnNB3JrPUhx1fGpBUmIqFXIDq++mqi0R97V48E0qYWVmmJfkG544YcT38Muc3G5PW0IKnkwFWbl6EBQeid3YfkbWq2GtPKUCNqZf4Tt2B8AAbvviNJCj3On4oQH3D3HO7hJH5VW4H+GJuYM6NKG8OSAKUk3WDs/s0kfnfRGvvesLK+lYJ0AotKd5o30/7FnnaW7nqpI+lq5T2kEAunN1LZM2quHECgeAZWC1AEzRmVTOw+PAWf1fIceUdoOE6HK5Y43rDn9vBfvgG3aK6OINDBmaEB3tjeVYXz6gaEQvsiVgtQLN0VzXQPjBBe4Ynh0yUbZe72X4C83u4G+SAwWVPqd7X5tB+ed+TITLtTDll5slVi1MY2aSLrgBPxGoBkvcnbaOpvo/5xhi261oq8tzLUQeXu2UMtCZjseskDm4WHPjOlnJ5YNSRcizMnEiu6X8WAVqkt7qa6uZu6Xp+FX0leKVJIjHeTXKwMxYW7nj7XqGwfYzyvAJqOkaZ6islPqWBmZkuku8W0NJSQEJCAdnZBdR1jzM70U1BYjo9Ix0kxBbQOzpAir+FdCxp8UxgWGrYuyqS8XQJo6apgMiYSlUDP0D2DXcsHB3x8PXljiQN43Mr1CZdlfaV4eZ2mdiKARYn+kkPdVEcL6psSPoqE1QVFlDZMsyy9G+wJZsb8s8KCCDCyYWCVX16VhZmKLnjIe17BQ8Pe5IbpE+e6iMt4rrieC5JDaot5UxQGpOlDH56n/lJKkqyKGgdk96u4Ya1lbSfO3eL2pijkzA7Z8LTCkiTltbhKebGuom/E0RZp1IM5I/L0sNUaS9V/kxGW/LwkwrWwsqGmwl1kqyoWFmku07K15LOh2W0MEpZbgG1tVK+RZcyKb3TVZJDQV0XE6NVBMi/940bBDk5kV4/RktlAYVV8vhYExRFRdMsz+jpduK8XLG0cCAgupyx6TbuRBUwNjtGaYKvIm2WYYWSgE1RV1JAWcOAdHrK0z5AhirtkSXKtI+15D9Iu3dC7cO0CwSCZ6SbNK9MVb0zRJi6BWnTDwcYyOMAxlQqH9MPVsfjftkCWycPsluUtWjnPS/Fb9QjKI4OcSfiCRmm4FY6zdPyexGTZDlLF3UFUn02NUyqqu3yjK9SxKCa6KogxFO5LqNNJaYDVdxwv4yj63Uqn2BgsUDOFPXpeZQ3ytuXRekCPg5/7ziFPFbGOijy1zkkld6JRcXIsKoUf8W6kNwOZaf/iS4ScgrpenAD5yFP0QlaIBAIBH+djBPrF0X/3PemEhH8hMxQkJpOTWvPD+4sCH4qlmitLeXevfIf9Ad6FoQACQQCwd88y8zPC/n587LC4uIiy2ICpT8rS0uLUr4/fNT7PAgBEggEAoFA8LNDCJBAIBAIBIKfHUKABAKBQCAQ/Ox4MgEaK8dm33pef+VVRdyN744ac69x5oexY5ZmKYh2R3az4OmGVA7norPu9xjFyLvFL9OT6sbna46QNvOE3ZyGCzAzDFQOkf/JWKQl+zpmZvbUDqlW/YBpSnx12GF8i8kHscCWaA44zhe6sfwg4tdEDTIzd9IbxXAAgUDw/Kwsz1J25zLbFXG/fscXJrcZn54lP8iAbz5+lQ/Xrscve0KqzZa4Z/MFv/7dGmm7LdhHlD6cQkPw1PTXx3LsM/k8ea/yH3ss6RqZoynThwNfv8TrUjlciu1kemmRiTx/vv3yQz74fB0+OfJyEDwzc6N4ar6tOM+3nHGisneeyb46Lm79BS+9Kj+vtSiYnWOg/A5ndnysKIevzCKZWKUVTyZAoyWYnpNxr10+pHKYBBc7nL1zmJyXpKAwjsDAQO7kNzA7N0XubRmXrqbTUJaqmK/mdlwqLUPKTxysSVNsG5iYR+/4qllHFaEwjnLKKopZRki46sChDw6ROiftNzNEcabyM+5W9jM92ExGRjad47PMTnRRnJtDV18n+bn10gk2S0flPSKkbYNDcpB7yvxIO5kJEQQGh5AiN5f5ESrrSskJCyMwKv7BsPORhkxl2uKl4408OlxupquU8PBQrjnrc07fgqpBmGorUH2XfPpWf5fuDA7v0yN7WJXLc01cObwJn6oFxZQBucmRiv3iqyTpuT8RYn0/naV3Fetjc2qYnFtirKeaTHm8tIhUmsemGKhVpS+1jInZRaaHW8mMll5L61KrhUAJBAL5jBSDxIZd406FvE4YxlvjY1zvVuAdlUBD/xSdZcFYqvnQPtfI5Q2HiPqDF3OCp6HqrhNOKfIoUxOkXVzLuVtlilhg9ncbWJDKwffMfoKqavHS1McjsZGWtGtcOHmVZtFv/dlpikM/rEL642EssJ6qaMxO2FKlsvnl6V7Cr1rjFd+oKIfoy3pktCvfk/PkArR/L/uOnkRbW4Mthy9w+14b051Z6G89iK7dBY7s1COxplcpQNaunDXQxsLSHP3z2rj6FDM1XoWD1nmM7Uw4sPsCoTmtijljFKhigfl4OlLcVcP1AE9M150nY3qU2rRgzC9aYW1nh5bhOdKKKnEzOoBRaJ4kSoc5YXGNpuo4Du2WUd6cguzkOYwt7NDfsxf9xAryI65haGiChfVJ9h8KpH+0GOPj2lgaW3Be6zRmsgwmJmpw0tHFyM4UtX063EpteGjm020EaZ9Dw8pSOmG3sVtDEqDmStyl/Y2lNOlcOIVHQgUPg7/PUOB4lCPBtYpX/TnO7NO+wfDcBGV3b2KobyR9l5Ps2OEjSaAqFEZePIYb96FtZ4D6Xl0ii3qoiLjI9m/VsXIMprg2FQc9U0ylz9M8d5RbuW0UxzqgdkoHOztN1HZeQ8yoLhAIHqWNqwc0CW9V3o8fKwvlnNYxXG5WMd4SwVefbEdLWxtt2+vktYwqthE8L/3Enj2HU3qpIhaYU1KL1JaM4X3qEyz949AzcyZTEQssB+eL50UssOdkaXaMrCAjTmrYkl47TEOUHu+8v5tz8vP6Rjrj3bVcM9vEBVNHDKR1DomrZjuWeHIBOqGHa3A0aWnR2GlrYe+dS1eKNV8bJjEtNfrp1tsxi61XCpAkIAc3reWDT9dx+no6na1DLMwNkh3qyPaP3uHFf34H3VtFzN2XBpUAJQWb4BmdT3CsL3Z7TMkY7uCW8RZ+9cIaPvjoI15/7QUcMuQTLBZw5eR6Pj9kSV6fpHr9yQoBSkp2xvBiNAOSvcz01VLSOkB/XRqXju/l0/df4523z5HbJgnQsUuktQ/SmhvG5YvXaRkboijalZ0fvctL//p7tLyymVLZ2UR5ICcNvWgZn6El4zrG5pIApXjyq1+8zDtSmt584Z/48EIwU/MPQzvMDURy7EsnmpGuxozMkN0pZWl5gaGme1w+e5AvP3qV1186Tma7UoAS/XX5QOsO8mCo2TI1jCSrrYixQ9c8lkEpHdOZlvzP//0C70qft+bX/51vbFPJ8z3NGy+8yUfnLpOTUitddwgEAsF92gg8rY17ZKMqKLNUL/XXkxgTxFUPW8pb+ihKTeROWhqxQW64hafSL6aCfk6GSHezw8YugcG5WSrvurPrG3nbtZsjh78RscB+AlYW5+iszSfiqj5X7pQw2lFN0t27JErndaiLFq7SOsN9b6B1OZRkaZ2t/vZVERye6RHYIjWRdlheD6cpzoK1FhnMs0COw1ZMo+sUAmTldIeyti5aczxY++t/Z+1xCyrj3XjjY3OKR+u5cUYDE+985OGxFKgEKLMpHB1JfG6F3ebacTNJgNrxdzHGMrSY0YlR2huqGZxeYropCvWPf8/vPzpKROM0yyoBSky8gqFlHMOSi6xMD9FaW8YV7bMYBmTT2RLMwTc1yGyUBEhTRk7nMB2Fkcgs3Wi858XbHxpTONZIgO4ZjNwzmVTdAhor9kPDwo+uyXm6CgKxtpYEKNGNt0770js6zkBnI619Y9/rD7VE1MUvuHQthGOG1uTLZ4Oe7MbP6Cxanqn0DkSz/6WDJDeqBMhHm3f1k5iT8rHA7RAGoeVUxMkwuZyuEJvpLCs+0I2kf2yMvtZa2gamGOlrobU+C9sjW3j9t79AlieeJgsEP3tWlpjqLML5rDaOkRXKOnZxhr7hEWYWlpmVJOia43liSroV9Za82hqriMDY9SZNg0/Y51LwAxbH24myN8bYIYquKakBWl5kdKiX7sERJkf78Dz1CbcKq3E0sCO6tJveyjvY6dpRLa5cn53ZEVoHlc+67scCGx3up3t0VnFed4UeZ59TAu6WasTWKbupJDpsxi79YW/cJxego2e4KPPE398DG11rwlJbGGtNQnuTBnb+DugfNCS2UvkIzEjXhuMmF7jq5Y2bgxnaNpepzb/JlzsN8PeRcfCrz1B3zWLmfputEqDCtnzMz2sQlFlOqFyApoYpC7nMyZPGuHhf4cRhNWJyC7msewBZbB31d2QcMHSmoipaIUAl9XHYHdfD6Zo/PkbnUHcOxfmKETqmztxwOcV7r+8mseoxAlQVyrrd8rRd4eh3X3LYMZnx+89mJxvxOn4O/atXpRN2P/vUJQFqKMJyxz60Xa5jrH0Y+9vFzD94nqekq9iLDe+sw8jrLkPyY832E3bVmDMGMvyvneOt32wkplL1CCw7Eu2vj2LjL+XdUUNCC3oeEaCF7jQubDkgiZkn54/vxiOpiWRfI86Y20nl4Y+B+ndcK3oYmV4gEPw8WZzqwUdrM5t2X8BTqhsCw6KorK7girMVjm6eeF9zwcnDmdqybNQNjBT1h+91Gd538xkS8WmemUKvQ3z89mEuS/kpz9OsqnYSgx3Ru3QZ/yunOHwkjA6GyZGZccLQiSvGxzGxv6fopyp4Rprj2aNjrMhvV1sdRVeU5vTrHDa0Up7XriaEl/STEu6GicJd/HG01iRr1V23JxOguX5yowJwvnyZy9LiH5OJ/MnTytI81Sk+inW3sxuZXVikp7GEwsoeusqicHeRtnf3JV0RY6qPFE83Lt+4wa2AAJLz2x72m5ntJi2xhMHJMWpKMqnvH6UhJY+uJckqJntIi/JVfm5uG0MtBQTHpio6Hs9N9JOWHEFlYzWJd0uZXJyiMTcWT2lbpytx9DBHR0ky3vLXMTEk+4XS0NNPTkYJPZOzTPQ1UZJfzuhCPxlenly+fp2AW7dIzmlibtUNlanmTDxcXXB39yEmW1lRjNcmKdJ0OTCRjuEfxhiZHW/jbtAtshsGVP2J5umpysBHvk90NEneAdT2DFGYXULHyDSNGX6K44WmVzE5v8Jgawm5JZ3K6b6lq7quoijl54VlMTq9wOxwB4mByvJwCysQIzgEAgEL0yNkhinrBfnifNWb/LZphutS8fG8jMs1Hwralc+6evJvKbbxDIqjWTVQRfBsVCdKbZsqz+XLnaphqemqIdpX+TqnQ3WFPFRH4E1PPG5I9b+wn+emNtFdkb9eUVn0Ty4+cv77ptWxJDnG/HAr8SFXFevia8ZUeyp5MgESCAQCgUAg+DtCCJBAIBAIBIKfHUKABAKBQCAQ/OwQAiQQCAQCgeBnx1+XAC1OkB/oxbXAAsZVqwQCgUAgEAh+bJ5QgJaY6Cvi8qFPFHE3vjl4gbTaSZa+HwvsjzGQjolJFIOqlw+Y7iDEK5DMmj7mxnpJDrlCTucTHLgzmHUv7SKiWT4Cq5/AI/sI6VK+9ScZysbUOIxnDiDRE8WBQzfpVb2kO4Iv//U3vLJGHn/kRfYYh9M//TSZ83TMtMZgbpfKo/3Zn4UhIjU/wDThj80C24/roQ8wimp/MHP3TG8lVmcP4pTUqByltorF1lscPB767HkrEAieneVFGjJusv/rl6W66DcY+7czuzxLQ6wT6z//Pb9772M0PNOYmhghzHK9tM2rfLXnHMk1Uw9n5hc8G8tzNEZbsc8+WjHnkoLFSYrd9qIWIJ99b4lyv7N88PaLUr5/ximLOPqUWwmeiQX8jvw7v3pF3u4e4GZhm5TDy0yPlOO634ibWY2SoyzRWxyJxtYPeW3NK3xmEMjqSFdPJkDzHfgaHMMopFR6MUVJtC/+t4uYnF2gIfs2Xl5ehGXWMDO/QH9rKUkxUQT5eRFbWE1WmBdBCbn098tjeNXR11vD3UAvxT5JNcPSdxinprSK9sEp2gujcHR0JDipiOFpSboGKkm4c4fb0rZeSZUsr6ySio5A3vn1WnRvxDGy0E/Aod0EdSqHvKVEBeB14wYxFap5xme6SA2R1nndIjm/lemZTjLTaxmfGiQ/MUiRlrhy6VSUTtaGxiJSg4PxuelHYo1S16bb8/H3vYFXcAylHeMK4dm7/8ZDAeq6zd4DN1Uncy32GzS52zXHwlgnGbG3FMcPL+mRvusolbUFpAdIafEP4V6jcu6elckmwuXf0es2eQ39LKws05IbrtjPKy6f0el5hjrKpHyNJsQ/jpr2CrJyWxkfbCIhwh+vm77EywOUqVhamKE6/w71/crJn6Y7iqW8fjjmcln+fmYYXkG3sNn1MkbxkgBNS3mRrPzMsMJHTbI5QYaGSQBdKtvpKg3ASMeKSqn4Jpszlem8nUB93xSLLf7sOxpMl1QOyYpyuEm2fCr++SFK8gtIiw4gIq6SsQmpTGJD8PK+n/Y5Ogrj8fP2wu/2HepUaRcIBE/B3Di5GdEkVst/U7norTGnqLcAG0t5CIZhJvrLiPL3pr4iF7PQPGmbMTI83HC/liXuuj8Xy4w13+PSng/4QCdEJUAL9OYGcuKTF9jr0yS97CFUzwDXtDrFRH2C52S6DJNvNEhfdSdgbrKLeHd9Nr64A5fMBhamerntacWNhCapNEa4625GtuQJ93kyAerJ4oShK2Xdymkr56Qf2djYNFOtaehuOYKpmxknduoSV9VDrp8he7af5bLNcb755gxXnMw4dsaMu3Ge7NnlRFDoJTR0zXBz0+X4Hh86JxtwtZARnRKNySY1DNys0VQ7j39aG02pDuzZpCtta8SGTy5Sv7jqGkUSoK0bL+Hm50ZaTZ1SgFrGyYu4jslFa2TO5ziw20+SlCGy3WzQNXTAycoCdb1LZOQFcmCPVCEk+6J99Bw2bnoc3mJJWU8b3paGXDhvjaO9FsdPhDIw1YKftQXmTo7oa2tj65HN5GMEaN0rX7D/+HGOH9/BOztlDEyPU3r3JibGFji5nWfn5mt0jVdjr62LmYk9lhc1uWB8VyqSbuIMznPeyg0HA10OWN2kqSEdoxM62LpZsHejISmNvZSGmrJz0ykc3aMoznPnsPp1IoI8MLGwwcHxHEePBD2Ihi+PjxJpq461VwETUgUXZ7IBvbiH92RGa+LQ3XkCMw9bDrzzr+jH9FCbFoSlub2UVjd09DUeOUmmesqxM9Tmttx4JO7KtmEWWMv8ZB1u+kZYujmgeUIXz7ByJuUCdPAq0TdlaJ43wl4qh1NHrtPQWYLp3sPoWDoQEpZOQqQPljaOUjk5YWBhSFlVMfpGetg7OmBueAHn6/K0CwSCZ2GyIRVro13SbyuX2uJgLCzPYKJ5gePaRvjlPbzAKbttzLET+kRl9/zgbq7gyVmaGSLB1wob3cNss49RzrrdW8pVmT2eBhs44NcM/UVcOLqP3bsOcVyqG/3zu1V7C56J6uu8/tZmNOTt7iU/xQX43OQAtYXJXNe8hJ8kQBN9dVy7uAFtPWvOSttZxDaodlbyZALUmsxuc0/q5LMfrmI03Yp1pqnMSlfvWbbbuBhTR26wHRdlKYx2RbN3iwONo81cs5URFiaTCv4y/m7qvParl3njrDPVRe1M3xeg67r8XjOSacnTim9oYuifTX2KM1oGMQzTg+9eNUK6Vs1OKAnQ7oM+ZKaE4Rd9C5c9kgC1S47XksWlY9t5d81vef2NM2R3VGB9xpr4ugGW56fp7OpguCmKAzsd8fcxQsevVPrEacLOvId7jiRA1vb4p9YzOliI/WEDioYn6SgKQe3j93jhl6+wU8efjuYfCtC270yJLyigoCCEM58cIqplirH2PGRn9vDBG7/h5d8eJq1NEiAdO2IquumticdRx5GajgyOb7agVqp9lqZHaOzoYXqil8RrBnz9xiv863/5PdYpTZRG2WNgE8+w5IBTtTc5rBFIfUMaFgc389arv+X3H+qSf9+EVxapT3ZDX8+WmoZkTuyzonpVnJ8y3+Ocv1nL3OIkcUYfYBLVQKjpZv7p316Q8uwNXnjxV9JnPpwufGVxhHhPR1y8ciQpqcDkIy2y5FNlL47Tku3D5jde4z/++TWO2N2lr14SoB2XML9sxfXUFubnBvDQ+IKIAkmANCxIqJeuTEcauHxyHb/49Uu8/vqrvPz7D/CKvYvmps9Z8/aHHPPMpLdrVCoXgUDwLCxO9FFdXoyP9R48fG+yc/tm3MJTSIsPw95OnxJV5TXSUUVSkCNXAiMVk9sKno2+0kAMzYIoir/MIZkkQNNjZIV54BSQRWXAEQ76SwI0P0lbWT4pOTlkp8Rw46YHpeIZ2LMz1UdhWippUrubdMsW2Z1KVUSGbkJUAjTWXYX+3jfQdokiR9pOpr+RO42KvRU8mQBNVGGnY87tUvmVwyLjfW00tvbTn2zJV98XIHkw1Ks5TPVEs2/fNXqmHgrQrj0elPe00tOWj73aJl6VGlqXlOpVAhTFjFyAvFUClObCefMExhggWDJn/5bvCdChW/RPNeLubsPpd9cSVNmC67lT6N8qkARGkpzX1UlvkQuQDQmSALE4S19PN/0N4ex/IEBlCgG6ffZd3LMlAXKQEZzZxPhQGbIT58nLi+abzzWJ7+0lz98cLa2btDX+sUdgsyQbfo1jajO+hic565nF2GQiB186QGKjJEBGMhKqe+mvT5YKw4bKVrkAWSoESPEDae9hIMGYl9a50jRXh2z7QezuNlAaK8PsSqbirohCgHZZonPyNOaR5fS3BqH2vibZq2cWHanB1s6WS1r7OBNarVqppMxHEiAfSYCktKaafoSpXIA8TLAIq2BuaY6+ZnnMNdXGKvqKQ7gku0y41X7WuRUrV1b688ab2pQtDnLXQY8LVjH01qkESCYJUJpcgAbxPKkSoHMysuXx5OQCZGeBl5RH8wtT9LTUMzg8RENHHwPl/nz323/n44MGUiV9f6pwgUDwRCwvMDzYQ/+E8n5OyuUtnLNzw8zJmbrBpYexwIrbqe1SXuQMl4Zg4HRdxAJ7DgqvHZEu5l7nd7/+J/7rP/4SLZ8cfI02Kta9/Iv/xj+88Q03Mjvo6B1gam6JuYF6vJ2NiK0R1vnMTPdT26N8cDuU5cIJt7tMK4KSPxSgib5aPG2OcqdeeW4/WywwSRCqYsw4KDVKnp6O6J1WQ1cWT09dErqbj2HmaYGuminx1X1/VIB2bL+Ml48p5y5aSMfxROvYDgJzi5QClByF0abDGHlewuikEUGZnTRlPIEASX92p9rw/j+/R1B9NwEuhpzRscHtyinef2UbdzuHuOdizQVjGZ6O9pzXdyA6zZu9e5zJSPJB++h57DwNObf/MqXdjxGg2kzUT2hzWWr8dY5tZNsJVxprfyhAGz5Uk47jKX2vi5zb60bNeB9RXkYc17TC012Ld//jGyIrHiNA493E6mmjayPta23BMePr5GVe5pNNunh6mLPprXfRCa35oQAdcsDG0QBtfTuc7I7x8e8PkPJI150JCrys+fzLM+SO3I8HrWS0+g46OzWwlMry2Dv/hkFMNzXRrpw6roONyyWOHlHn3qpHYApm2/CxOMVn72wjeVAlJt132bJHS0qnIxo71rHPKISuatUjMG8ZWjomyNx0MDgboHwEdl+AFkbI87bh2BkT7GRmnNQ0IDsvF8OLOlx2dsHe0ghtGxm1g6IfkEDwVMyNkyrVwefNpHpHqo9sbXTIrmzmxo0r2Dm54ursgNM1Txoq8zhteEGxjczOBPeIlEc6hwqejcFMZ+UdoAdxnqAz5JjyDtBIEy7OFlK9fVmqM525ERpBgwjh+Oy0JnNAW2onpXP4qosNPpnNqvBaDwVoaW6UjCgPjCQHkW9nd+kCuavayScUIDlD5AcHcPXqVfxjM+gaW2BlaYH6rBDFujuFLcwtLNLfUklZbR+L022kpdUyvThBbXklLdL61PQ6hoZaSb59VbFPQGI10wtjVJdU0jY4SVdxtGJ9ZGYFY1LbN9FbTZ4iHtYszZlpNE6suiMw2URqRhOK+H0zXaSHxdM0NU9P9T2CpWNcS0wkMySKZvkAp5lOkoP8pGP7k5jbwvR0B+lpNYxPDpAXf0vxmZmNklosTlJfUUlz7zjzs0NU3sujf26MqvgIRafqwLg4MtNKGBluJS29XtJCFVMtUoPvpTiOfIkv62F5ZYH+hjxC5esSEsgIuk193wjlhZV0jkwzM9ZFZUEZI5KYrkw2EqbYN4Sc+j7mlntIkL8ODSU2KIjs2mGG2isprupVPBZaHK0nI7uWxrIMAqXtvOTfNTyOtkeGhc1RG34FTddIRh+E3VcifxRYlR4sfd4tQkNvUtApJWJ6gNzEMEX6Qwq+bz9ypLytSOVWVC4TD3rwjVASHsRVX19CoqPJzKljYriRNOlEHB9qITHCl2teXpTLLXV+iOLcSvomVVIzIZVJdKAiYG5cpbJ/0mBNIr7e0vf2CZG+c78qhppAIHgapgcaSQxT1kUp9cpKYbangtuB3twICKG0Sxn1tK80XLGNX1QKbfKKSPDczPZWkVHZzuLyw27OU81ZpMvbF4mRJql98ruqKIcyVTkInp2GDB/FOXwrIZ/BqfstxjTNuWU09I4pOpsvjHaQFu2v2C6t4dGepU8hQIK/GeanyLqqwW++Osrtgg5JxlTrBQKBQCAQKBACJBAIBAKB4GeHECCBQCAQCAQ/O4QACQQCgUAg+NnxZAK0sszi4gLz8/OKZXFxWTmTpbR+QbVOsX5JWr+8xNL9Tify/RYWHr5WId9mYUG5z8Li0oNjPTiuCsV2q4///eMsLT72vWVpvXy/BemzRf8XgUDwc0Jeby7er1+lOlm5UlXnSnXiI/XoyopUXy6JevJ5kfLxfp7PqybsXVG0f6pyWFC1cwpWWHrkteBHQyqHpUVVOcwvKqJHLK1yF/n5v9pHnkyA5BMhbviAV9e8xTtvf8gO9cvkdUwyVuHBW//r17zxzju8Iy2nbuY9HAbPJFXJjuz44jBeD8ZUrzA73kKEgwbffCgd6613+XqrLrG1oywq5tLxeSQ2SkviRd76p9/ypur4ZnGrZs6cGyTKaB+/k7/3xm/ZbhTF4Pwy00M1+Jvs5/P33+az9Ru4kdTDzKODoAQCgeDvkpXFKXLDLNj0wWtSnfk6H5/zon9ihupIR75d+wFvfPQpJ1wTGFcNxhxvSsfC6BzRVSIQxvPQVRbI3o9ekfL8DX69RYeGgXnas3zZ99mvWPP2O2zac40mxZbTdFX4cvh1CyoVrwU/JpM9VRis/0deeVPuDDrk9Hfgb7pV4Q/vvP4r/uFf3se94OHcA08uQPdngl4YJcXZHGvfZDrLvTlyJpwH8+8tzagE6C65MQ7oqBmQ2aF6T87SNHmhVhw39aBJPuxSPlrJyw4jt0j62h4jQJn35wF6DB2BbF/rrDypJuoJsPakeGiMDD8rdB2D6Z9aoLchBV+XcDofHfkmEAgEf5fIZ5NPvRtEap18srcx/DQ/xzmxCEdjGXcrexhojMf6rBZ5iknMJrlzcTefb1EXAvScNKTf5GaOfIIZqU2zWo9WeAv5/s5cco6m/8GU9vN0liTiob+XL18zFwL0E9BXHo6xuj3Vj5lhoDdZj+Nn41gdgOTpBUiiP/saui4B1Ge78dFvPmL7vn3s071Gw/CwJECmbP/mOz54cwvBlY/O8rQ0NUDI5TPIktofzPEyM9RLc0szU+2PEaBkSz753WfskB9fP4CB1eHnp1ox3vEB2/ZdwC+tXjkf0EQ7Xq52eKe1IL/xu7Q0z8TEGAsipoJAIPjZ0YTL9vPEtvVSnRmOxcnjqGtcJDS9UjH/2HCuEye17TC1NhAC9KPRQ9gxba4V1RJie5TPPt/KAan90g+vkd6TLsqr62kfS0R3jbgD9FPQGKHD67/fiJrcGS7HMX//EfBELZdOnSWl59HHQc8kQCOF/mjJ/KnN8WT3Xieyq6upbuxmem6KXO8L7Dugj8nh9Zzwymdx1dyF8vg0QbJTeOcpp6KOM/+E1197ld3GXrRUPUaA0mWon7pKnvz4Tb3Mf++h6XCHtL76Hl7n1PjkdU2KhppxdbHB+97q204CgUDwc2KFxfk6vA6e4UZaN7N9pVha2uKTkEN+aiB2F43Jr8jm/BFzUssLcLHT4XbpsLz7hOCZkfc16SHO1hJb90zGpKvusfZ6CoqKKJfar9uumkTU38/gHCFAPxHzQx2U5OdTJOV56vUzuOXLn/Wu0BBpyB7zIGa+19nt6QVoeY6yYBssbkTSVvyHHoHlMDV0D52172Ic3q28OyNnfoyEqwacdr7DwJzcjJZpu+eFmZUtdeVP+QhsvIPCknaUSrZAhetWTgbXcMfLHkf/LCYWlpkZ76SmvJ6RadEJSCAQ/AxYWWSkIQuHkzq4Jzciv2k+XZ+Ivo0T+e2TLI204H5ZDwdne/Zv+YJ3317Dv//bP/G5jjedo+JW+bMyN1THLTNDLD2SpLZNWrE0T39vO12jyvgima57sUu//0RECNBPxcxQK7W9SivoCj3O8ZAOqSza8dG0JTi/9Qcdz59cgI4e4cJFGxwvWaJ3xprw/A6Gqv+IAEkvRwqC2L7pKKFVvapHXssMNt3D3VoHK9tLODpe4qLeCew8Uumvv8237+7loqOjtF5aIgtpSHP+wwIkpUltwz50FNuboXVCneTWRbrLQ9A7fgJzC1tMDY9w+oIXtf2qHn8CgUDwd8zCRBfXTq7ly+/UsZTqRmfPG+SVV3PVRgdNU1OsrM3RvWRPRY+yYZ7rr+WqTDwCe16yXbfz9qvbMFS1X3eK2ki77cQ5I0PFa3cvDwp6VBsLAfrJ6Mrz56i2tiLPnWUW3G2UzGOoFBPzK6TWDjyjAE31kp0cRUBAgLSEkJxXz4R03IWxZvKKOnigFytLDHbUUd04qBCe5YUZKu7FUtSsfH2fic4y4iLkxwogKjGLHnmszukOEoMDVZ8hLek1jPXWUVLZo4h/9Tg6S+482D6u5H6Esymac1MIldYFR96lTsiPQCD4mbA4O05JsqoOlZag29FUSrIz1lZIzG1pXWgUeS3yAIlKlqXtG+vKFLEdBc9Oc27IgzyXL1lN40wPtpARq3yd3bx6JM4gpXcreVgKgh+L1ed/rCShiide04MUVtczOPnDeHdPJkACgUAgEAgEf0cIARIIBAKBQPCzQwiQQCAQCASCnx1CgAQCgUAgEPzseDIBWllidnKC0ZERRqRlbHKaxcV5pqfmFBMOKllmbmqcuScdcb68wNT0/Kr9H8cKC/NzzIm4KQKBQPBErCwtMD05pqirx2eUw0+W5qcZH5Pq7vFx5lfV0ctL88z+yXpY8CdZUbZ/8jwfmZxVtFfLUhs5Na5qM8dnkWf7yuKsVA6jjIyNM726IATPxOLspDLPJyQnkc/5IJXD/Ixy3eSs8tyXl8OkqhxUqx7wZAI0WoLpjm94972P+Oyzz9h+3pGSigzsbGIeDoGnl6t7fseVQtXLP8XQPWzsElBOifgHWJygICGc6Mxmfth/WyAQCASPsLJAZ0E4Z/as45PP3udzLXe6B8dI8NDk668+YP2WrVxPbGVS0RCMkuhqgs4xf8TUsc/HVFcp1sfW89FnH/Ly1nNU980pYoEdWPsy73/yGXuO+NCyOEX5bQe2bPiSD776ipMucaimCRI8C3P9BOjv5IPPPmbNBjWCc9qYHarFQ2Mzb727hq3aYQzMzlJxx5Vd699W/B4sA8oZXiUTTy5A52Tca18V2mKqmdiYEkbGe0gJdcPa8xqGG3/DlZwxKvILqe0YZW6mj8KEVLrlhTzZQKDMAWtrN2JzmpmZrCcmtkKysjbibrlI663xTGuG+WEK76UT7euMu2c8uRWFlNT2M1Jzl0s21jj5hFMvhrYLBALBD1ie6iP8qhleiS0sME7WLWdyslPRNrEltWmE8Y4i3CxMyewYoeaOP/oHdnJUCNBzUx1pyAWPYmaZojLKleT6EfJ8r2DjHEP//bsO49XYG8lIqO6lvz4Oa63zFPSr3hM8NZOFTuwzjmeCeVpzbhOb26yYnFn76FVahqqxWa9OeEMTN+11cE5uZZExAs/vw7dyWnWEpxGgXRv54qtv2bxXA/e7tcz2xnFgzxVS71xH+4QJ14NkbH/tl1zJaMXbXkZIZjNjg6XINHTIG+4hzkgPI1kA/i72HDV2JD/fh717Xbkb5425xRVuhVmzf50zrRN1OJ1UR9PcRRKsTAJvynDzCsB6x0ksgn2wM9TB8do9xLQVAoFA8CgzA414Ga9F47Qeezdv5mxgBYutGWjpWxFfP8RoWzrGJw8SUdFPR1E1xUW3sBIC9NzcNX2LwwZ2HJHyfLN1BHPjPQTbHuajj75jm7ROK6gSFsapz4nA9MgB9qsZEZ5dx7hox56ZyqubOWzlzCl5nl9wo7J7gsY4cw4550nyP0eq6VrsEhu4aaeDw90Gad0QboffwyrpoXU+uQCdtuR2djlt7V0MTcyxIgnQ3u12eFw5jnNSF0tLM4Rpv/Y9ASrGUV0SoOZ8dI/YUjAwpXgGOjQ6ykxbGHv3X6OuLQ/Z2T28v+Y3/OaXu0hskQTI2JbbhR2szA8TJxcgCwPeOuPF5NIirWlXsXL2pE1MXCoQCASPMNVXh9HeN9G/mU5DWxtehmsJLp+hMFCfrz5+lQ/f28Je7XNEVior0DYhQD8Kfif/nS2mUdRIeR5t/Q0OmWNM9bRRVVNDo7Quxu0UQcn5GJvacCuzjPLsUC4ZG5DTKXpfPSsFss95+7AH5VL+pnqf52JgFhVhhuy5WsIKy2TbfIRV+iQtWb4c/OZlXl+zhWPHN2CTMqg6wvM8ApMEaN92e7xcT+MQ0SD51ji31F9VCpCFLX4p9Qy0BHPiE0mA2oowPGBGRtckzEsWXNdAV80t9myzxcn8NKfcsxgfi2ffS3u52ygJkJmM2LKuhwJkbcIHh10ZWJynIcEdy8tedKyeWFMgEAgEzA4243XpKOHVygiMSfYbsYtvoaa5ndHpBQark7E10H7w6EUI0I9Dku1abNKVUtnku58TgQ10dzTRNqQsh0zXfZhfC+aClRP5UuO1ONSEi4Me3rkP4mMInpL6m7vQCGlV/N2TYsdx1zs0ZHuirRVIz3QrHruOENo6Tpe8HIalcpjtxenIOiKUuyh4LgE6sMeZ7PRbaKsdR9fciB1v/JIrOaMkOxlz5IQG+hd1UNsmfwQ2RK6rFWe1LmKuq88pIw/u5XuzZ/dlfH2N2LdfC3P7U3z8q88IKX2MAN2M4JqGBkfNDLhw7jzekdWqTnwCgUAgeMD8JAXxXlwwMcHc3BxzOwtK6jvwdr+IvpEB+qf2YelZyv34ikKAfhwGSm5zzshIkeeGhmdJrB4kM+IKZ3XPKdY5e3lJ5dAuyak2Ghd0MTQ24Ly9MzV9oj/rM9OVwwUz5XlubKyDb2Y9o1252B88xAlNNfbs86BxcpSM8Ctoysvh/HZO6KY8EnD9yQRoYYzayiaGZ1Y9sJzro7iolamZESpzE4iISCYjM57mUeVt2IyECGLSC6ksr2JE3ut6tofsOzHSdokU1/cxL70uKm6hr6ua1IgIInJzKU5MkYx5kua6JvrGZmF5nr72Jlq6xxS97KMiI0nOLmHwQXh5gUAgEKxmcbKfkqx4qa6NoLBdHmgRJrrKSb4bwZ3EVDpWdR+YHu2kvqwTUaU+H/K4l03FSYo8TynvZGl5hdmRDvJSpLZNWlfUroxQLo+DmRwnrYtLpHR1QQieicH6LEX+JuRVMzqzBEtzdFbdU6zLaxxSxAKbHW4nV1UOtYOPPnJ8MgESCAQCgUAg+DtCCJBAIBAIBIKfHUKABAKBQCAQ/OwQAiQQCAQCgeBnx5MJ0PIC40P9dHd10SUtPYMjzM3NMDIyydz8DFNT84+N1bW8MMXo2Ozj48wszTDU18eUql/10swoff3j3O9mvdQWhsbWqzSoXv8Aaf/hkWkRw0YgEAiehfkJRX3eNzT6SHwwwbOzPDepjAUmNYjy+GtDfco2s7fvYdsmZTxj/ROrXguelemRbkX+9o9MsLhKBh6Ug/T36nIYn3vUVJ5MgOTD4Hdu4NMv1vHdd99x0MiF8qp7OF2OJj3TDzf3eyjHGjzKYOl1NHSiHx/vqzucb15/C1mqfEDmPJWeJ1jzrj5lynfpSrlMSNUfOUUGM3F0znwwnFMgEAgET8oE9R7nWfPZWjbvPk1k0RBiZpHnZHGSsgB9tllGMLOwSFumL2rr3+DL9d9x5PQt2hQbTdCQ4cre182pVLwWPDOjzVw8+YXkJF+y+7gtuS2TyhsxUjmU+l1gi2UUc7MzlMY4s2fzx6z/7gusfAoZWDXzwJML0PfnAZpsINj/NjYaX/DxdjMyW4aZ6s7FydAQQ0M3Ump76S31ZOd2AxzspHU+qUytDhUvCdC332riHJjJDB14GZlwbqeRUoAGKnG0kvaxsCOsuJf+ilicvOMYWV6gvy6DsNhUBrpKCA0vl47ZR2aQJ2aGRsg8MpDP7zXVlI7s0kXMHdzIaX0Y90MgEAgEElN5nFurRfbwGBmeDthdT2RYGNBzsMRgTQpWu97nI70wZmYnyL3phM2VWAYe5OscLffucM1GnW+FAD0/3flcz2iW/ugh7Lwdvql1ksRL5VCdjKW8HPTDmR5sw9teB9fUNum9cYJ193GzXDklgZynuAO0ng8++oy1mw8hi65iRj4T9A4LnG2PcUD7JnXDFVzbexxb/7uEyEwl+/KlJs2RDR8dxyv6Ose/MiZ76OEHywVo+0Z7gsN8qKmNR8fNmyu7TSmb6STyqjtXfEK4HeKDjZ0J2WU1eJ7/Cv2gTOwNd2AVlMNkYwC7D10nJeoqZhcuExJ1B6uzaly6k4bPWX1MbgTg42aIiUEIHWKSC4FAIHhIQygfn76JvINCc7InNh6+yCfqFzwbi1MDRF83xd74NLscYpgZ6yXI9hDvvbuW9WvXctxPfmm/yHBLO32TKeiusRAC9COwODVEpP1edqjbkt86xcJkH1HycjA5xQ6HO8wMd3DTVge7uHrmGcT54DvPGAvsrA13ShsZGBpmYmZBEQvswG4ZkZEyrOSPwPrjOLjLhfZlFPG+xqZm6C++xnGt2wysDBJ+VgPvylV3kCQBkscSi4m/ht+1W9zMTsLtgDllPQVo7/mYX73wCq+/9jve23KMu7WTLEyUcOr937DZKJTuOelDOgLZvceJa1cvc/V2GbMrkl9PjzPZkIKaqSulneMM1WfgZKVFvphtXCAQCB5SG8g75/ykJnmF1jQPrDxu0CnCCz0zbRlXUD97laRbpmwz9qJzZIbZwV6a29roHhgg0f04/pX3n4DkCAH6sVhZZmZimOJgfUxuZVKb7CQ5xzWpHIzZYuxN9+gsHXlBHPvud7y+ZivqGhu4lDqk2vl5HoF9X4BGk1H/zoKqWem9yV5yCmupz/NQ9QEaJvLccbzKvydAB9xJKApCe5s+cWVZeB6SBKi/BAMjM0Lzu5ib6qOmpJCB6Tk6E8349v1N7Dx8kbuNYyzLBWivMzc97XH2y2NyaYXh1jIK0iM5pu1AVsswfVVx2BroU/xQ+AQCgUAwfo9T3xpSOjmpeFRjfz2eIdEr95mpDDVi8+bNfPPh7/iXV97B7m4T7S21NA4ou2DIY4E5Zt7vsSoE6EdhpJGUGmXj3p1sywm3OPL89VXl8Ar//Mq7OMQ30yaVQ5O8HGY6cTz0LVHtil0UPJ8A7blC3B1b9mwzJaO5mjhzXY6f1ENP/QzH7MIoznb7EwLkRWllNNqGNhQ113BdLkDzwxR6W7Pr6BlOax7jtIULaXducvDgITLrR8gMtOOIzTXaKrzZfcibotzbWJzUQvv8Bc4dNeR6ZiExl4w4qHkW7XPHuHKjkCF5KA6BQCAQqBgk2/QU36qfRv2wFrfSOxFRqZ6fwUxnDslimJmeIDvKWWrDjqOnp4ejly8VA6qNhAD9OPQUckbzoCJ/dfR1uHWv6cFIsMEMJw7I7jAnlcO9SKkczp5AT2MDJ40yeVAMEk8mQIsTNNe3Mzq76hJhfpCqyg6Gh1rIzyimY2Sa+Yl2shMTSUzMk4xrgrmJLmobBliQ/g3U19I9uWr/uX4qq7qZnh6mpb2d8dlpuqpbUNyFneqjMCeDxLRMqrpHGWmvIquyjZWVFWZHuympqWV8tJPK6l7mFydpLS8gRfrc7PxW5L2M5qU03ctIISOngL5V3Y4EAoFAoGK0RaqrpXqzpEaq21XrBM/FwmgH1e0DLEtt1dxYD2U58vYwkcru1YNxxmjIa3nsyGnB09FTnabI36zSBiZmH46DXxhpp6p9UBELbG6sm1JVOTSPPMsweIFAIBAIBIK/I4QACQQCgUAg+NkhBEggEAgEAsHPDiFAAoFAIBAIfnY8mQAtzzE0MMLMwo8VMGaJyYEOhiYXmJ4YYXRcGbPjUWYZ6h2XtvwjrEjHGeqhqb6eemlpbutj+nE7LE3R2zv6yFTvy/Pj9PWNMDIywsT0wg8+f2lujP6ByQefvyyPXdbb/SB22eNZZma0l4Gxmcd8H4FAIPhLMsNg+/CD0V4zw+2KerO1q48ZMQv0T8Q8wx2DzMiDg8lfTfTT2lRPU0sb42LY3U/EIhMDw4zPyId/rzA/NUxHs9IR2oYenRX5yQToccPgn4shws++h1FsJ1XZd4m/1yKdJt9jOpVzh/zoU718LHP9RNqd4IsP1rF91y52b1XnWn7fD4PM9cVzYI8rXaqXciZrbnJE/SqRd++SXd33A9GabE/D+1bxg576k/05mB/cwJ0m1YrHMkHmlUOc9UgXwQUFAsFfEWNUJziy6zVzKhQvW7liuoddu7ay/+gFYvLlo3UFPy7TtBXd4uCvTpA+Jxnm9CAR1/Q4sHcLe/bvxjOsVdpC8OOyyFBrCsZfneJaZgMLc6Mk+Rmze/N30rm+ge80HWkZVW0q8VQClFqUgMf168g0NdF0j2VoYoaOyiS8rlzGwlCTK7GZhNpoctHjNs1D84yX3UZTvq2jPzW9kyzPTXAvyBpNMyt0Nv0Wg9huGoozyCzqZLA8nAs659C0dCW9voOym8d58bWtuCTWMdiYjoO5HpqGFgQVrprWWS5AV2Vcj6qUrmpWKA29yGkLf27HZNA0NMV4dw0Z8Rn0t8ezd7shMlspLXbelHSMKwXouBcJGRmUNA4y1ZXFJXlaNR24W9nFWHceYdFVDLbl4XrJAC1LS86pBGi8MhJ9XW00LZxJqVPOKtmQ6Cylz5TzBz/nhBAggUDwV8McjekxeDmeYtNrZkoBGqolILNW+mOMDA833K9lMS5fL/iRWKK/No9A2XnW/+tRpQBNdpNSUEbv2BztJYFYHfGjQ7W14MdhZqSZKJkhBz48gockQPOzYxTmJlMqtflSARCo+xVXsh9OQPBUApQY78iWz4yIzAji/CYTkpp7KPA3ZN9eU8JDL7HpQzVuRAZjYmBNZFwQRpoywiXBCHDRwS4sk87CYE5vNSQw0Zdj7/2SCxEtpATIcHK7gel5GwKT7uBhZYGTZxrNOY58+c1F7tWW4uMowz0omlBfG+mYtx/eFVotQCvLFPrqcthIhq6ujPTmQbrL45CZyqhtjGf3G69j5JvEtUtnML0aR0eJJEBHZMhkMm6lxuGy/RiXwzOI9bBgk9kNarLcOHHKgxvm5hg7+xHuZ8h3n0oCVFKJw4VLBCTckY5lwWWXDMYHMzj7+Rm8km9juOM99jkIARIIBH8tLDHW1cPgVCoX1lgoBUiFfIbib/dqEV/+J7obCJ6SFaZHhugfyMHy3QtkyAVIxUDKJb789luux/eLySd/ZBbnJuhtK8ZX8xJ+kgA9ek5XcelrfdJHH97rfDoBSpShdiKUAUa4Y6iFR04zBRGXsXTNZKI3lv173OicasXbXkaIkzb/9OsXeX3NGl579RW+uxhGqvM+SXo6WZFkJdfhc0zvqATIK5nyjJtse/dNfvOvL7HLIJiuxlD2HPSlb2GKzqIIzm74kld++1s+32pNxf1LFbkA2RzitV++wGvS56zbakx2YwnmKgHqLI3C3kApQPtf1iRnGUYK/dGU+VObc+2hAAU6sWePO50r8tAii8wtLDJYep39W3XRu2xLVtMkM0NtXDWUBKh6jMYsX3a+/za/+cWLbNfxJ+/WWQ5cr2JZ+l5VQWfR8xECJBAI/trI+YEALS3M0pR2FUtPbzrGRM/FH58aLn1PgFaW5hloLMDd7jQZ8uCZgh+ZbkJWC5C8D3NXFnabzxDVJA//+5CnF6CTYQwySpyRJu7ZkgDdjwUmF6B9nnRPqwToqjHvH3Cmc2aRgYZ8Cmu7KA/UQvNyPhOMc+f8hxhHqwTISI+3vzakaLSfZBddTuoHPRSgrlxOqeniW9JFY5It+7dYUX4/pMojj8BUjJVjccKKO/W91CY6cma/UoD2vbSN6MElOtNc0XIMoD7P66EARVzl6HozyuUPZCe6SM2uoDbPA7U9ppiYWxJd2sf4QDGXjkgCFBcp2bsBuYP9pHvooXHej/J4S/ZeuMswM+S6HeWcpxAggUDw18YqARpt4U5xi2LtQFEgRs7XaR4WPaF/fFYJ0PQAeZV1DE7OM91bjae9FnfrHu2UK/gxWCVAkvx0FcVx6awZgfnymy+qTVT8dAIUn4z/eTXWqx1n2wE1PO5WMtx0D5Pd29l/+jTb3vxnLkSqBMjZCbXdB9A4rcGeHV+z97QnLd3J7H5jO1duR2Kpd5JD+49x+MwONn2jSW6vKl2PE6D5QSJNjrPjiBrqx09wSkv1COyTdaifOcGOQ4dwiihkoGL1I7AcEm31UVM7zen9JzjuGE5prjsnzvoRf9MRtSOHOXbkEFs3SAJUlIvmvkOcOHmCvbu/YfcJF5q6m3A6sJOd0vfa8+lrHLgiBEggEPy1sUqAhuqwNjnCaanOOq2tjXdiEVK7LPjRWSVAkz3c8jTi1MljnNbUxDEgkm4RD+Mn4KEATY+0cPnAW7z94SaOSee6tpEliXWKgFsKnkyAFqfoaO1hdLSHppYhFlhkpL2V3olZJod76OydYGlhhMaGPuYl4+rv7mFofJa5oRays7PJLm9gRD7UfGmB3sYSaV0RpaX5tA3PMjbYQ8/AAJ1VZeTk5VFcVUVTUzezixM05BdR29lPX0stBdJx8mtraapufDh8cHmB4b4e+oanH7mtNd3fSFF+DgUVDbR19DAzO0pDXTO1pVJaSpUGvjTTL32O9Nk9PQyOzbIw1UOpPK3ZZbQPTzE/1Udz2zCzE31USWnNySmlurGWkdkZeqrLyb2f1sYuxRDSsc5Kad8CiooKaegb/4FpCgQCwV+WCdrKOx+MPJroLFfUzwUV9Qw/dv4QwfMzQ1dFG+PyoFQS04PNlBRkk1tYSteYGHf30zDPUGsXA5KDLM1P01olb9eVS25hCZ2r8v3JBEggEAgEAoHg7wghQAKBQCAQCH52CAESCAQCgUDws0MIkEAgEAgEgp8dTyZASzP0dg0wpRjatMREfzvVjd3MTPRTU1JCiWKppm9ynqmhDppbexQdg+Vz6gy2N9HWO6aIw7W0OEV79f3taxic+X7HuxVmpWM2VCq36Zl4ujkSFmZH6ens/BPxup6R5SXGehpVaS+hvLKZ8ef5nJVFxoYGGBp7XBw0gUAgeDYWpkdorn1Yhy7NjtPWUPmg7qqob2FMVfeuLM4yNNDD2KzoBP08LC/O0d2ozN/mvslHBsEsjHbQPjKnKIfWR8qhVeT7c7OsmHByoH9C6RjzE7Tdd4zmfpalglh9/tf2Pjrs7skESDUM/l77EGPd2XicP8ER89s057jw8Yufs/fIEY5s3MJR9xRS/E7x5VYDClpnmBtrw27zlxyzj2GAaQrDL6GxbzdH5Ntv2ISGLBNlIAklc1MdRDprc/zgPmmb77hgnkjnU0yT0FsdhvFpDbI7VSt+TGZHiLDdy5q12xXpP7rvBK63a3k4oO4pmesn6pqMa5GrhvALBALB87A4Q2GcO+pHdijqUAOrfLp7KvGy1VbUW9u/fIu3vzpHVpeyYh2siED79Gmiq0QgjOdhoCIWjaObpDzeytGT/rTfnwdltodog6/Z79sk/VnB9UvnFOWw7Ys3eXvdee51zSq3EzwTsxPVuB3VwMQ2QeESDRku7NkiL4e9fLbzOHltEzSkB6KtfpBDR3ax+YwNDcPKfeU8lQCl1Wfior4PmW8uA9MwUe3NkTPhSolpDmb9Tkdu37Zi8x4rsuo6GB3JRHu9BlduSALUFsP2nadJbFMNwhyowHj/SdJW/e56ywM4d8aeikH5hBT9RLtdp7pP+pz6JCz0T3NMSx+f3C5pRR2+XsF4mJ3jin8+7bXxmOqe5sSF85xVCdBiXTTHjh3j2EU38lpGWejPQebqio183eVw+ifmmR9pI8xVT7Gdll++9JnztOaEcFHzGCfOnCOs7P6MixJyAfIywUIVDXWsMR2LM2fJHZRnTxCnNdTRsnChoF3+/UaJunRScVx9jyjFcMfFyQHuXjdUpsktmZVZIUACgeBHRhKghppiKrrkl2a56K0xp1z5joIU2XbsAupVQZ5HCDq9kXX7TgkBek7GWgtIrpW3hLXYf6hP6pS8Vp+lPvYqJ7/+Hft8Ho2ineS4DfvAhgfBtgXPwijJzrZcOHLigQB1VSSRoiiHWYplWzgdVEmctwy30DJpTSeXd35HVJtiZwVPIUCH2bTmFT4+4EaLSlqVAnSbwZUVViq8eGe7vSRAMs4dNsE/v5KODFt2nfXETxKg6jt6bJPlPIg4vCLtM9bdyuqpEBpjTNnvVvggfsfc3CQLYy342Mu4HpFIbIgDxmdC6R1IRe3NzbimlNFYnY+rhgE2oXFEuGqwcbMkQOV5mJxx5E5hIdHe5lzyjaSz5CZbPzHlblE0hltMiW/qoSrxOmbWfmQW+nP8AwuqRxpxumKNa3ACGUluGB0MeBis7nsCND/Whb/DCQLTMrHcoIl7Zgq3LptgaXuH/qIbfHrOk8LCOByOW3O7qIO2PF/0Da+TVhiMxruGlM70CQESCAQ/CaMlgez9bg2GPi0PI473JaJx9DKNqrvqvfGGHL7og72dgRCgH4Hp9nzM1T9il340QwvLTLVm4SBzIshqBwf8m1VbSfQlcGJVOQielQUG25rICL6Gk0qAHrDSgtdmHcK6xhhrz0N2ajfvrdmEd1bTI11XnlyAth1GlpiB3cFPsAqrUPSzmajw4M3/8UtefeMN3nhjCz7FneRKAnTJ2BzbiGyS7E1xjYhXClCcHltl2QoBak93Zc/Xb/C7F3+FZ6nyI+R8X4AUzE/SXnCb0/JYYC/8ls/loTAaJQHaLaN9BcYrItGTXad+YI7RljxcbCQBirvJy6+9KqVJnq432GTsT3ORF4c0VLNYG8tnsW5nXNre+fxBPnzjBX7xP78kormHGMczfPrKv/OLnZcor2lg9L6d/CEBCrrJpwY+jM0s0lNwC9srDtTXJXPo3Tf51TtfcsEtisbeSaa7y/AyUefjN17kH/7PN/GvFwIkEAh+WiJN3sOzSF7rzpCg+znn47oU6xfbo9n+7XnC40PR1zqES2Ijs4uiN+KPQcmVtehHNhDurI+OtT/h1pv4zvouPYqWVyoHnU85f7dHubHgOZmmcLUArSwy3luM1zlDPO82sCi10zdtdbCOqWWefjyOfoxL3kPzfLo+QG0DtGd6cGzXaYKLBxhZ/QhMztKMUoCuhuDmasOFAw6kZSkFaKAtlu07T5Fw/xGYlBj3Xa89IkC95bdUj8DkStBHun8QRbmpnDqqh39pF43x1uz9ngDNtqZicsGBjNZR+qqjuHhGEqC0UL7YaUnT1BKDTfnkltYzVOX7qABlNpDkdAY1xzTGB+PZ/dJWQuv6yM7PpbU5H6ez6qz/7ktCKlV68j0BGm1Iw+KMJrlFcWyVvmf91BSNSdewtPGgoiST0Nx6qhJvcPTzl9hkm0iJ1xk2GMQyPJzBkd+tJ0AIkEAg+LFZkD8CK6K8U9k7Mf7SNzhmjUvtbhH6a80oWVBeXk7WJWKuf4Yj+3fw4buvsc8uiv5JeTdSwbMw1pJPUs2g4u/6GzvR8Ksg0dsYdXV19n7xW17epMndGqlMZgrR++IipUsiCOqPw6MCNNmei/sFc65GFiEP+r442o63gw6eGZ2KGyspV3aiGdao2FPOU3aCHoG5MVI9jNh6+hK599z+gAClkRuoxW77NJrvC5CU0NLoaxic3Ymampq0fIuWsR+Kx3Uq5qZaCLQ+yt4NexXv7z3lSml9GTLd4+zetpc9J7ez5euz5FY8FCAWRshyucj2g/vZt20z2w5KAtTQRYrlST7ZcYANew7gFFnIcPX3BOheM0VRZnz32RbU9I/w5b+8jmd+P9HSSXvs8C4OHDzEAW0rSgZWCdClPbz+xVZF+g/vOY5reC0Tc33EmUpyc2gvh4+dxPduMwON2Zw7sUGx3eate7l0p4SGDDu++WAjarpH+OIff40st1cIkEAg+HFZnKHorjvqh7cr6h89maey02dzJOtOX2ds6dG7PHP9tVyViUdgz8tgxR00jijr/OMXjMjvlN/tUdIZcoyD9x+BNUew9pTXg9AYguflUQGKN/+Q//i399mucAw1PNNaKAiXcWDvRg5Ir3frW1PW/bR3gOTD4LvvD4OH+YkBGpvbGZf+7+hSDnFXsLLM9NgA/UNTzI330D40zfzUBCPD44ptVpbm6W0uo6xMuXSPP/KwS0I+pK2HOtX7bcNyNVhgtKuFKul1ZWsrnc0dTM5M0tE+wP3YfYuT/dRVV1BRUUdLV5fi8dzKZK/yc+paFHHIludGVGldYry3m6GpeeWQe/k2zc20VdcwOC19t/E+6QpKWldeQVP3+MPHcStLjPU2P0h7ZXUL46ovvjDWRUV5GTWNbUyoEjXcXqHctqaV0dkFFmaHaJS/bmyktaqKPulqa1wMgxcIBD8y8mHwrXXKekpZh0rI4yH2jPwgRuHK4hxDA72Mi+HYz4V8GHxPkzLP67pGWO03C6OddIyoGob75aB8JXhuJGcYHWJQNQz+QburWuTn/8LUMC2q30PdMw2DFwgEAoFAIPg7QgiQQCAQCASCnx1CgAQCgUAgEPzs+PkK0MoSC/OL4lmsQCAQCAQ/Q55MgBQxvEpp7FP2npbPalxdWkf/7MOe7k/GCrNjPbS1dTD9tLs+YImxrjpFvJU/xspsH5XF5YqOzXJm+uopqejifv/v4bzLHFMLpl31+vssTvXR1Dr8sIO3QCAQ/A0gH6RSU5JFVlYWbaPLLE2PUF+er3gtX/LLahmaUtZsc1Jd3tk4IEaiPifLCzO0Virzt7pzTNEJel4eK7NYua6wpJ0pRdtVT0GOtC6vkMb+B1NUCp6DpZlROrq7mZxbZnFulPoiZZ5nVXcpYoHJy6FaVQ7tY4/e8ngyAZIPg9/3GTussqQXi7QlebHhje0EtA4o339iFmlKd0XfwJJq5ZQJz8A4qXa7OHO94I/evZlvuslHb3zJjUz5GNBpUo138NEme2qVb9OcepX0P2Q/ElPduYRGVUp7CgQCwd8IC9Pkx7qioXGIs2e3Y3DxHl19NfhfMZZen+XAt+/x7tc6ZPfIp/PvwffcMU4e8384473gmegvi+T48d1SHu+T/vehdW6BlnRfNHat4/DJs5hdiqNtuAZn85McVz/O0RMHOWvnhyJiieDZWZ6jMdGZw+esKO6coS5Fxp6d8nI4xte7jpDVOEJOqCOH1HZz8qwaNi53UUSrUvHkAnTOkDOG1xlhjPToG5z77ATRXQPMDzUTYH+WPXv2YB1Tr9h8sikT6wvHOHDkBIElo4p1I0UBqKsf4fCJQ5ySBCjG/xLu9w2kpwCrkCyGeitw196jONYF3xwWvzdnRWmwEXtOnEVj+7sclwvQ9BApvuaK7fddSVRtpWS+2Zcv1xkQEJ8nj8iC3RkjzDRUAtSWhvqhXew5pU9QYQ9tKVc47xgtfbd5mjL9uRKYTHd9CjcDi5mcbOSWpS7796hhejmZfmn3kSJ/jqrtQ13flnstU/IjCgQCwV+exVlaGiuoUQz3/WEssCSHzTiENDPFBLlXPbAx0+KsEKDnZqKjTNHYPogFNjZI1jUHrK7EMaiaYUA+Xcq9kgqGJueZ7CrEyVyLuLqHc9IInp7poRrc1b7ky5M2CgHqrc3inqIc5ih13iZ5Qo5iIsRrWV0sMU248V48ix7OefUUAiTjho0eMbWNBAfL0N1mSlxHF2UhlzmvfZV7tZHofKJOUmsnISYXsbwRQ3b2Nc5vs6K0pQSLrefxys4m+NJBth+1pDj7Jrs/s6ZqaYoCby1OuSRSFW3BDrNbFJZEYPKNJYUzD5+TrXTHcPhTA2JKkzDb8Q4HnAtozriKvvFN0gsLua77MR4lD4VpvtmPbd/aEBh7m/rCAI44BeApF6DxKmRGDvglZJAc4YWNgyVFDV346n/BOZcAzmgeJCCrif6Sa5zQvkGokyXmjuEUFeRif1ET99goLm7S5kZ+LpEeFphbhKO4mBIIBIK/EpSxwN7E2L+RSdWkw0udUdJFqButiuddS4z3DFJbdAsrIUA/CspYYJ+w1ziC/uE+QhwP8/s33ufdNWvY6nKPxQeTPy/RWhiGvZYPjXNiRuhnZmWRfB9NLti4YujgpBAg1RssztXhuVmf6OZG/OwvYB5ayPBkK7a73sQqSX4bQ8lTCVBypBkmHlnEhF7DWduRuNY2Em8aoheuvPMTb7KGK3GVmF12IKqsn7mxHm4Yr8fH7xrHZWGMTC/RVxKOvUz+CGyQgNOfYhmRi5O1jPjyXvqKb7LnvTf55ad7cPWPpmXk4cnRGXyUg/4tir+rAo6jG1BAkftu/t/frOHDDz/ko48/wS714SM5uQDt321H0N0gAi45c7MoSylALYns2PAxb77zvmK/LVoOlHTNMN2Xxo4X/42DjkmMSMY+VHadEydk2NrKCMtukU5ZFfWRfGl4k6GpBXqLQrBzsnlkNmuBQCD4ayHS9AM8CuWT8E1zV3stegndyjdUtAkB+tEpdVmH/t0RKcunGZucVEzYm+1xUBmTbWGUusIgjHbZUCy/USF4ZuZrvVn39QUC/BxQO3mKgOx2lpcWGOnM4+o5E7ySmpA/RBqsikfvwIdSe3+QM2e+wyHjYcY/lQCl1Cdw/oAm17wjCDKSBKitnYybpui65TBFP157Pudmbh2XL1rim9nC+GAJdmoHiEmO4PTJK1SNTdKU7o6BvrIPUGe2ExvWnuaipx8Nowu0F8cQW1hFVpAbhz78B85E9KkSAGNZFuzRvMMgE6TZ7lb0ASoPMeCQWTSD89PUxN8kf9VvWyFA6l5EJt/gzHZjMhvylQLUk8Xx44bcrRlioq+ae+mZ9E1NUXDtKDs3qXNI056U5lEG5AJ0xhUXS0uuRlcyvzBLY1E6aXd92XrATvFdGlO8sLBwoUnMIi8QCP4aWJDqwvJcitqUldJdm3XI7qliUH1lTqkqFth9hAD9OIw0ZhFbobyzUOu1nTMhDVRL5VDcriyHLLf9OKW1URh8A6PzjpL8/LEerIInYbwyCgO985w+tJX3Pv4YbZ88hhozcdGxxDuulDH5A6SFSarKcinpkMphog7znTtYHYf2qQQoo6EB74sHcEmqIk4uQJ199BRGo71nAxt2fMlp4yi6JqeoCHFm364tbN/9LZeulzE0OUTqpXN8LX34lq8+Y4emUoCm+8sx2rMbq+hyxSiE9oIwTh5cy44dO/h8/R4iGpT9hxRMt+N84Du+2rGX7979LQc8ChiXByQ9up2vNm/k3R1nUcWiU6AUoEDK8nzRuOhJY2eVUoDmR6jwsWDt5u18u2M7eldDSblpwrfHDKnvGSPFx5SdVjeoz3bnxPlgKnLD0D9wgB1bdnLoqC136+pJsNHkq52b2XtIHb+EVqbFLPICgeCvgcVZShM8OLJvvaIePe90kxZ5NdoUwdozXox/r1+lEKAfh6HqhAdt1yFdM0ok8Sm+6/6gHExvRFGUHcWh937Dm58r1x0zcqKwQ/QBel4m65OxkCkfgd0xeYd/++c3WS/lrzyPryQ1UxTnpiyHb99B83I5q6ziCQVoeY7hwVFmFhaZGu1nbGaB6aFRpheXWJF+cIPdrTQ2NtI/oRxauTQ7Tld7M03NLYypxlcuTg3S3NREc3MbPUMjzM/P0dWQicN5Y3J6lX195LevBrsaFcdqbB9g4XuBa6aGOqT3WmhtbaFvfFbaYZGxgU7l9r1jqq2UrCxM0Nc/ycLcJIOjEywszkvbjirjh82N09bSTGNLuyRns9Jxu2kbUHbHl8cN6ewfYm5mjIHBKZaWpO/X1S59RhOdkiDJU6r8Lo20dvY+x3B+gUAg+PFZnJ2gp11Zj/aOqyqo+Qk6hyZ+MHJ2cW6CEVUcJcGzsyK1XUOqtqtdakvkTdfqcuiTymFRahe7Va/lS4vUfkzNiz5Az8vywjTDo6PMLa4w3tf0IH/li/z8l+f7/XIYnnn0F/BkAvRTUHebDdt2YRbbpFohEAgEAoFA8OfhLydAAoFAIBAIBH8hhAAJBAKBQCD42SEE6CdjhYWZGWZmF/7ojNUCgUAgEAj+/DyZAC2O01SSS1J8PPHyJbuU3vG/fPSY2al+OlqeNF7XClPjfXS2jzyc0+cPMkdbcZriu+ZWNDGp6Dn9dCzP9HNHdhGnwFL+eNQygUAg+LGQ6rmhVgrSlXX1vUblJGXzw23kZCQTn5pJVbe8RpqntypbWZ/fK6ZzRMzm+jwszg5TkaVqH0taWFpeUQyWqSxQtiPZjfKQTDDZU0NWajypmTn0iIbhOZmjuSBFmed5VQxPLbA0P0V9oaoc4ksYksphbrSbknvKdU3fm37gyQRIPgz+wAHUTmqhr6/Fzt3HcIuo4C89iWVzwU0uXUrhiabhWVmkKsOby86Zf0JIZmlM9eDcyZPSdz3L2ZOG3M7qZOEpb+PMTw5SmBFDs5jsSiAQ/JlYnh0h9oY+R45pSPXXKXad0Ke8c5DUm5fR1DnP2XPqaFp7UVuezEl1NWkbXY4cP8KlgHT+Cq5p/2apTXZg9z55fmqyafdBkuvHqEnxR0/rLDpSOew+YUB5Uyc+dtoc0zojbafN1aAcBkSePzOTdbfZs/eAlJfn2XdYDc/4GoY7SzHb9T5q5/Sl9X40TY+RFenMaS3572E/hkYZinBW93lyATon4167vDWfpyLEmose4QxNzlEWZs7GjRvZaBrAwPgk9bmh2Ohpc3TvRg5dzZZ8oo+kiAAc9Y5IPzQvmkdb8LfXUuyj7l0oHW+WmrtunNi9ke37jxGkih0mn3F5x7YtbNQw4U7lAAzd46K9LYbyz9K/SmN/Oy67X+bX7x4msKCdrvQrynSctiSldojFvnRMrKzQk68zuklbXwN221/mtx+dIKK8m/EiH+X2WnbkNK+aGWCyGtszFwgskc+qOEdDQRJpOS3MTo5x1/WkYp/THilMz0xSmRnCJT1N1KS0mwTE4qSxkWPW/rQ0pOPolErf3ChVMUHEFLfRXReJhaEhp+WfaRPDyveG+AsEAsHzIh8S3Fhbooo0PkOk6XfYx+bgaCzjbmUPA41J2GkbklPbQHJ5m3wPenJ9uOBwneYhMafHszLQVEBBq3wqFql9dN/Fseu5BLka4ZfVzZJUDg35qdQWJqBrKSOvfYLJ7jI8LhmT1CzCbT8rs90VpNbIJ0tepDXWkmNX4mjK9ObcIWca7p/Ki7O0t9TRNCDP5xwurLGgQvmOgicXoLM2xBbX09/fQIStIdYeaXSXB3BU3ZnkwkL8L27ALLqWXG8Djpy4Qn5jCQ5qn3Aju5Frkn1dcLlDc2sn6aEyTGwDyZL2uaL5Mb4pZVy8ZMn18GRSEr1xOHeb7sEcdNQticzJJ87PBlNnT9qqgtjy7kWyOgpwOWZOYGEzRaGmnDIMp7s7G6MzDiQUpuFhcBFnn1xGGn3Z9rEVOR25OOwxJaKqlSx/E7QtY+hri0fjoDV3pTREuutgdD2SB3eAW+6yxeg6baoVy8uLLC4uMZDvxdEdjtLxsrDdqIZvSSepbroc1/Kk+J4nG99RJyovDUtDB+7GXWH3QV/6mCD9simyuArq79pz7IA7xR2p6L+vS96iECCBQPBTscj0yD0sv71E0eQk3ZWxnN+4li/WnyWqvJMpVb+BpYUB0j098PS5x9iyqJOej2XmJitx22JKeGUJ7uffZc+O/by/Zg0b7BOYbstDR9eEgJwq6gpC0Ty8j8hKEUbg+VhhYbadCGNHfFJrqY+8wGvvfcanUp6/esKV4Rllhxd5MPbd69/GPKQR1XSFCp5cgHZ+y4cff8aHb73Im99oca99hpE4Xf7rb99l3bp1ikU/qJDc2zIuXZWHxoDS6/vQCbzHNXk8rZxWlmaHCbfcxq/f+Eix/Qbp5PDNrCL2ih5bP3mNF3dYkJZbymBxCO9/8jFfrv1Ksd0hCz/ayv0kqfCnn3FS7QyRJdZQmyTDQP4IbKKLzOAr7Fr3BW+/8BZHbO7QUyOfCTqEQUaJv6iNa2YjJTEyzOWPwEqv8Zs333+Q7qOXoxm+P51zexK79TxpHn50hs7OWCM2uBUr/i5w+hLTOy2k3pIh8ytkpus2ew/cpG+ijitmMmJjZSoBGiHB0gCHaEmAUp0l+09kjAGCDu/hVruYAEsgEPwELE7RWh6L1R4DkroWWGzLQFPPkrv1g4y1Z2Cje4o78ijks93cuWGPnXkY7eJGxPOxssBgyz08tC/ik9LEWE8NJmofcTmhWTH5bqTpR4qYbO3prhzdtY4tGw6jbqDNnVqR8c/D7HANwQ42uFxNY1Ce0YuLzIyOKvyjK/Q4+vGPTpAcYfohnorYeEqe8hHYEIMNKVw+dYmYkm4Gcxz4+qgXHTOzNKT4k1zVS26ABbrmkfQvTBJj+CWWsWUPBWh+lLueBui4pDG2MEH+bU9yq1uISUmjpaUId70zbNu1hej422zerk9h/yyDjdkkZ+Qz0hj8hwWo0pfXv7WhY7aXEBMNTv0pAWoM4sstF6mdWKC7IpHE3Bpm7lvhTCOumie4ktosvZiiPj0c/5himuOt2XEuWlKaIcJPbsIhve2PCtCOdU40z7dw/Zg6F4OFAAkEgj8Dy7M0pd+WJMeB2Ipe5Dd15ppTOW9qR1rzKHMDDThZn8IvLY+oS3bYuEbSIm8tBM/FeFMGTtpW+CVVIJ98e364BS/HswSqunTcsVrLlfha7twrpGt0lu78MC7qWFDxaPsseBomavGWxP6KXwrdqvsVQ7UphJcoY4jKBUgrrImyokzyFY8nIdZyLc45D0/4p+8DtDRLcYA1246aUthYytUzW3l37Vre2qpBem0PuUGmbPtqMzu3f8GHRy1p7W5+KEAriwyVxqC9fzOfrfuczzTsaeoe5I6XLru2rGXd+g0cMHSnfqCX8mt6vPXlN3y8aSe2oXlMt/xQgJpzndjwziFuJQVw5IuvWb9jM19/9SmHLtyiveJ7ApTVRE2yHd99qE54Xglp9idY8/k6Pti8j6uJ1cw/GBq2QJ8kT0c/XMf69V+ybqc63on1jHWUYrX3Kz5d/wkHNK9T3zf0hwUotxDL717mwx3///bOA6qKZN33Z60X7rr3vvveuu+efGbOJPPomEcRE6IYUVBRVBTMGDCBCUUxjqKMKCiKWVGCCBIEFAMKAiIKqKAEBUUySN6b/HvVvTcC6sxxxjnzPMf+rVVKd1VXV1d1V/27uvb3TWPisPFsUWaAFBQUfgXUxRk4TGlP+691GGFoyMQZ8/GKesrFA8sxMjJg5PjJLHHx4fa5DfT95Ev6izSGIszb5U227D1S4ecQZPctn/2lqxgfNPXpEJxOaqQHS+aayNvWLp48zy8mSIx1phNGYDR2DPsCslA8gf18Ur3n8tVv2zFIW+eLpGU598Owmj5I3p6zyYWknEriQw8yy3SovM9mvzeSX9Qm3k0ANdRSXlYpRIJm0K6vrqCouERs11NdUUx2djbZReXU11YRfX4PW5xCyMjNJq9UNG9jPVUVlaibFIaU18sC+Zh8yZ+XQPLVUZAn8sjJpbi8GvksNRXk5OSQnV9EZbU4tl5FSYlKxDWKc5aLfXXifJUU5hVSoVZRXpBPdl4eBYWFlJZViTiRXpy/QfouW15GpTh/ncizUAgX6diG6jJNuQteoq59XYzUUpqXK8fnFZeK6xSvUY0Nsh80aV9xRbW8iLlaVUmlqlZcolqUrUq8bdVRWS6utVZcc4koe24+hYXFVFTXUlddSZk4TiqPNEWn/TSpoKCg8IvR2FBHWZHo16S+TYScvHzR/zRQpyolX+pjRZ9UIvoseVv00U3p8l9WUKesAfrZVJVoxoum8LKqjsa6akqK8uTtErEt0dQOufkFzV8dFH4WtZVF5OY013mBNN7XN9//0rZ0R9fXVFFcoNlX8trA+24C6F1pqOFxVADnLz1CsSqhoKCgoKCg8KHyywogBQUFBQUFBYV/ABQBpKCgoKCgoPDRoQggBQUFBQUFhY+OdxdApZlcDgnE19eXqzEPZMOB9XUFPE7Mlu0c/DRqyE68QVLeTzlSY03zWSu7UZLthQQuizL5xUg/W29JI6VZiYSKOKnMF/zDeaEsuVdQUPhIUL2I5+7zSurK87hzI1juB6Vw8fptsqXfahc9lrfDbt2jSOkbfxFqip5wNz1X9gWmKn5G9BVNnYdeSW7hsqmYh9cet9hWeB/qKoQOSU+XFzjLltDvXNLc61Gp1KorSW3aFsE/+DKP85v9j7ybAFJnc3X3DhZu2MQ2+9VYzVvC0UvpFGWeZ+VSXzTu9n4KRfgu649diMZB3LuRxS6TnpxsYce6rjKL8y42LFsyHwN969Y2FRrrSfSzZ8LoOWzYto3N881ZcuYhitkpBQWFf3qqMnBfPJQZJ1KpKUwn4NRetol+cMX0EQwZa8ft/GdcX7uIySvWsnS+DaevZqK4pXpPagq56mSJoZ0Pqtpanlw/yfLZU1izaRsuh5t8UOUTfsCaMT228EDeVngv6tUkB+5i+pIt3M1SUZxymY1Ll2O3bR1TzGYQfD+faP8D8r2/bbUpPTqY4tvC8NW7CSDJDtCCnVzJEFKnQU1OajKPM9M4Z6PHJ53GsDvoIdm3jzNl/GgMpi3mZNQLIXKj2bxvN7YGBhgs3ikbIqpXvSTAcRYGZvOZN7It64QAkt5S9qyaioFIN+vIHfHakoWf+zF2LDPFfN4JHj6LxcHaFIP5a1g6vkcrAdTwMoNDLls4EeLFIiN7HrT86ZkkgIKdsHcKp1xsViUeYtIiHzLSrmG30ISRhkYciNRIt5ei7FMnjGb8HGuCk4UuL45hs50o+xwzdpwOI8RtJUajDJggynA5RXHhq6Cg8CGj4r63M0uMe2ImBFBLQnaMYV9gNurSCBYbbSSxqpKY0844HglBcQX2PtSRFRuA/eT+DNnoh0pVQrirA1v3hlL0yspKFQk+npz22ox5T0UA/RJUFjxg3/ShjFjmIAugu6etWO+ZJlqjhrzkaNKLm03cJJ80ZfXhlFbO0N9NADXWkeBhg8HAb5lgvp9bT19QXKmi4M4BZli687wggX1bnPG9eh1P521s2eBPfnYA0/qtJ6o4Fc/1DhwPfkDmTRcWmB8iMfMma4d3Ys2FZ8QGHuX7/eeJunOC+d9uJKHkMXstLbF3v0VhXhZBTpvZ6nKJzBRfTHq1FkB16hLifHczfvxUTkVnUlacTUXTQywJoKDd2Nh5cP/pUx56rGXk8iMc2LwZh9PhpGcEsXr0cm6lxLFhsi2e9x9z238fG1ce4UlqIKbfWnAhvYSK5CAmrdxB2M2b+J86yvFDEbRwnaqgoKDw4dDYQOHDUHY4u3HRaQYzT6dpI6A65QQzF7mTK5lCST5LHxt32a5aZvhBtrseJUt6U1T4WagL0zi5dwOH923EYk8gqrJ8LrhaMWSgHv0lX2C7QqiokfxWqampj2R1r62KAHpf6iu5esCKjS4nsN+zVxZAvivbY2ppjYGo886zd5JXoTG2VJt1iUXzHElXt7b59xMXQdeT/fACNkMnserENZ4nHGWu9AmsIpcoXzcWmZliMKA/povceJIWwIwZh8mhkujDDjj5RHHTdQZrA3PknGKdDLAPyeF5bCBbly9kiok+vdtOJiRNCCDJmnLCC6qLn3LCaSXnEjTftrzW9GolgB6G2rNi2QYObVjKnKV7WTdrPMFZ2khJAJ23Ra/bYIxNTJhqtp6YtBR273PAIzaHWqHQT64bim9wCBPtj5BRJATdwxD2OK4nPj4Qc7nsgopUTtkvx3ikLvpzdnLldjJlylyxgoLCB0iDqgDvXYuZvWwn+5YbMHTlMZLzpKnxMvytDNl0Q+MmgDQf9K2OUyUkUHrYIXYeOk22Mrn9s3nkt5YxE9eyb9Ms9CxWcyNNjFkqFeWVlUjv5LcOWuAa2zRwRCkC6BdA9eAQ+vqL2LfXDlOLmbiGpXJiUQcsD8fLvsASD4xhTbC0zEZFlMsqlh0Jo76xtbHPdxNAL9PwOHSeOwXSE1JLeshurL8/S+ptrQBKD2GCxRZuvcgnws0G8x8QQIm+67DacIUiCjlnqYudTwpeu2xYfToO1XMvRnY2ayWA6ipy8HFch4tfkriETL4zbL0GKPLgPJaeTERd9ZAtw9vy9bhDIpWW1z6ByZQ/xW3rFg6GPKK8/D7fmU7jcuxNFsz6jsjsYp5GurPVdjfJSc0CqOpZLIcCI8l7cos9S2dgusSWe9nKXLGCgsKHR4O6jNggN3bu3InttL7ozP6OWxliOKi8zaox27hfp30DrrrNSoOl3Cwq4brrbhwOh/FSsU7/s3l264xc5xssx9Hb0AKf2xncjblKRPpLOT7S1Rzn6KYVqIoA+iWoSLmKk+MuNtvMZbjhWDafS+C68xTWBmkmWR66GWMdkA/V6bit3o3v3eeyZeiWvOMi6JdEHFrLkJH6QnENZoTZArxuZVCS7Ydxx1E4eHlgZz4R/SH6DDM1FMJnGw8evCmAirLus2PGUHT0xzGs+59YE5hJxJl1DO/WT7yNTMeoTV9O324WQI0NtTy/6cn8iUMZqG/C6GHdWwmg3IQgLI27M0h/AF0mreaEy1Z2X9VKoLcJoIZqId4OY2asz5Dh/fnOPYVSVRl3Dq5Fb4QehiZmnLqSjSqrWQDVlmbj6TCdkQZ6DBDltnYNJF+t9BQKCgofNi+8FzR/Aks9z9Dlx6mQ3PrIVJJxfA1f6wxgzBQrAuNLUDwzvD+FN52Z5RSISq3mQZgbFuPF2Kavz+pjYeS8mmFTBNAvSUXKFbY6aT6BlT2Jwt5qvFznE1ftIqVQjNV5saza7szN1Dd/dPXOn8AkvyblZWWUlpZSXqmS/cY0Sr6vyspR1dRSXVVJmYiXpvxUVWrq6+tQqWqE4mqkvqaamtp62X9Wjapc5FFORUUZavE2Ul+rpkLkWVpVhaq8QvY3VlNdQ53W75jk20ZVKR1TQWVVBSKbVzQ21KOuFMfKx9fIeala+PWqr6uhuqauleprrK+lSpxbKqvkYkzeV6eWr628ohL5cHFdmrJrkHyJlJWJc5RVyD7NXleRCgoKCh8aDbWq5v5QvExWqF+bua6vlvvOCtGfa7tbhfekUYw5Ku2Y0yCPNZrxqaqmZQWLcauiWvyr8EsgaYTqGjH+S77sGhuoljWGuK+b7ndJJwhNIce/xk9cA6SgoKCgoKCg8I+PIoAUFBT+qVGr1Vy6dEkJ7xgePXqkrbn3Izw8/K35K+HNEBMTo6219yM+Pv6t+Svh7UERQAoKCv/U1NfXk5mZqYR3DMXFP8VA7Q+TlZX11vyV8GbIydEs3H1fCgoK3pq/Et4eFAGkoKCgoKCg8NGhFUC15Dy8yXmP05w+3RxC4rM10W9B9TKbxPQfiK8u5F5YIHGZH4iDGXU2kQF+JBVqt2UaKM1JIT4mhfK3/PyhuiiZK8HXeFEurjXrLt4eHgReuUfRT3d89utQV8mTuGtEJDynPF9T9l/EsFlhEj4XgnjyoVl/rC7gTmg4qS8VkwQKHysqHlzx41pCa3+MqsKnhAdq+nAv3wDSxTNSmpGA/zkPPLz9eNjiYS57Hse1azHkKz6C3pFqnsddwv/GY1H7zdSpq8SY5y/q3JfrD1/I9maqCp9w/VU7BMp9aElGUnM7PFVM6r4bdRSmxRIQGkNxTeul40+jvV7plWsPc0W9i521ZTyKukxkUj4NjQ1UFaRzPcBHThOZqLWDpUUrgKp5duciR1y+Z5lRL77sZcTanU543nplVec1VNw5aYuh/Tnt9msU32a1fmeWe/+wgPpVyQtl2tdfsrvFZ9b62kq8tk5i6eYL5L9lDFXn3cPPw5+nJVXE7JnM58Pn4+4bSd6HagSxrozkm/4ER6WTE7OH4d+OJqC1FfyfR7QDf2rblRMtzA98EKjTcDYdxrTj8dodCgofF6WJpxjS8RNG2QW3sE5fz9NwV4YP6YfV+u24Hj1NUnoKbjazGDjVjjVmgzBe4ixEkRiMn95lzZge9B01n4jn2sMVfpTKjKssHdGGL4ydydXuk0j2c8BohCk2y5YwzGQlkbkqnlzbzzDRDktFOxw85k5y+lMOWpuIdljNhsXGzFu2/8N7sfwAqSl6jMviQfzfbvO4+7Kl7Cxl3+S/0n3ySpycnPC/k0WNEKJ3zjkzttMnTNx1k9qql1xzXYX+2EXYzTfkW8OlxLb42tj6E1hjPdHfmzFguiPJTbMH5YVcObqW0aN1GTRkPp5JWTy+7IxR5//kXz/pwoK9N0iOCWWBySgG6Q1j17mblP2AAHrkvospuqOYM8cSY+MRuNwq03gkXm/OcF1dhhutITCtWFxXPLvnTMJq01oWm+piYrmLJ5KZ0qoCbu1dzFiRVlfXnJP3JTWXT+hOa5asXcsM3TGscgwjOvgkE0fqM2ysCceuxlP1FgGkLrvJnB692XUpS/454hOffZiJfI1nbuRqajHFyZ6smGuFm+suRnb4P/zbZ71Z5hrIRbeNLLexYZbeaBbY+RMd7ouF0XD0ho/GOSBG9jNScN2DeYMHojvaFFvfuDdnje6fwmJAf3ENhizcE0BeRQ0Z4c5Ymplht3IKo4cNxMH9oTaxoLGO1Mt7WG1ujvXkyQwbrMdah0OsmjdB5DGFHaeSxQXlEuy8ko2Hb5B5q4UAenyeFSP0RbqRzN7iKQSdmvrKUsK2L8NIqkezlfhltnSiJgR0eTEhm60Yp2vC6oWG/P6rbzQCKCOMnVPG0F93KFOtDxKf38J0bEU6p+zmsUVuB13GLdxCdKZ4rWyoJe3MaibKbTaFrRc1Sqr88W32WpigN1CPKQ7erxzZlt86x7RpUtrxrDh6jYraetTZabivmMUIkccI673ckpco1PH4+Gw6DNzOL6HzFBT+oSi9j8OkvvzLv/3uNQFURZzXOqbP2kZSgXZq+0UUiw0NsXR/wL39M+g1fiP30uOwNxrIv//mN3RUBNC7oX6Bz8Yp/Plf/zufjGstgDwWtKe/iQup5Xex1e3JQu8k7nisFe2wneSmdqguIz3pHsnZ5aT4r2Rg/6kEJTc75lR4C/Vq7nna0vU//4XfdHxdACWwskcXHCKa6zD3thtD/vJ7/qe4r8dKAqg0mxMrJmG49hwvruzg004TufhCm1jw4wJIDLyxxxeiN3IxVx4Xk3RmLh27D8VLCI8A25G0mX9U9jTs9v1OnPyucXOPOR0HWxEpBrfXBVBdjBMdOvbgaEIaaYE29P78f7DC5wkhu6ZgYGzO+SuRHLA3ode49cSl3GBB76/otukqTx4EYq43CGufhzw4txQ93WG4BV4n6OhiPus6nbCc55yaO4I/9LXlubqa2ue3sbVzwCPiFu7LRjFwxm6SUt4UQOXxzuh1H41/WiN1dw7Q7WsTLqRl4LNjIeabzpEWvkuIiDH4P87n/PJBdFzmSU1dDn7rTPm022LiC8qoyX2A43c7cQuN4OImE7qPseXOk2hsdDuITsmXS2f3YWq+iJDUwle2g+qyQjDv9hkLjwQSHnSY4QP0WHH+EUnnV9C+iyGOkZkkn7Tgq94LudnkZr+xlvgzVnTsNQnX2GzuHZrMf3UcgGtEPnGH1tC+zQKiyzJFQ4/GVJw3PUIjgPxu3mTZkE5MdzhJxKWzTBKicO7hKDKi9jCogy5bTkXgaW+IwYpzrTz6P3CbwRf9zfBNTOeu8xD+8FUXjoUnsmOqDmOsHYi8HsSiqcMx2eyLbGVfojSR7SZ9+XzmMdILU9i+RAjQFcd5HOHMgPZd2HEuTNSHHW3aifsnJRvv9Sb0GbuSQFF3trP02OCVSFmGD+M69cL+chb5cWcw6vUpi88+IvrYYnT7T+NYQCx7F/dnllMEQjrTeM+Z9u26cCRBUwQFhY+BhppCQvYuwmLb96wc/HlrAVRTTLDDdNr98Qu+6dIWk2WOPCouIXz/Jvr07k2vXj2wdY+nIi+GQ/tC8XM0UgTQO9DYUE3iRUcsl1lhZ9KT9hNaC6Bo52kMHL0M7ysezOz6OVP33yJohxlt//Sl3A6Tlu/hsdYvVVXBC+xG/TvdJ9gQ2zIThTcoTg9mqdkYli+aSked1wTQM28G/PZPtOnchX7DjDkRlULefR+O7znGzLGdNQKotpbki6cZ278PXdt/wuSdYRS3eN//UQEkGT/0WDIUo2VeSFJGXS6ERJs+uESkEWw3mrYLT1FXWUj4WReWb7BhoUEXPu01Ev+YNwVQ9gVrOnSy4a60keKHQY9PWCLeSPZafMOnnQdiYmaBhYUFq3YcJOmRRgBNO5oi3l6isRpryDLvB/iv7svvPu/BuKmatItX2RP1QiOAOsw8Lp+n5mUm/q4OWG20ZlrvT+k8bikx994UQCUX19Ku3xIkh/C5Qevo1M6KO9o4iaLY72UBJM1I+dvo0cn6vNibxwUhgDqbOFJcVUdtWS6XTzixdONK5gxsS5tBU7j8NIeQ71YwdmBf2rUdhtGC77mW+vKVACq4tptvPvuUgRPN5WuQgsuVDFkA9RODfFCSEFbX7fmix3zCm9YsaQXQWOMV8vRdafAaPus5geBMUfaL62j/1Uj80t4UQCdOH2XI15/Te8yUV+dyDLhPUd4ttk8eiW7nvrTtZYyt82VetLivLm8YxRCzo2RIG9pPYPs8L2LWvy2d9Iww1+a13f06RU3HaQXQzAOSGinh2j5LRk1zIHTXRP7jt+0Zaao5Zva8BYQ+qeBBsCuLxw6i82e66Ey05uTlx+K2WEvH9ku07ZCGi2EfJjhG8vyeN2vGD6XnVzp8M2wW+87dpVCaVcv2xbB9Z9yUr2AKHw0NFCT6MXXEYOZsWI9x59/xzaSt3HxSpDGsV11GlNd+9vncpiQ/nMldO7Bo50EsBhuwLvgR6eeWME5vBpfTNNPScXvHKwLoHaguSWeLaW+Gz1nB/OHt+OO3szl3N+vV2quasjS8HdZgYTMXo8//jOWJB9zy3I/z+VjRDtcx+aYjqy9kos59iKOFPv/76yFsvyi5eFL4YVQErB5Ep1GWLJ+pz5/bDMbBP6G5zp5eZrWtK4n5WZxdNY4ecw9RKVk3zr7NcqMusgCqKsxgj/lQpm0PID/5OEZfdcX1drMC+vEZoIZaru8xQ3/iRuLEq/4LMTDrdp2EX2ruKwFUknYDy0G9mON6lXC3qT8ogCrDt9G2/TB8nxeQf+M7+rX9XyI+Be/1RgwZv4Gk7Eoei0Fx74koigrfLoBi3CzQ6TeTqw9f8jLuDJt2hpKDRgANWxUgnyc3+hijuwxgfUgCnut0f1AAlUU5oNNrEiFCRFRF7KZjWz28nlXwMOQU+89EkCn2/ZAAMrA8Rqm6nqL7AZj16YvVmWhCHEdrBND9dNm/2c4TF/HYvYU+bfqx1Ou+ZnGWQPXIC8MOnbDzTkOdc59ju49w43nxTxRAtrTTsdKItx8RQN6hwVj07c5Cl2h5ps7LxY2QpBxepoeyw24dJ84G4rRoCp+0MSG4xZtIwklLBgxbRnhWARnupvyxTRfcQmNYM04X49U+1JTnE3rMlXNCCL+6GbUCqMf0oxSosjlka8jQBa7c899ItzYGnLmVS3lSMFvtPcmsLSH2wl627DmMv/tZzAboMszyIIlRhxncTp+DiaVUZYQyt58OK88ni+s5ybbtjvh4+bPSeBhdh9sSK7nYSTrCtx2H4f1EUwQFhX9+Gih9cZ8Lx11wcdnKmI6/5WvjDVy5G83Z3Zu4EJfD1ZOOuAXcpbTgJlO7d2Dmht1M6t0PuxAhgHyXCwE0nUuKAPpJ1Kpyueou1flO5up9xR96Tsc9PJaws/s4cekxBVEhHHA6xqOka5j31mX3jSyuiHY4HHhPbgfTbh1Z5RFN0LYZ/OU/erLx8u1Ws+4Kb6OS+ICjos4dsZ46kD9+qctmjwgSbrrjduoSj2/5sHHzUZIKXuC5xojucw6+IYDKclOxN+qB2fZAClJOYfxlVw7ENMvOv7EGqJGXT+9gv3wiOoN607PjYFZ5xlJeV0e69wo+79RdPFyH2DbPgE7tujDB3IheX+tx/JJQZq+vAarM5aT1AL7oMogpRpP44pPfYx1QQO6DIGzG9qNv1170+3Y8R2/nU/0DAqg0K47vLPTQEeft3rYfO8OyqHpNAFVnR7JqZF86devJeJPh9Bkyi7AI3zcEUFW+L5M69OdwTKkoWx6+6yzQ69yTAfqjcQm5K07r+DcFUG1BAjumDqZjx65MMDOkd+9xnIvL5rbnSgZ16EHvrv0ZMnYbkSklze4zasuIdl9Kv79+Te9vdJhsc4TkEvXfRQAFJFdw19cOg7Zd6N2tL8aW3xOXqxKqOJnvFxqg07kXPdrpMXvjZUpaLASvzErAYcJQ+nYZheW0vvxOWgMUryI5bA8m3brRp2dfRk1ax5UnZc3m3LUCaMyoqUzo1Y+BBsvwChdvPOVCDC0fjk7brvTs0A+rw9FUNNTwNOoUc4aJdhd56fSezUH/VNTqEi7uX4vO8B706qyDgdU+UouryH8UyppJg9Hp/q24v4ywPxKPNJtcGLSK9p2XE6v8EEzhoySbrcO/1HwCK4xgcd+22AblEuO/C/2BOvTo1paJlkd4lptJmNNS+oqXtb5du2DreJky7Y85FAH0UynCb/kAzSewilQOzNNn6vYrZCWFMGVIdzp2GMiolRfIKi0n6oIDQwZo2sFkwTFS4oKZp/85/+03/0mnPn0YNWc9N54oa4D+NpI/0cV06jePuwV5hO+fhbH5duJT7rB00hA6dOuKjp4Z58PTkb1dtBBANdUVJPjtZKzUDp3+iunikxS0+MVjawEkkPxr1dc3NA/Yggaxr06Inrq6es0JJBob5H31DQ2v4iWDY1JoaGykQf5fm1Yi2ZMBPTuz5nQcV4/tY2DPKZx9JC2i1aRtyl9ziGafxndHU16amJZlaS5KU1p561V+TeWRfJBJvslalqehpgLvrdNZ9P0VShqkPBqol/LVppeuT3Ns6/w1fzf5dRHneu3a5WJKx8pllPa3rkuZlvFN+bY4nxQv+UJreZwmXrvvjb81x0llkfJ7Pa/mczX7o5GuQ9ont2nLitHSKI5vui6pTuQkIkOpHt96XU2fwPbfk88nx2sTtDpX00EiskGbl3ytTWnlsmvP0Zy41T0i767L5vS8wQz+7nrrcigofERIz5D8nNRVcMVhNQEZKvEMtXhOtc+Q/FzJz4/UDzY/MXJ/9vqzrPCjNNUZDWrivVxxD0+kRtSz3Fe2qvPX2qHFthxE+hZNofAjyOOzPE7UkxUTivsZH3LULfRAizFEpJbHi1fjx1vHFA1vCKC/J7dPOzJ79mwRVrH39D2qWzgu/fWpJyf5Gr6nrpP/of60/R8JVRYXXbdz/Pqv9CpZkY7Hd/u5kdX6F2wKCh8lFalcCoqj9v9rn/qRUZ3H3YhocnNb/BpW4e+LEJ3P7kdw/36Bdsf78asKIAUFBYVfG8kXWFBQkBLeMTx82MIEx3sQFhb21vyV8GaIjIzU1tr7cefOnbfmr4S3B0UAKSgo/FMjfZrIzs5WwjuG0lKtUa73JC8v7635K+HNU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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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<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">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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto">
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:95.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Fecha de Pago</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:95.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Porcentaje Máximo</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:95.25pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">1</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">2</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">3</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">4 y hasta la Fecha</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">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:5.03pt; padding-right:5.03pt; vertical-align:top; width:95.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">4%</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">8%</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">12%</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">16%</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt"> </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"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Razones Financieras</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 razones financieras presentadas a continuación no son métricas definidas por las NIIF.</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">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>
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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 806</span><span style="font-family:Arial; font-size:8pt">32</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 porque 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 los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </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:10pt">10,554</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">11,445</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> $1</span><span style="font-family:Arial; font-size:8pt">5</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt">366</span><span style="font-family:Arial; font-size:8pt">, respectivamente, y se reconocen en resultados en el rubro de “Gastos generales”. asimismo, se incurrió en gastos de cobranza por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:10pt">1,861</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">1,105</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$2</span><span style="font-family:Arial; font-size:8pt">,512</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> respectivamente.</span><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Nacional Financiera, S.N.C., Dirección Fiduciaria actúa como Fiduciario en varios Fideicomisos distintos a los emisores, constituidos por el INFONAVIT y/o BANAMEX.</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado y hasta la fecha de presentación del presente Reporte Anual se llevaron a cabo las siguientes Asambleas de Tenedores:</span>
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<li style="margin:0pt 0pt 0pt 39.76pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:10.24pt; font-family:serif; font-size:6pt">
<span style="font-family:Arial; font-size:8pt">El día </span><span style="font-family:Arial; font-size:8pt">31 de diciembre</span><span style="font-family:Arial; font-size:8pt"> de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> contando con un quórum del </span><span style="font-family:Arial; font-size:8pt">8.40</span><span style="font-family:Arial; font-size:8pt">% de los Tenedores de los Certificados Bursátiles, se tuvo por no instalada la Asamblea por falta de quórum</span><span style="font-family:Arial; font-size:8pt">, para el caso de la serie 11U. </span>
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<li style="margin:0pt 0pt 0pt 40.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El día </span><span style="font-family:Arial; font-size:8pt">31 de diciembre</span><span style="font-family:Arial; font-size:8pt"> 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">contando con un quórum del </span><span style="font-family:Arial; font-size:8pt">100</span><span style="font-family:Arial; font-size:8pt">% de los Tenedores de los Certificados Bursátiles</span><span style="font-family:Arial; font-size:8pt"> en la serie 11-2U</span><span style="font-family:Arial; font-size:8pt">, se </span><span style="font-family:Arial; font-size:8pt">acordó </span><span style="font-family:Arial; font-size:8pt">en </span><span style="font-family:Arial; font-size:8pt">la Asamblea </span><span style="font-family:Arial; font-size:8pt">lo siguiente: </span>
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<p style="margin:0pt 0pt 0pt 42pt; text-align:justify; line-height:115%; padding-left:8pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">PRIMERO. Se tiene por presentado el informe del Administrador sobre el estado que guarda el Patrimonio del Fideicomiso</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">80632.</span>
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<span style="font-family:Arial; font-size:8pt">SEGUNDO. Se tiene por presentando el informe del Administrador a la Asamblea de Tenedores sobre la resolución</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">adoptada por el H. Consejo de Administración del Instituto del Fondo Nacional de la Vivienda para los Trabajadores en la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Sesión Extraordinaria número 906, celebrada el 8 de noviembre de 2024 y con base en la cual, entre otras cosas, se acordó</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que el saldo insoluto de los créditos hipotecarios que forman parte del Patrimonio del Fideicomiso se indexarán a una tasa</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del 0% a partir del año 2025.</span>
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<p style="margin:0pt 0pt 0pt 42pt; text-align:justify; line-height:115%; padding-left:8pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">TERCERO. Se toma nota de conocimiento del informe presentado por el Administrador a la Asamblea de Tenedores sobre</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">escenarios ejemplificativos respecto del comportamiento del saldo insoluto de los Certificados Bursátiles Fiduciarios,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">considerando que dicho saldo se encuentra denominado en Unidades de Inversión (UDIS)y el saldo de los créditos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">hipotecarios denominados en VSM se indexarán a una tasa del 0%.</span>
</p>
<p style="margin:0pt 0pt 0pt 42pt; text-align:justify; line-height:115%; padding-left:8pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">CUARTO. Se toma nota del conocimiento del análisis presentado por el Administrador a la Asamblea de Tenedores sobre la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">fecha estimada en la que el Instituto podría ejercer la opción de readquisición del Patrimonio del Fideicomiso y amortización</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">anticipada total de los Certificados Bursátiles Fiduciarios conforme a las condiciones actuales de la emisión y en términos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt 0pt 0pt 42pt; text-align:justify; line-height:115%; padding-left:8pt; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">QUINTO. Se designan como delegados especiales de la Asamblea a Gabriela Yañez Sanabria o cualquier apoderado del</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Representante Común, para que, de manera conjunta o separada, realicen todos los actos y/o trámites que sean necesarios</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">o convenientes que, en su caso, se requieran para dar cabal cumplimiento a los acuerdos adoptados en la presente</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Asamblea, incluyendo, sin limitar, acudir ante el fedatario público de su elección, de ser necesario o conveniente, para</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">protocolizar la presente acta en su totalidad o en lo conducente, de requerirse, presentar los avisos y notificaciones que</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">resulten aplicables, así como, realizar los trámites que, en su caso, se requieran ante la CNBV, la BMV, Indeval y cualquier</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">autoridad o tercero.</span><br />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">.</span>
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////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
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////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
////////////////////////////////////////////////////////////////////////////////
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MzEKJSVFT0YK
Certificados Bursátiles Fiduciarios
Certificados Bursátiles Fiduciarios
CDVITOT 11-U
33480034
4381081
7.64
Bolsa Mexicana de Valores
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,218 (diez mil doscientos dieciocho) días contados a partir de la Fecha de Emisión, equivalentes a 335.6 meses, es decir 29.97 años.
2039-07-20
Primera
A
El monto total y el valor nominal están expresados en UDIs.
Certificados Bursátiles Fiduciarios
B
Certificados Bursátiles Fiduciarios
CDVITOT 11-2U
2605076
227235
11.46
Bolsa Mexicana de Valores
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,218 (diez mil doscientos dieciocho) días contados a partir de la Fecha de Emisión, equivalentes a 335.6 meses, es decir 29.97 años.
2039-07-20
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
HSBC México, S.A., I.B.M., Grupo Financiero HSBC División Fiduciaria
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
Gabriela Yáñez Sanabria
Delegado Fiduciario