CDVITOT
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CDVITOT
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ISO4217:MXN
xbrli:pure
Anexo N Bis 1
NO
Fideicomisos
NO
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80716
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<span style="font-family:Arial; font-size:8pt">La emisión de los Certificados Bursátiles Fiduciarios a que se refieren los Certificados Globales respectivos, se efectúa por cuenta del Fideicomiso Irrevocable número 80716 de fecha 16 de julio de 2014, celebrado por el </span><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><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 </span><span style="font-family:Arial; font-size:8pt">Banco Nacional de México, S.A. integrante del Grupo Financiero Banamex</span><span style="font-family:Arial; font-size:6pt"> “</span><span style="font-family:Arial; font-size:8pt">Banamex</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 Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, 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>
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CDVITOT
Los Tenedores de los Certificados Fiduciarios Preferentes
Los tenedores del Instrumento Subordinado.
Los tenedores de las Constancias Subordinadas.
No Aplica.
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<span style="font-family:Arial; font-size:8pt">Instituto del Fondo Nacional de la Vivienda para los Trabajadores</span>
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<span style="font-family:Arial; font-size:8pt">El Patrimonio del Fideicomiso se integra, entre otros, por los derechos sobre 10,488 (diez mil cuatrocientos ochenta y ocho) Créditos Hipotecarios, junto con el derecho a efectuar reclamaciones bajo los Seguros, la Garantía </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt">, el Fondo de Protección de Pagos, según corresponda, 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 </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt"> 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 los Fideicomitentes pudieran afectar al Fideicomiso.</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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" width="340" height="274" 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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios se pagarán exclusivamente con los recursos que integren el Patrimonio del Fideicomiso.</span>
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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 que forman parte del Patrimonio del Fideicomiso, en los términos descritos en los Certificados Globales 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 Preferentes devengarán intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 2.49% (dos puntos cuarenta y nueve 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 Preferentes, el </span><span style="font-family:Arial; font-size:8pt">Representante Común utilizará la fórmula establecida en el Suplemento y en el Certificado Global Preferente correspondiente a los Certificados Bursátiles Fiduciarios Preferentes.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Subordinados devengarán intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 3.30% (tres puntos treinta por ciento) la cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Subordinados, el Representante Común utilizará la fórmula establecida en el Certificado Global Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sea amortizada, la Constancia Preferente INFONAVIT devengará intereses sobre su Saldo Insoluto del Principal a una Tasa de Interés Bruta Anual de 3.30% (tres punto treinta por ciento) la cual se mantendrá fija durante la vigencia de la emisión, para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de la Constancia Preferente INFONAVIT, el Representante Común utilizará la fórmula establecida en dicha Constancia Preferente INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt">La presente Emisión no contempla el pago de intereses moratorios.</span>
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<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, 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 fue el 20 de enero de 2015 y, en caso de que no hayan sido totalmente 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, reduciéndose en ese caso el número de días de que conste el periodo siguiente.</span>
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<span style="font-family:Arial; font-size:8pt">El principal de los Certificados Bursátiles Fiduciarios vencerá anticipadamente en caso de </span><span style="font-family:Arial; font-size:8pt">que</span><span style="font-family:Arial; font-size:8pt"> en cualquier Fecha de Pago, el Emisor no pague íntegramente el Monto de Pago de Interés correspondiente a dicha Fecha de Pago.</span>
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<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal bajo los Certificados Bursátiles Fiduciarios será pagado en la Fecha de Vencimiento.</span>
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<span style="font-family:Arial; font-size:8pt">En cada Fecha de Pago, el Fiduciario como emisor podrá efectuar Amortizaciones Anticipadas de Principal de los Certificados Bursátiles Fiduciarios, por una cantidad igual al monto que se determine para tal propósito de conformidad con la cláusula </span><span style="font-family:Arial; font-size:8pt">Décimo Segunda</span><span style="font-family:Arial; font-size:8pt"> 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">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, 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 fue el 20 de enero de 2015 y, en caso de que no hayan sido totalmente 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, reduciéndose en ese caso el número de días de que conste el periodo siguiente.</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 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"> </span>
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<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a la sección denominada “Desempeño de los Valores emitidos”.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:8pt">De conformidad con los términos del Contrato de Fideicomiso, el Fiduciario deberá pagar los Gastos Semestrales y se cobrará la Comisión por Administración antes de pagar cualquier cantidad a los Tenedores bajo los Certificados Bursátiles Fiduciarios, por lo que los pagos de principal e interés a los Tenedores se encuentran subordinados a los pagos que se deban realizar para cubrir dichos Gastos Semestrales y la Comisión por Administración. Los Gastos Semestrales incluyen, entre otros, los pagos de honorarios al Fiduciario, al Representante Común, el pago de los gastos de registro ante la CNBV y listado ante la BMV. Asimismo, el monto de la Cobranza de los Créditos Hipotecarios será transferido a la Cuenta del Fideicomiso después de descontar la Comisión por Administración y los Gastos de Cobranza, si los hubiere.</span>
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<span style="font-family:Arial; font-size:8pt">El principal y los intereses devengados respecto de los Certificados Bursátiles 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">Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, en su carácter de representante común de los Tenedores de conformidad con los Certificados Globales que amparen los Certificados Bursátiles Fiduciarios.</span>
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S.D. Indeval, Institución para el Depósito de Valores, S.A. de C.V.
Para las personas físicas, los rendimientos de los Certificados Bursátiles estarán a lo dispuesto en los artículos 54, 134, 135 y demás aplicables, de la Ley del Impuesto sobre la Renta vigente a partir del ejercicio de 2014. Tratándose de personas morales, se estará a lo dispuesto en el Título II de la Ley del Impuesto sobre la Renta. Los intermediarios financieros estarán obligados a retener y enterar el impuesto, cuando proceda, aplicando la tasa que al efecto establezca el Congreso de la Unión en la Ley de Ingresos de la Federación para el ejercicio de que se trate, sobre el monto del capital que dé lugar al pago de los intereses, de acuerdo con lo establecido en el artículo 54 de la Ley del Impuesto sobre la Renta y deberán expedir un comprobante fiscal en el que conste el monto de los intereses pagados, así como del impuesto retenido. En el caso de los intereses generados a favor de residentes en el extranjero, el impuesto será retenido conforme al artículo 166, fracción II de esa misma Ley y otras disposiciones aplicables. En caso de que la SHCP, publique reformas o adiciones a la Ley del Impuesto sobre la Renta y que las mismas afecten el régimen fiscal del Tenedor de los Certificados Bursátiles, el Tenedor deberá ajustarse a dichas reformas.
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Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
Del 01/01/2024 al 31/12/2024
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<span style="font-family:Arial; font-size:8pt">Los términos con mayúscula inicial que se señalen en este documento y que no se encuentren definidos tendrán el mismo significado que se les atribuye en el Contrato de Fideicomiso.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Así</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">mismo los términos con mayúscula inicial que se señalen tendrán el significado que se les atribuye en su forma singular y/o plural y que se presentan en la siguiente lista:</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“ACFIN”</span>
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<span style="font-family:Arial; font-size:8pt">Significa, Administradora de Activos Financieros, S.A.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">significa, el INFONAVIT como administrador de los Créditos Hipotecarios y del derecho a efectuar reclamaciones bajo los Seguros.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Acreedores en primer lugar”</span>
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<span style="font-family:Arial; font-size:8pt">Significa, los Tenedores de los Certificados Bursátiles Fiduciarios Preferentes.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Administrador Maestro”</span>
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<span style="font-family:Arial; font-size:8pt">Significa, Administradora de Activos Financieros, S.A. o cualquier Administrador Maestro Sustituto conforme a lo previsto en el Contrato de Administración Maestra.</span>
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</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Administrador Maestro Sustituto”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<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>
</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:96.15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Agencias</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Calificadoras”</span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Significa, en forma conjunta, las sociedades denominadas</span><span style="font-family:Arial; font-size:8pt"> HR Ratings</span><span style="font-family:Arial; font-size:8pt"> de México, S.A. de C.V.</span><span style="font-family:Arial; font-size:8pt"> y Moody’s de México, S.A. de C.V., quienes determinarán la calificación de la emisión de los Certificados Bursátiles Fiduciarios Preferentes y del Instrumento Subordinado.</span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Agentes Estructuradores”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 e INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Amortización Anticipada de Principal”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en cada Fecha de Pago, el Fiduciario podrá efectuar amortizaciones anticipadas de principal de los Certificados Bursátiles Fiduciarios, por una cantidad igual al Monto de Amortización Anticipada.</span>
</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Aportaciones</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Patronales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de las aportaciones del 5% (cinco por ciento) sobre el salario diario integrado de los trabajadores a su servicio que realiza el patrón al INFONAVIT en términos del artículo 29 de la Ley del INFONAVIT.</span>
</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Aseguradora”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, las compañías de seguros o aseguradoras que, en su caso, emitan las pólizas de los Seguros respecto de cada uno de los Inmuebles, sus sucesores y cesionarios.</span>
</p>
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Banamex”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, Banco Nacional de Mexico, S.A. 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Banco de México”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<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>
</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“BMV” o “Bolsa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la Bolsa Mexicana de Valores, S.A.B. de C. V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Calificación de los Certificados</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la calificación otorgada a los Certificados Bursátiles Fiduciarios por las Agencias Calificadoras.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Calificación de la Constancia Preferente”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la calificación otorgada a la Constancia Preferente INFONAVIT por las Agencias Calificadoras.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cantidades Excluidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, cualquier cantidad que venza o se devengue (independientemente de cuando sea cobrada) con respecto a los Créditos Hipotecarios en el periodo que termina en (y no incluye) la Fecha de Corte con respecto a (i) cualquier pago de principal o de intereses ordinarios devengados hasta (y sin incluir a) la Fecha de Corte, (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) 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), (</span><span style="font-family:Arial; font-size:8pt">iii</span><span style="font-family:Arial; font-size:8pt">) cualquier indemnización bajo los Seguros relacionada con hechos sucedidos antes de (y sin incluir a) la Fecha de Corte, (</span><span style="font-family:Arial; font-size:8pt">iv</span><span style="font-family:Arial; font-size:8pt">) cualquier beneficio otorgado por el Fondo de Protección de Pagos relacionado 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>
</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cantidades Incluidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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, (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) 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), (</span><span style="font-family:Arial; font-size:8pt">iii</span><span style="font-family:Arial; font-size:8pt">) 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, (</span><span style="font-family:Arial; font-size:8pt">iv</span><span style="font-family:Arial; font-size:8pt">) cualquier indemnización bajo la Garantía </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt"> relacionada con hechos sucedidos a partir de (e incluyendo a) la Fecha de Corte,(v) cualquier </span><span style="font-family:Arial; font-size:8pt">beneficio otorgado por el Fondo de Protección de Pagos relacionado con hechos sucedidos a partir de (e incluyendo a) la Fecha de Corte, (vi) 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Causa </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">de</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Incumplimiento</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, cuando en cualquier momento durante la vigencia de los Certificados Bursátiles Fiduciarios, en una Fecha de Pago no se pague íntegramente el Monto de Pago de Interés Preferente o el Monto de Pago de Interés del</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Instrumento Subordinado, correspondiente a dicha Fecha de Pago o que, en la Fecha de Vencimiento, no se pague íntegramente el Saldo Insoluto de Principal más los intereses devengados hasta esa fecha de los Certificados Bursátiles Fiduciarios Preferentes y el Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cedente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles Fiduciarios”</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, en forma conjunta, los Certificados Bursátiles Fiduciarios Preferentes y los Certificados Bursátiles Fiduciarios Subordinados emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso de conformidad con los artículos 61, 62, 63 y 64 de la LMV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles Fiduciarios Preferentes”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal de 100 (cien) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> cada uno, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV, el formato de dicho Certificado Global Preferente se encuentra adjunto al Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles Fiduciarios Subordinados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal de 100 (cien) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> cada uno, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV, los cuales se encuentran subordinados en cuanto al derecho y prioridad para recibir el pago de principal e intereses a los Certificados Bursátiles Fiduciarios Preferentes, en términos de la Cláusula Décimo Segunda del Contrato de Fideicomiso. En caso de que la Constancia Preferente INFONAVIT se transforme en certificados bursátiles fiduciarios subordinados, el término Certificados Bursátiles Fiduciarios Subordinados también incluirá a los certificados bursátiles fiduciarios que sean emitidos con motivo de dicha transformación.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificado Global Preferente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el certificado global que documenta todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificado Global Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Certificados Globales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, de manera conjunta, el Certificado Global Preferente y el Certificado Global Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“CNBV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, con respecto a los Créditos Hipotecarios, el monto total de las Cantidades Incluidas que sean efectivamente cobradas por el Administrador menos la Comisión por Administración y los Gastos de Cobranza que puedan ser deducidos de conformidad con el Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Comisión por</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administración”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa una comisión bimestral pagadera al Administrador por sus servicios bajo el Contrato de Administración, equivalente al 1.208% (uno punto doscientos ocho por ciento) de la suma del saldo insoluto de principal de todos los Créditos Hipotecarios, según</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">este 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Constancia Preferente INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la constancia de derechos de cobro por la cantidad total al momento de su emisión de 25,727,500 (veinticinco millones setecientos veintisiete mil quinientas) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt">, la cual se encuentra subordinada en cuanto al derecho y prioridad para recibir pago de principal e intereses a los Certificados Bursátiles Fiduciarios Preferentes, en términos de la Cláusula Décimo Segunda del Contrato de Fideicomiso, suscrita por el Fiduciario a favor del INFONAVIT en términos de la Cláusula Quinta (a) del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Constancias podrán ser cedidas y/o subdivididas mediante notificación por escrito que el tenedor haga al Fiduciario, por lo que las Constancias podrán ser cedidas en forma total o parcial, según se indique en la notificación correspondiente al Fiduciario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Constancias Subordinadas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 59,727,945.10 (cincuenta y nueve millones setecientos veintisiete mil novecientas cuarenta y cinco 10/100) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt">, suscritas por el Fiduciario, de las cuales 30,873,106.01 (treinta millones ochocientos setenta y tres mil ciento seis 01/100) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> correspondían a la Constancia Subordinada suscrita a favor del INFONAVIT y 28,854,839.09 (veintiocho millones ochocientos cincuenta y cuatro mil ochocientos treinta y nueve 09/100) </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> correspondían a la Constancia Subordinada de Banamex; las cuales se encuentran subordinadas a los Certificados Bursátiles Fiduciarios Preferentes y al Instrumento Subordinado, 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 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administración”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 por el Fiduciario y el INFONAVIT a fin de que éste asuma la administración y cobranza de los Créditos Hipotecarios y sus accesorios incluyendo, las Hipotecas, el derecho de efectuar reclamaciones bajo los Seguros, el derecho a hacer efectiva la Garantía </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt">, así como la solicitud y aplicación de los beneficios del Fondo de Protección de Pagos, según corresponda, y el mantenimiento y enajenación de los Inmuebles Adjudicados, 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><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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Administración</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Maestra”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Cesión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 y sus accesorios incluyendo, las Hipotecas, el derecho a efectuar reclamaciones bajo los Seguros, el derecho a hacer efectiva la Garantía </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt">, así como la solicitud y aplicación de los beneficios del Fondo de Protección de Pagos, según corresponda.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Cesiones</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el contrato de fideicomiso irrevocable número 80716 celebrado por el INFONAVIT y Banamex en su carácter de fideicomitentes, con Nacional Financiera, S.N.C. Institución de Banca de Desarrollo, Dirección Fiduciaria, en su carácter de Fiduciario y Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, en su carácter de representante común, de fecha 16 de julio de 2014 constituido con la finalidad de afectar los derechos de los Créditos Hipotecarios, las Hipotecas, el derecho a efectuar reclamaciones bajo los Seguros, el derecho a hacer exigible la Garantía </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt">, así como el derecho a recibir los beneficios del Fondo de Protección de Pagos, según corresponda, 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Contrato de Seguro de Protección de Pagos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el contrato de seguro de fecha 19 de diciembre de 2006, por medio del cual </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt"> 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 “I” 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Crédito no Elegible”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Créditos Hipotecarios”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 el Fondo de Protección de Pagos, 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Créditos Hipotecarios</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Vencidos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Cuenta del Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Deudor Hipotecario”</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cada una de las personas físicas acreditadas bajo los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Descuentos en Nómina”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el monto de los descuentos sobre el salario diario integrado que realiza el patrón sobre los salarios de los trabajadores a su servicio conforme</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">a lo previsto en los artículos 97 y 110 de la Ley Federal del Trabajo, para el pago del crédito hipotecario otorgado por el INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Día Hábil”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, todos los días, excepto sábados y domingos, en los que están obligadas a abrir las oficinas y sucursales de las instituciones de crédito, de conformidad con el calendario que anualmente publica la CNBV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Documentos</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, cualquier documento, título, o instrumento distinto de los que deben integrar un Expediente de Crédito, que corresponda a un Crédito Hipotecario y que se encuentre en posesión del Fideicomitente, incluyendo, por ejemplo (i) la solicitud de Crédito Hipotecario; (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) todos los avalúos disponibles con respecto al Inmueble sobre el cual se constituyó la Hipoteca; (</span><span style="font-family:Arial; font-size:8pt">iii</span><span style="font-family:Arial; font-size:8pt">) la carta de comprobación de ingresos del Deudor Hipotecario; (</span><span style="font-family:Arial; font-size:8pt">iv</span><span style="font-family:Arial; font-size:8pt">) la carta de constancia de empleo otorgada por el patrón del Deudor Hipotecario; y (v) el aviso a la tesorería local en relación con el impuesto predial y derechos por servicio de agua relativos a cada Inmueble.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la presente emisión de 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 actuando en su calidad de fiduciario bajo el Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Empresas Empleadoras”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significan aquellas empresas que tienen contratado a un Deudor Hipotecario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“EMISNET”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 style="height:56.95pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Evento de Cartera Vencida Acumulada”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, que en cualquier Fecha de Pago que ocurra durante la vigencia de la Emisión, el porcentaje que resulte de dividir el (i) el saldo insoluto de los Créditos Hipotecarios Vencidos desde la Fecha de Corte hasta la Fecha de Determinación correspondiente a la Fecha de Pago anterior, entre (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) 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>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:66.6pt; width:199.2pt">
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:100.55pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Fecha de Pago</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:77.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Porcentaje Máximo</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:100.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">1</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:77.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">4.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:100.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">2</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:77.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">8.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:100.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">3</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:77.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">12.00%</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:100.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">4 y hasta la Fecha de Vencimiento</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:4.72pt; padding-right:4.72pt; vertical-align:top; width:77.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt">16.00%</span>
</p>
</td>
</tr>
</table>
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Expedientes de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Crédito”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el expediente de cada uno de los Créditos Hipotecarios que deberá incluir, por lo menos, el testimonio de la escritura pública en que conste el Crédito Hipotecario y la Hipoteca, con el sello de registro en el Registro Público de la Propiedad correspondiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Cierre”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span 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 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Corte”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el 11 de julio de 2014.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">de Determinación”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, </span><span style="font-family:Arial; font-size:8pt">en relación a</span><span style="font-family:Arial; font-size:8pt"> cada Fecha de Pago, la fecha que ocurra 2 (dos) Días Hábiles antes de esa Fecha de Pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Emisión”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la fecha en que se emitan 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Pago”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 2015 y, en caso de que no hayan sido totalmente 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Recaudación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Transferencia”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:31.15pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fecha de Vencimiento”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el 21 de julio de 2042.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomiso o</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fideicomiso Emisor”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el fideicomiso No. 80716 de fecha 16 de julio de 2014 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisario en</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Primer Lugar”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los Tenedores de los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisario en</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Segundo Lugar”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los Tenedores del Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomisario en Tercer Lugar”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fideicomitente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fiduciario o Fiduciario Emisor”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Fondo de Protección de Pagos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el fideicomiso constituido por el INFONAVIT por virtud del mandato sin representación otorgado por los Deudores Hipotecarios, otorgado a través de los correspondientes contratos de crédito, para la cobertura de riesgos de omisión de pago derivado de la terminación de la relación laboral que sufra un Deudor Hipotecario, cuyo patrimonio lo constituyen las aportaciones mensuales realizadas por los trabajadores a quienes el INFONAVIT otorgue créditos hipotecarios y que no forman parte de la Cobranza.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Garantía </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Genworth</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la garantía que otorga </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt"> 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos de Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significan los gastos descritos en el Contrato de Fidecomiso</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos de Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significan, los siguientes gastos:</span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 25.32pt; 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 honorarios y gastos de los Intermediarios Colocadores de acuerdo con el contrato de colocación entre los Intermediarios Colocadores y el Fiduciario</span><span style="font-family:Arial; font-size:8pt">,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.32pt; 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 honorarios del Fiduciario por la aceptación de su cargo en el Fideicomiso,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.32pt; 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 honorarios del Representante Común por la aceptación de su cargo bajo los Certificados Bursátiles Fiduciarios,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.32pt; 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 honorarios de las Agencias Calificadoras por la emisión de las Calificaciones,</span>
</li>
<li style="margin:0pt 0pt 0pt 25.32pt; 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 honorarios del Administrador Maestro, y</span><span style="font-family:Arial; font-size:8pt"> </span>
</li>
<li style="margin:0pt 0pt 0pt 25.32pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">el monto de los derechos, honorarios y gastos derivados de la Emisión, colocación y estructuración de los Certificados Bursátiles Fiduciarios Preferentes, incluyendo los derechos derivados de la inscripción de los Certificados Bursátiles Fiduciarios Preferentes en el RNV, las cuotas por concepto de listado de los Certificados Bursátiles Fiduciarios Preferentes en la BMV, por el depósito del Certificado Global Preferente en el Indeval, honorarios de asesores legales y auditores aprobados por </span><span style="font-family:Arial; font-size:8pt">los Fideicomitentes, los gastos causados por la impresión del Prospecto, del Suplemento y por cualquier otra publicación.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos de Emisión de los Certificados Bursátiles Fiduciarios Subordinados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los siguientes gastos:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios y gastos incurridos con motivo de la colocación y estructuración de los Certificados Bursátiles Fiduciarios Subordinados de acuerdo con el Contrato de Colocación celebrado entre los Intermediarios Colocadores y el Fiduciario, y</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">el monto de los derechos y gastos derivados de la inscripción de los Certificados Bursátiles Fiduciarios Subordinados en el RNV y las cuotas por concepto de listado de los Certificados Bursátiles Fiduciarios Subordinados en la BMV, así como por el depósito del Certificado Global Subordinado en el Indeval.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos Semestrales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significan los siguientes gastos:</span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Fiduciario,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Representante Común,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables, para mantener el registro de los Certificados Bursátiles Fiduciarios Preferentes y, en su caso, de los Certificados Bursátiles Fiduciarios Subordinados en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Contador Independiente,</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios del Administrador Maestro en términos del Contrato de Administración Maestra, y</span>
</li>
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">los honorarios de las Agencias Calificadoras (salvo en el caso de que no existan en una Fecha de Pago fondos suficientes en la Cuenta del Fideicomiso para el pago íntegro en esa Fecha de Pago de las Distribuciones descritas en los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">subincisos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">(1) a (3) de la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Gastos Semestrales de los Certificados Bursátiles Fiduciarios Subordinados”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables para mantener el registro de los Certificados Bursátiles Fiduciarios Subordinados en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Genworth</span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, </span><span style="font-family:Arial; font-size:8pt">Genworth</span><span style="font-family:Arial; font-size:8pt"> Seguros México, S.A. de C.V., la cual 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 style="height:71.35pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Hipoteca”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 de los cuales cada Deudor Hipotecario ha constituido un gravamen en primer lugar y grado de prelación sobre un Inmueble con el fin de garantizar el cumplimiento completo y puntual de las obligaciones a cargo de dicho Deudor Hipotecario derivadas de su Crédito Hipotecario.</span>
</p>
<p style="margin: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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“IMSS”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Indeval"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, la S.D. Indeval Institución para el Depósito de Valores, SA 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inmuebles”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inmuebles Adjudicados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Instrumento Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, en forma conjunta, la Constancia Preferente INFONAVIT y los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Intermediarios</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Colocadores”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, conjuntamente, los Intermediarios Colocadores Preferentes y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Accival</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Intermediarios Colocadores de los Certificados Bursátiles Preferentes”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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, Casa de Bolsa Santander, S.A. de C.V., Grupo Financiero Santander México y HSBC Casa de Bolsa, S.A. de C.V., Grupo Financiero HSBC, en su carácter de intermediarios colocadores de los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Inversiones Permitidas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, conjuntamente: (i) los instrumentos de deuda denominados en Pesos emitidos por el Gobierno Federal Mexicano, con vencimiento igual o menor a un mes, (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) 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, con vencimiento igual o menor a un mes, y (</span><span style="font-family:Arial; font-size:8pt">iii</span><span style="font-family:Arial; font-size:8pt">) valores denominados en Pesos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">emitidos por empresas privadas, conocidos como papel comercial, que tengan la calificación más alta en la escala nacional mexicana o su equivalente, otorgada por cualquiera de las Agencias Calificadoras, con vencimiento igual o menor a un mes siempre y cuando lo autorice el Representante Común a propuesta del INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Ley del INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa la Ley del Instituto del Fondo Nacional de la Vivienda para los</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Trabajadores que entró en vigor el 24 de abril de 1972, según esta ha sido modificada de tiempo en tiempo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LGTOC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LIC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“LMV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, Ley del Mercado de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Amortización Anticipada de Principal”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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>
<p style="margin:0pt; text-align:justify">
<span 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, conjuntamente el monto de intereses pagaderos, respecto de los Certificados Bursátiles Fiduciarios Preferentes y del Instrumento Subordinado, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en los títulos o constancia, según corresponda, que documenten dichos Certificados Bursátiles Fiduciarios Preferentes o el Instrumento Subordinado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés de la Constancia Preferente INFONAVIT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto de intereses pagaderos con respecto a la Constancia Preferente INFONAVIT, en una Fecha de Pago, el cual se determinará de conformidad con los términos y condiciones establecidos en el documento que ampara dicha constancia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés Preferente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto de intereses pagaderos, respecto de los Certificados Bursátiles Fiduciarios Preferentes, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés del Instrumento Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto de intereses pagaderos, respecto de los Certificados Bursátiles Fiduciarios Subordinados, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Pago de Interés Subordinado”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto de intereses pagaderos, respecto de los Certificados Bursátiles Fiduciarios Subordinados, en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto de Valuación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Monto Remanente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“NIIF”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Patrimonio del</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fideicomiso”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 Fideicomiso.</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>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Intereses”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Generación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Periodo de Prórroga”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa el periodo de tiempo durante el cual se prorrogue a un Deudor Hipotecario el plazo para efectuar el pago de las cantidades adeudadas bajo su Crédito Hipotecario, de conformidad con los términos </span><span style="font-family:Arial; font-size:8pt">del mismo</span><span style="font-family:Arial; font-size:8pt"> y el Art. 41 de la Ley del INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Pesos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la moneda de curso legal en los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">"Porcentaje Preferente"</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el porcentaje que en la Fecha de Determinación resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="217" 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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span 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</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDis</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">del saldo insoluto total de todos los Créditos Hipotecarios vigentes en la Fecha de Determinación inmediata anterior a la Fecha de Pago para la cual se haga el cálculo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Porcentaje Instrumento Subordinado”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto Neto de la Colocación”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATEAAAAjCAYAAAD8DD1MAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABHUSURBVHhe7d1lrCS3EgXgVf4kUjgKM6PCzMyJwszMzMzMzMzMzMzMzMzM8dPnnRr5zpubvI1282ZnfaTRTvd0u+1y1Smw+26fVFFRUTGQog80vldUVHQp/vjjj/TTTz+ln3/+Of3555+Nsyn98ssv6ccff8y/BXx3Ls67t5NRSayiosvx4osvpt133z2dccYZaauttsrfkRmcffbZac4550y77rpr+v333/Nnt912SwsttFA67bTT0hFHHJG22Wab9M477+TrOxGVxCoquhjff/99mnjiidMLL7yQj1966aW07rrrNqMrBDfKKKOkN954Ix/DtddemyaZZJImqW266ab5njKC6yRUEquo6GI88cQTaeihh06//vprPv7tt9/S559/nr/D9ddfn+aYY470ww8/NM6ktP/++6cNNtigcZTSwQcfnCMz93YiKolVVHQxPvzwwzT88MOnQw45JNe/WrHvvvumtddeuxmZibyWWmqpdMIJJ+Rj5LfCCivkFLRTUUmsoqLLcckll6Qxxhgjp4XffPNN42xfLLLIIunUU09tHPUt6o833njpoosuyqnmQQcdlJZZZpn0wQcfNK7oPFQSq6jocqhlPfbYY2mKKaZI++23X+NsymklwpJyBl5++eWcfl5++eW5Nnbbbbelr776qvFrZ6KSWEXFIAIp4txzz904SunBBx9MU045Zfr0008bZ1JekZx//vkbRwMHKolVVHQprrrqqvT22283jlI66qij0vbbb984Sunkk09Oiy22WI9amVXInXbaqXE0cKCSWEVFl0JBfumll86ppBrXKquskt5///38m1RynnnmSbPPPntztdI2i9FGGy2vTNroOrCgB4lZoSg/nbov5J+iX8fk2m6Vxb+BfyK/d999NxeiH3jggcaZ/ovPPvssXXHFFen222/P/YLoZ/+GNm+44YZ05ZVXpm+//bZx9t+DDa2vvvpqeuSRR3Ktq9wiQQ5k7BPF/rfeeisfu77ccjEg8Ff6EDrTDu1+a5KYkNJu3hlnnDGHnQqAm222WVaqboAJ5YluueWWxpm/h13KCyywQPZWzz33XONsxf+Cp556Ku28887p+OOPTxtvvHHacccd88bLv4NrllhiiXz9gAA933zzzXts3rRXauWVV87f+ye0f80116Rxxhmnx2s9gzLIBLGK9p5//vnG2b5ATvTFvjRzJHqMOfIvZ7DXXnvldNebBJEGN0kMLr744jTLLLPkxtxE+SzLdhqeffbZfvbUSAw598tSMRkst9xy+TWM/oEbb7yxo5eqWyHNoDj9CvfNPPPMeZ7gtddeyw4xNlz+Fch8wQUXzLIaUGAgp5xySuMopZtuuildffXVjaP+C5GYlK6irw0iqeWXXz4NO+ywPVZFAf/EnjWLDRNNNFFThx599NG8HeS7777LDgFPcRDQg8S8I7Xddts1jlLaY4898gTYABf4+uuv08cff9zDs/hOcT1cyKoDZTiKMZ375JNPmu9sgeu//PLLfD5CXYruWs/0u3ajLcciQyssxxxzTO5HGSLz4s7512CDxV3z0UcfpS+++CIfB7Rn+djz2xmYNkRhISztuT5SA/3SV+0EYkzxPOMwZpHJ6KOPnp5++ul8D2g/lq9do+/6QZ76FP0POUQfzUH0Qe1Ce671cZ12Szjv+nLetCml8Fy/a9MnnqkdReA111wzj6WskeiH/hlfOfYA5Rx77LGb8iaDiMK047mB6EfMoz7KBt58880sG30qEX0txwLa1We/a0v/Sh30u3vcO/300zcNyFw5H17d2KI/IffW1MozQm/0oVXe7jUn2vFOoh3wJdwTfQl5dwuMqeSLEmT28MMPp1deeaUtidlkq5QA2hBAHHDAAfkYF5FlYM8998yZleuaJEaZecBzzjknX0TQ8803XzrwwAPzsYmxKW6fffZJZ555ZlpttdXyygcFv+yyyzJLPvTQQ3ln8DTTTJP3l4B3thDjBRdckDfNCd3BBOvgWWedlcnzsMMOy4p+6aWX5tDeHpXzzz8/Fx/XWmutrEg+lomHGGKI/OKq1ZdQhDvvvDNtvfXW+Tmet+qqqzaVi6ISyBZbbJGPgUAPP/zwPCbCIZRW4St0TjjhhOn111/Px/fdd1866aSTcn/UGNZZZ5009dRT5/oKuN+KDxmcd955ackll8wThXhFtZazyYp3FkqT40orrZQef/zx3Hfvq5nkkOeTTz6Z21WMNTfkbVncM9ZYY43spdZff/3c7h133JHOPffcnP5yPEFy5vH0009PRx99dA7ByUU/IzQ3v2RHgeaaa65m+eDmm2/ORV5y0R+kAqIq8iJ/KZ+IppXI3nvvvUzY2i8JQHpu/5HnaCfO8apBbMY377zz5vlfdtll0wwzzJDbAwTjeTZg2gpg7PpLPtq1NUDarxQy3XTTNUsHHAhCpk/6PP7442dyAvfx+FIctSFjJVuOyxyyAfoYhMkO6Ozee++ddQ3Jl6t52pVG0yu66lnmG+ipDGKXXXbJfdloo42yPbQSmZoduff2ueuuuxpXdg7wB9mQhbcESqfXinYkRr425NLjgOjdHGvXa09HHnlk45eU9UCAwfk0SYzw5e5IhPFgPgYWk23iFl100abnZsCHHnpo9jg8rvQBeYg0GLVzyIOCOgdWSSikDpt8xsgAguAoEVJEkGoW1113XW5rqqmmyoIBSjDTTDPl74Fnnnkmv4kfhoYQGXJELvpLYeTaYOBbbrllNmAGTZGMLbxxQJqBpIwZCJ9BzDrrrFmJGY/QODYQGi+yCfJBTs4Bgy6jXH1VSNUWWSNKhuMZDN8ExYRS2mmnnTb3w+8MdbbZZsukxIh5JMaG1PWPvJCDcSPqTTbZJMscCXoFhVIgEUSELM2DYy8K33///fmZHMpwww3XjKaALlCmMEpEjCzKa8BzjWXSSSfNK2QiFtAnjsVzQidch9TCkJET4mLIdIF8Ykc5HaQnxuJ6ZIMopOja5Ty33Xbb7DjJDDHSN7KJ53HSxhBzah5GHnnkPPccIj2jexwVQuO4RhpppOY8SnnYBSOlu/RGmQLI1VxwJvrn+WQYK4JkbDyRIhk7fWnVO07FmHv7tEYwnQBzw+44OPbMJkLGrWhHYnRo1FFHbc4TCDpsASFr9k2uAXoywQQTZF1okhiDM1kE63P33Xc3vajJmXzyybN3BJNnkhkfUJTJJpus+XuAASG7VjBO1/OUniVK8jzwTAaKcCiCa0Vj0RdsvOGGG+bvoC+iHN45gL0jggT918att96aj5GMCEt/ESXS9G8YUoDX01YJE8QIGZjrRVsMDpAmT0TgDN1zA4rVSKaEyFXaFX9hIMCYRhhhhKYDEf2WY/Y8/Y8IhVHF/h9ticwYNYMUCfD6CJmBq0mAvpMb2VM2RBBpHHA4iLOUCaPmrEI5kem4447bJKkS7vMXE6RuO+ywQ+NsX9IQpSFJ13AmZRF/vfXWy3WReMaKK66Yicqx/tCXgHmLVE0fyCzmOEAHyS7Gob5JDnFMNuYwEPonS6Bb99xzT9adIC0yQjJgnjjpiIys6nGwsdrH4dolHxE+R8Z5awfU4Vzfm7H/Ewgq2MyA/kR2EkBCbJY+4AbzXOpOiXYkJjMS+YdsAYlxKIhKCSmcBSAxsu8RiakxlZNZggflweXxYEJNtKgNEBDvGd4qwECkMq2gWCIlwmAspSdnmGOOOWZTSFIzq6YBni5SXmAMSCMKwaIbEWVEFEDZEHTUongN3pnAKF7UlEoQzuKLL56jlBL6ojDsenIYccQRexTrKSSSkRoijjjnulZjZ5zILZQ6QJ5SKtB3RMADB6QryNV9DAQRUgwgb4YCjEtUhlClaWQb44xoL2oQjL90FvSh/EsGgHDKubB6JIqKe9pBv40lomJEKDrTd4rLyKVtIAVGEvQC3EOOHCxCFtVEuhvXcj4g/RWJUfiA++l06CD9FFmH3oIoNZwxiJY4bO8NgmwD2esv/R9qqKFyv4ET5owj0iIzpBuk5T6EDPoiAiwXFILU4vqAaxBBb59WZ1iCLXGOA/qDE0pceOGFWZbGTJ7KI72RczsSI1+ypB9AT+k4GflOruU8kbUsiOwyiWmAN28tQAbUhihQ6WEoQ5DPsccemxtsJQI1jRNPPDF/x8xBNBQDw3qugfpjbQgBKKO2dU4ko8YT+2xcP9ZYY+V6G4VipM4L0dU29M/gRCKIJSIZ3hQRRP/UotSAPANZMcaoyQTcq1bC+AOuZygRDSBKx/rpet7BNZ4jMopoUP1MHY8iC5fJMyYGobdCtEk++kahOQi1MoRGBsYrrQFkLx3yXB81LzInF8TE0zM695Gb6AjIp3QWwn+KxykYj+hFBGVeYt4oaPw1A2OJv3ZQzrt5kN4H1OLKSExUycMiG7+Za30yd4hDlBuEzAlEuoWARVoxTwiEIw3HJBJfffXV8zgD4YhEn54nHeHgPI/u6jdZ0rlwwL5LkYOYF1544Ux6+oeshhxyyKx7UnPj8mdsyEzka97IhGzIXt/po3u1R5eDsM0l3Yl6agnppvH19mmNgjoB5oUczC2CKx1mK9qRGIiQ3e8+vMBBRjCi9EF+5hRE4RHMZBITjYi0GE47r8o4eAAhNuPx3T1AaRBYkFUJDxYiUgQGG2kTQ0Y0OkkRGWoon3CfMYGB6DgFZRz6oQZB0ZEuMnDO4JGbKA2xaVO0RQAEgsHVxAK8LUUViVBixlR6DX1BzBSWhwmYGJFBeCGRHEWUkjBcfUNKSA6ZqE+BCUYYCIXikzFi8exIRUqQsUkWySIehshAfBeRiF7C0I2TswCyUCeS0mpDykv2IWuyjfmNvofcyUhUwMhcYxx0glGGoSF00YRIQKqtQE1xA2StGCu6RHwiIEpJbgEOS7vGZtk85l/0SW7SZM+ORQ8OABCDyJBn5nToaugg6CcnUkJ/OEw6GLLkEMgMWfldRE62sZWEjpfbikSRnBEiY0BkxiEaFznoPx2xMEA+Iv6IuLQjatZfJOpfiwTuE9GK8suSw8AO8jRfZTRcgn4KKCzkDTbYYDmyv/fee5vExK7Mh/nhVOmYe4CT4aTMD8cp6ouFu0xiPIw6EQ/QWwioYyaK8fDyAR13rjWVBAYiAlMAblV2ho3MpFiO43yseAb8rg1KDDyYfsYAQLTAu+qDZ/JUvGW0S8EZT8B5nhjxIIUw5IBj7ZGJ9DTgOaKFUDwCRsz6pE3E5D7y8D2eD2TsfEyY8bg2ItAS0W7Ixr3SKOejDyEPEVUZ2osIkXs8x1yRF7mWBuM6ZB5wHQWM/rhfzauMUPWFXPXNc9sZoHnRV3Puma0Krd9+0672YnWRzN3rvPmja60OVVtk6LdSB4FMzEMrjIOco2SgT/oec+48ecVYyLLUv9bfzav+k5O2ySyeG+3TV+3TRzKOuXDOWGNuow+DCozX/LErH06efEo9ogPmslVfIebffJQ8lUms8b0rIZQXBTG+iopBCZyBsoboRRQjYo8Si3RXLVU6HAGIlUVlIyUDEe8wwwyTIx6EwYGKhJ0TJUWE1AnoahKz+ijtiGJhRcWgAtGn1FdUAzIPaX5E8CJKCxhS7ICCvQUoUaaIVBquFhuQ7stqesvW/l/oWhITukoF2qU8FRXdDDpvpfm4445rnPlvIDlbVmK1F+w7RHQg3UVyUXeUEovmYo9bJ6FrSayiYlCFRRILXWU9sxWyEwtLUk4LLz62o0gjQeRmC0uQmD1tfuukNDJQSayiosuAbMo3VtrBCraVUtsUfCx8DT744M1N52rJSM6WDqmnVe9ylbmTUEmsoqLLIKL6q/+dSGpo60i5adYqqy1FCAusDNslLwKzFcSWl05FJbGKii6DWpe9bwERWblB1jYP+ySj6A/2B1oICCjee6/WRmGrkiKzTkUlsYqKLoON3SIx+9bAqmIZmdlwirBiuwXYfFu+J6z25WV7WzBsDO5kVBKrqOgy2ETqLRpvzNj9jojixXgRlbdn7J2M135svvVSvtekyg3G3oBBbJ2+wl9JrKKiC2F1Ubqo1mW7RBCRNNH2CsQVkZhrHfuUiwHSznZv4nQaKolVVFQM1KgkVlFRMVCjklhFRcVAjT59+vT5D5x97MTIG3X7AAAAAElFTkSuQmCC" 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>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de la Constancia Preferente más el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">CHV = el equivalente en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> del saldo insoluto total de todos los Créditos Hipotecarios vigentes en la Fecha de Determinación inmediata anterior a la Fecha de Pago para la cual se haga el cálculo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la suma del Producto Neto de la Colocación de los Certificados Bursátiles Fiduciarios Preferentes más el Producto Neto de la Colocación de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto de Liquidación”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto Neto de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Liquidación”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto Neto de la Colocación de los Certificados Bursátiles Fiduciarios Preferentes”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto total que se obtenga de la colocación de los Certificados Bursátiles Fiduciarios Preferentes, después de deducir el monto completo de los Gastos de Emisión.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Producto Neto de la Colocación de los Certificados Bursátiles Fiduciarios Subordinados”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el monto total que se obtenga de la colocación de los Certificados Bursátiles Fiduciarios Subordinados, después de deducir el monto completo de los Gastos de Emisión de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Precio de Venta”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 Preferentes es mayor 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 (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) si el Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Preferentes es igual o menor 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Prima”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 Preferentes 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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Reglas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, las “Reglas para el otorgamiento de créditos a los trabajadores derechohabientes del Instituto del Fondo Nacional de la Vivienda para los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Trabajadores” expedidas por el Consejo de Administración del INFONAVIT y publicadas en el Diario Oficial de la Federación el 22 de febrero de 2008.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Reporte de Cobranza”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el reporte que deberá entregar un representante del Administrador al Fiduciario, al Representante Común y a las Agencias Calificadoras en términos del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Reporte de</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Distribuciones”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Representante</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Común”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero.</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:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“RNV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">significa, el Registro Nacional de Valores de la CNBV.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Saldo Insoluto</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">de Principal de la</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Constancia</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Preferente”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, en relación con la Constancia Preferente INFONAVIT (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al valor nominal de dicha Constancia Preferente INFONAVIT, según sea el caso, y (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="125" height="25" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">AM = Monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">i = Suma de intereses vencidos y no pagados de la Constancia Preferente INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Preferentes”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, en relación con los Certificados Bursátiles Fiduciarios Preferentes (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al valor nominal de los Certificados Bursátiles Fiduciarios Preferentes; y (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH0AAAASCAYAAAB2ItGqAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVFSURBVGhD7ZlZSFVdFMdFBJVSNNEwQTBBIkHIzB4i6NUBlEARNChJAksfpEh7FZQIoxxQQzE0C81EU1PSKKMccEDMCQwRzNDUnNIUh5X/dfa+bq/X+92Pe8FIf7A5Z61zuHufvcatVnTIgePQ6AcQndE3Njbo8+fPlJubS/fv36fa2lpaW1vjZ83NzXT79m0ekuLiYpYfPXpEjx8/phcvXtDS0pJ4aj6bm5vU09NDT548oQcPHlBFRQWtrKzws+/fv/Pcd+/epZmZGdY1NTWxDu9mZ2dTQUEBzc3N8bO/gcbGRsrJyRGSRnl5Oa+5pKREaLaBPiUlhX7+/Ck05nPv3j2anp7eNnpsbCwbD/z69YtcXFxodXWVZeDs7EwtLS1CIhofHycrKytaXl5mGQa4ePEi31uCrKwsSkhIEBKRt7c3/fjxQ0hb3ro1d3x8vJA0oIOjgNevX7MM59lvEDxHjx6l48ePC43GxMQEHTlyhM6ePSs0Gm/evOG1S3sYA86OYQqBgYF8ZaP//v2bJ1H58uWLuNOws7PTRT7o7e2lU6dOCYno/fv3/Buqo5iDg4MDdXd3C4nYmMhGEsyFTZMg+qHDt0ggr6+vC2n/uHbtGrW1tZGrq6vQaCCI8Ex/7318fFgns5gx8vPzefwfeDYYCpMgVRuir69v18Ly8vIoJCRESESZmZm8WH1ghE+fPhkdhjh58iTdvHlTSLuxt7cXdxqVlZV04cIFIW2vWXWU/QCOGRYWxvfHjh3jqyQtLY2qqqp4nQsLC6yLjIykqakpDjJTMMXoSOmhoaF069YtlnWWfPv2LU9+48YNodkGqVsuXHLp0iWu/WB0dJTc3Nyoo6ODZRWkZJQOY8MQXV1dvJ7g4GBdCZEg6lF+VFADZTlYXFxkp0GK328CAgJodnaW7x0dHfkquXz5MpdJd3d3Ghsbo2/fvlFcXBwHgpOTk3jLOKZG+pkzZ+j58+d8vyN8R0ZGyNPTk65fvy40Gr6+vlxnJDIzoDFA3UHUY/GWBukN9c7f319oNK5evUpXrlwRksa5c+coJiaGmzhkrK9fv4onlmNwcJAbSv3x7t078cZOPnz4QMnJyULSSpYK+hSAtcORcUUzHB4eTomJifzMEF5eXroB58dQdYbw8PDgDAJ25uwtWltbycbGRkgaqEVqE4WUpZ+q9gJR9/TpU6PDGJgXDqbWb8hqVsEc0CFSzAWNX3p6upB2gghMTU3dNQoLC8UbO0EAPXz4kB0RQ03Zw8PDFBUVxfdIvchUr169Yhn7PzAwwPeGwPfKgaDDUHWGsLW11fVbbHR1Q1EL1W4SG4kNVRu0hoYG8vPzE5Jx5ufndR+911CBp6PpkeCYhvnlcQ1AVsH78GRzwakFv43SYC5JSUlUVlYmJA1svOTZs2d8QgHIXCdOnND1H9bW1nw1BVPSO5xV3TMreAnyPRoJ1J6goCD6+PGjeEycntRNRyTgaHb+/Pkd3bylaG9vp9OnT/Na4DDR0dFUVFQknmpHFKwHBgLYqDt37nBqNPfkAIdD42mu0WWgqCWGz8dbusnJST5RRERE6CIbJyUZeCgVeE+/j9kLU4xeU1PDNuvs7NQyJ5RIJS9fvqT6+np+SYJUAT2GTJ1YnL7O0qC3wO+jj9D/eHTpeCazAZxDrmdoaIh15mAJo1dXV/N61POzXGNdXZ1uD9U+SSK/T/2biDFKS0t5/BdoamWQ7qrp/zJoPNUhu1kVSxj9b+dAGd0UDo1+wOjv76eMjAz+k/Nex7B/gUOjK6CHwT845PhXOTT6AeTQ6AcOoj+RrckLhxLH5QAAAABJRU5ErkJggg==" width="125" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP =</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior (antes de</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">AM</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">= Monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al monto de la amortización de principal que se haya efectuado con respecto a todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferentes se calculará con base en la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="102" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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 Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:116.4pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al valor nominal de dicho Instrumento Subordinado, según sea el caso, y (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total, para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="125" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span><span style="font-family:Arial; font-size:5.33pt; vertical-align:sub">-1</span><span style="font-family:Arial; font-size:8pt"> = Saldo Insoluto de Principal de la Constancia Preferente en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">AM</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">= Monto en </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> equivalente al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">i = Suma de intereses vencidos y no pagados de la Constancia Preferente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">que,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">por la cancelación de la Constancia Preferente, se emitan Certificados Bursátiles Fiduciarios Subordinados, 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:center">
<img src="data:image/png;base64,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" width="78" height="42" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Subordinados</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 Subordinados</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">x = Número de Certificados Bursátiles Fiduciarios Subordinados, equivalente a 240,457 títulos de 100 </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> cada uno más, en su caso, el número de Certificados Bursátiles Fiduciarios Subordinados que se emitan con motivo de la cancelación de la Constancia Preferente INFONAVIT, equivalentes a 257,275 títulos de 100 </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> cada uno.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
</tr>
<tr style="height:4.6pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Saldo Insoluto de Principal del Instrumento Subordinado”</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, la suma del Saldo Insoluto de Principal de la Constancia Preferente y del Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr style="height:4.6pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Seguros”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Significa, el contrato de seguro contra daños contratado 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 style="height:4.6pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:96.15pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“SMG o Salario</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Mínimo General”</span>
</p>
</td>
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<span style="font-family:Arial; font-size:8pt">significa, el salario mínimo general vigente en la República Mexicana que de tiempo en tiempo, se determine por la Comisión Nacional de Salarios Mínimos, y que en cualquier caso será aplicado a 30.4 días.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">Significa, de manera conjunta, la Tasa de Interés Bruta Anual Preferente y la Tasa de Interés Bruta Anual del Instrumento Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de la Constancia Preferente INFONAVIT”</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de misión, y en tanto no sea amortizada, la Constancia Preferente INFONAVIT devengará intereses sobre su Saldo Insoluto de Principal a una Tasa de Interés Bruta Anual de 3.30% (tres puntos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">treinta por ciento) la cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de la Constancia Preferente INFONAVIT, el Representante Común utilizará la fórmula establecida en dicha Constancia Preferente INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de los Certificados </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Bursátiles Fiduciarios Preferentes”</span>
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<span style="font-family:Arial; font-size:8pt">A partir de su fecha de emisión, y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios Preferentes devengarán intereses sobre su Saldo Insoluto de Principal a una </span><span style="font-family:Arial; font-size:8pt">Tasa de Interés Bruta Anual de 2.49% (dos puntos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cuarenta y nueve 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 Preferentes, el Representante Común utilizará la fórmula establecida en el Suplemento y en el Certificado Global Preferente.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual de los Certificados Bursátiles Fiduciarios Subordinados”</span>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:325.7pt">
<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 Subordinados devengarán intereses sobre su Saldo Insoluto de Principal a una Tasa de Interés Bruta Anual de 3.30% (tres puntos</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">treinta por ciento) la cual se mantendrá fija durante la vigencia de la emisión. Para determinar el monto de intereses pagaderos en cada Fecha de Pago respecto de los Certificados Bursátiles Fiduciarios Subordinados, el</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Representante Común utilizará la fórmula establecida en el Suplemento y en el Certificado Global Subordinado.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tasa de Interés Bruta Anual del Instrumento Subordinado”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">Significa, de manera conjunta, la Tasa de Interés Bruta Anual de la Constancia Preferente INFONAVIT y la Tasa de Interés Bruta Anual de los Certificados Bursátiles Fiduciarios Subordinados.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“TCP”</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:8pt">Significa, la tasa constante de amortización anticipada total de los Créditos Hipotecarios, la cual se calcula como el número de Créditos Hipotecarios que amortizan totalmente en forma anticipada en cierto periodo dividido entre el número de Créditos Hipotecarios existentes al inicio de dicho periodo.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Tenedores”</span>
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<span style="font-family:Arial; font-size:8pt">Significan, los titulares de los Certificados Bursátiles Fiduciarios que se emitan al amparo de la presente Emisión, quienes en todo momento estarán representados por el Representante Común.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“UDI”</span>
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<span style="font-family:Arial; font-size:8pt">significa, la unidad de cuenta denominada Unidad de Inversión cuyo valor en pesos publicará periódicamente el Banco de México en el Diario Oficial de la Federación, a la que se refiere el Decreto por el que se establecen las obligaciones que podrán denominarse en Unidades de Inversión y reforma y adiciona diversas disposiciones del Código Fiscal de la Federación y de la Ley del Impuesto sobre la Renta, publicado en el Diario Oficial de la Federación los días 1° y 4 de abril de 1995. En el caso de que Banco de México deje de publicar el valor de la UDI por cualquier motivo, se utilizará la unidad que Banco de México publique en sustitución de la UDI. En el caso de que Banco de México no publique una nueva unidad en sustitución de la UDI, el Administrador calculará quincenalmente una unidad sustituta y se la comunicará por escrito al Fiduciario y al Representante Común. Con dicho propósito, la variación porcentual del valor de dicha unidad substituta del día once (11) al día veinticinco (25) de cada mes será igual a la variación porcentual del INPC en la segunda quincena del mes inmediato anterior. La variación porcentual del valor de la unidad sustituta del día veintiséis (26) de un mes al día diez (10) del mes inmediato siguiente será igual a la variación porcentual del INPC en la primera quincena del mes referido en primer término. Para determinar las variaciones del valor de la unidad sustituta correspondientes a los demás días calendario del período de cálculo, la variación porcentual quincenal del INPC inmediato anterior a cada uno de esos períodos de cálculo se distribuirá entre el número de días calendario comprendido en el período de cálculo de que se trate, de manera que la variación porcentual del valor de la unidad sustituta en cada uno de esos días sea uniforme.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“Valuador Independiente”</span>
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<span style="font-family:Arial; font-size:8pt">Significa, aquella persona que designen los Fideicomisarios en Tercer Lugar en forma conjunta, que tenga la experiencia y recursos necesarios para realizar las valuaciones requeridas en términos del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">“VSM”</span>
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<span style="font-family:Arial; font-size:8pt">significa, veces el SMG.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">CERTIFICADOS BURSÁTILES FIDUCIARIOS</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Emisión de los Certificados Bursátiles Fiduciarios</span>
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" width="310" height="165" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT 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>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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 </span><span style="font-family:Arial; font-size:8pt">los mismos</span><span style="font-family:Arial; font-size:8pt">. 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>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El 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 </span><span style="font-family:Arial; font-size:8pt">los mismos</span><span style="font-family:Arial; font-size:8pt">.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">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 49.52% al INFONAVIT y un 50.48% 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>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El Fiduciario emitió una Constancia Preferente y una Constancia Subordinada a favor de cada Fideicomitente con cargo al Patrimonio del Fideicomiso respectivo:</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Constancia Preferente INFONAVIT se encuentra subordinada en cuanto al derecho y prioridad para recibir pago de principal e intereses y da a su tenedor el derecho de solicitar al Fiduciario la cancelación de la Constancia Preferente y la emisión de Certificados Bursátiles Subordinados, con cargo al Patrimonio del Fideicomiso con exactamente las mismas características que la Constancia Preferente.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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% (</span><span style="font-family:Arial; font-size:8pt">cinco punto</span><span style="font-family:Arial; font-size:8pt"> setenta y cinco por ciento) del valor total de los Certificados Bursátiles Fiduciarios, conjuntamente, al momento de su emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Flujo de la Operación</span>
</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="328" height="285" 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>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT, en su carácter de Administrador, realiza la Cobranza de los Créditos Hipotecarios mediante el cobro a: i) cada uno de las Empresas Empleadoras de los Deudores Hipotecarios de los montos a su cargo por concepto de la Aportación Patronal del 5% y el Descuento en Nómina del 25% del salario integrado de cada trabajador que sea un Deudor Hipotecario, en aquellos casos en los que dichos Deudores Hipotecarios mantengan una relación laboral con un patrón afiliado al IMSS, y </span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) directamente a cada uno de los Deudores Hipotecarios que dejen de tener una relación laboral formal con un patrón afiliado al IMSS.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El monto total de la Cobranza que se obtiene durante cada Periodo de Generación es transferido en forma bimestral a más tardar en cada Fecha de Transferencia a la Cuenta del Fideicomiso, después de deducir la Comisión por Administración y los Gastos de Cobranza que pudiesen aplicar de conformidad con el Contrato de Administración.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Como la fuente de pago de los Certificados Bursátiles es únicamente la Cobranza que recibe el Fiduciario Emisor de los Créditos Hipotecarios y sus accesorios, éste conserva la propiedad de los derechos derivados de los Créditos Hipotecarios que le fueron cedidos por el INFONAVIT a fin de que, a partir del flujo de la Cobranza se liquiden las cantidades que se adeuden a los Tenedores de los Certificados Bursátiles de la presente Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El Representante Común informa al Fiduciario Emisor los importes a pagar de conformidad con las reglas y prelación de las distribuciones establecidas en el Fideicomiso y el Fiduciario Emisor transfiere los recursos necesarios para el pago de </span><span style="font-family:Arial; font-size:8pt">los mismos</span><span style="font-family:Arial; font-size:8pt">.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los pagos de los Certificados Bursátiles se harán solamente en los términos previstos en el Contrato de Fideicomiso y hasta donde alcance el patrimonio </span><span style="font-family:Arial; font-size:8pt">del mismo</span><span style="font-family:Arial; font-size:8pt">. En caso de falta de disposición expresa en el Contrato de Fideicomiso, el Fiduciario procederá de conformidad con las determinaciones que tome el Representante Común.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Las cantidades disponibles en la Cuenta del Fideicomiso son utilizadas por el Fiduciario Emisor para efectuar, en cada Fecha de Pago, las distribuciones que el Representante Común establezca en el Reporte de Distribuciones correspondiente.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 26.52pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.48pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Una vez que hayan sido liquidados los pagos previstos en los numerales (1) a (11) de la Cláusula Decima Segunda inciso b) del Fideicomiso, el remanente de la Cuenta del Fideicomiso es distribuido a los tenedores de las Constancias Subordinadas.</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Principales eventos relevantes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado el Fiduciario Emisor no tuvo conocimiento ni le notificaron eventos relevantes relacionados con factores de riesgo, cumplimiento con los contratos aplicables, procesos judiciales, administrativos o arbitrales, participantes relevantes en la operación tales como el fideicomitente u originador, administrador u operador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Administración y cobranza de los créditos hipotecarios</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Fiduciario conserva y mantiene la titularidad de todos los Créditos Hipotecarios y sus accesorios como parte del Patrimonio del Fideicomiso. La administración y cobranza de los Créditos Hipotecarios y sus accesorios está encomendada, en forma exclusiva al INFONAVIT de conformidad con los términos y condiciones del Contrato de Administración. Dicho contrato tiene como objeto la administración y cobranza de los Créditos Hipotecarios, reclamación de cualquier cantidad adeudada bajo los Seguros, el mantenimiento y enajenación de cualquier Inmueble Adjudicado, incluyendo, entre otras la ejecución de las garantías, en los términos establecidos en el citado Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT mediante el Contrato de Administración celebrado con el Fiduciario se obliga a llevar a cabo la administración y cobranza de los Créditos Hipotecarios, utilizando sus procedimientos generales y de conformidad con sus políticas de riesgo, administración, y cobranza de cartera hipotecaria. Asimismo, reconoce expresamente que será responsable en todo tiempo de la guarda, custodia y conservación de todos los documentos que compongan los Expedientes de Crédito y Documentos Adicionales de los Créditos Hipotecarios, los cuales estarán debidamente identificados como un activo propiedad del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Fiduciario, en términos del Contrato de Fideicomiso, goza de las más amplias facultades y atribuciones para administrar y disponer de los bienes que integran el Patrimonio del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">COBRANZA DE LOS CRÉDITOS HIPOTECARIOS</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los recursos que han sido depositados en el Fideicomiso por parte del INFONAVIT como resultado de la recuperación de los Créditos Hipotecarios y sus accesorios han sido:</span>
</p>
<p style="margin:0pt; text-align:justify">
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" 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</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Distribución de los recursos</span>
</p>
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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 recursos han sido aplicados por el Fiduciario con base en lo establecido en el Contrato de Fideicomiso de la siguiente manera</span><span style="font-family:Arial; font-size:10pt">:</span>
</p>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<img 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ZLu0T2gdBeovelDeE6D8kqg4wFhUffpUV7ybJCSqz7DzxtbBFDSrbxHB4n2CndNjySejA5YoLPmDomJ2VwJDyetoIkXPKXh4W2y80roaMgjOqGQXvGvKMkDPW1NrD1CKG8TD74Uh9IrTiQUdiqvlOGml9CnvJYgQcJPQS+lN7LJeVgvciJ01T8kSJl/08sH5T66y65jY6aHppk9yQ+fyN2G8ORhMvZmmhhZ2nGvUekoMNhRT3b2NSpaRP5/2sfDNC95mH43Knj2XOlJ4IUoS274KcsLTS8KOnoZaK0k2tNM7maXVk5/UzHBLiZKP5qYeUYpwn3F8fxpFSluGTQrr2uzfBW/wTmC8uYeBjqbSHBX/Kbg2/VKX0oImxWlecvv+V4v56mwWcfjXHwva6KlrUNGNfTV3cfHwWjYLha+idR2KL6ZHE35OFgZY2rrRoGIRNejNMwMdYb928bm0dfVyo0Qa/m1dvAt5YOvLnrbywi1VsRfO+imwrGtjGB3K3QNTbhVJ3PooTDeFV0t4c/Gi1uV7XJvMvTVP8DXwXjYBha+CdS0D5IbbqB0c+NmXTtPuxpJDbCUuxlH5yufHo1O7sde536tImxZuH6OIlxdA/xuyiMhx7PedvKyk3jYINVMfzf0NHIl1FH+bZKKe5WOCvw0AdSej+Xms5jFxREXbMuxzUfxu6vMpp1FmJpcROuwHWUKFyGWAtiy258m5SWDPcTbH0XlkgtxIoxAq0uo6yTQIMTPVatd7Nfzkrvb6uxii3WC8iEFarIdOHVKJKxti/j8oBcvXvSRF2KPpWc8j/M82XcigMwkG46e1SI8MhQnI3UsHa7RUhY4Eoe2O5w7fxoLnUBq5aHKwnXk5KV4ZFpJggQJPwXPqb7ni8qHy9ALzaFvoIu0IDNUrdxE/rVAbYsvlT2VeJuacdk3CC9nbdR0bSgdymRtpVjrqqHt7EWInx22NoHCv3B/8YziOEPWbDpKekkX3Y3X0V13ECsXU3atMCC3Xya1FHg2UI3598swCRRlUdwt6rs7yY13E5WZIxFx3pzc+T2J9xvJzUwlLjYam7Pb2bzXgdKeZ8oQXlUIux1YzdxvTCiUXbbe4tIRXXziwjBT24tB4C3RyLvMXj078bvtOb/aWuFPie7mG+iuPYClixm7vtPnbks9UT6maNt5EhNtisbuYMo76rh9I4W4mDBMDm9l+2lvqvuG7NJMmv5FThi646x7Am3L69Q3PSItOYG4MDeOfLuBc77ZVN0N4uJ5C4Lj/Dm3bTnBoyPxCuKm3xm2XrQVNpPFd5mIbxc5vpacvWCJt80Zjp6IpuhhJN8fVyMsMhxHs7NoXg6mUdlAHxQ2uyO3WQSmR4TNTnlR1duEw7al6PrJ0mAWle09lN3w5pKGDWFxvpzZvoboEsXzCvRRmGLDirdX4XC7EgZaSPG1x/iyJyGh9pw+eoKbyoqp4ZYLG75TIfTeiAiT8LfgKZUZvlzcr4G7iwY7NrqN6BSBnyaAWm5ycrsWV0rKqWtso7Ozi75BWbPsGUURBmgJMXLN6QhO2T2iiBT4MQHkrs6lqEfyy+6GIuy1dpJ6M41dO0wp61c08Z7130Zzjiq3R8q7EQGkYYz6fhV8ClvHCqC9lhibmeF/tZRnL17Q0fqY4uJK+kqHBNBT7jod4JJorSQ5nyfsQZ88jpIAkiDh5+HZQA2hBiZYirzoJBNAIr8N9PfS3dHC48pQ1JZeprirGAcjO6Ku3SU7IQA7a28qlJVJb/l1tI1NySjvpLfhAbYGZ4gp6KTvyV30N3zHpvM6cgHUeMeRg6rRtD57QrCodDyL+xUBCPQXebF61kVSiksoqXlCX0cjAeb7sIu9T2lJMcWV9fQr6/Tnvc24qK0h8uGAolx6ZdHNba9AYu96cGpIADVd4cwxR26XPCDG2hDHxHz6+npE2dtBfXUCGgv0yJU/q0BzjhP7z0fJbRZydDseD7vpF9+mp+MJZY8CUVvlPFzw9z0pw1FzB0klg7xQutH+AAM1c1IKG6nNjcFcx5JieYf5C2rvhmNmaU5h8zOqb3mhqRfCvZK7uB09RMxQi/IVxWCfENTyBNFHrmhsnwvPxdfaHK/kYjqe3MP80EkyG/vp6OkTjevnNN0JR9PSldKXegz7WytwvLSVxEfCZtVhrJ1+inhZGqxuon9wkFjzzRiE5lMm0uDD8mr6RtVhnfUFhNtbordTG1+ZAOpvIsbTEbfgq9zLTeWymviWraKq7n6I+bZNbDt9UhJAfy886yMjxBwDlyx6ntViv30rcSMdbj99COxRlAYqKrs4q2qFh08yZZ194oOV46tvRmhGBXX3I9DSsqNMVtj9FwJosL0GL8tTBPk5Mv2cr0h4cmeBBjx2biN8VKYaFkCaliRcC0dD15lEoZ6HBdAWXY6ZmxObP/w2BaoVAqi29S4Wx8y4WtHEgxQ3TOxCaRDlqSSAJEj4JWghwdAKF5kAUrp0FSWjcXI35r5RlNc2kZ3ih9r+vew/comgqzm0DnlsF5WIoSqq5ta4XjZkz56dRN0uJtLkNGZhqVha6skFUE3sJVbb35U/km06G90rI93WAwWh7Dh6lP0qKqw+okbi7UKsDoxjy57T7BBumy+aKYbABWpSLrJHO50uxeUrj6f917gw3ANUQpC3FYdFmXtO04ykB/WigSdEZHUulzUPom7pyMOhsTKBunhNvrNT2Oym+Tx00hS/uqMghnNHd2MTnERVh9yJoqhzHDfNELJrFKoz2KdvR87jDvHq61gbn+JOvaxR2k6E3RlsIwqRSYL2kmtYGQi7qhzAwM5VPlT26qOHipvhGOx0oqS1FHNrYwJu1zHQ2YibxnJiSxW+ejuKCNS1Iij24cj0DSUexZznqPENRVoqS2D/mZMcEult7cGzRNytweXAu2zcd57dwm3lcXWKW+SPjUINfgcN8Jf3AHVRmBWO7umj7NpxBs+4dGqeNJNsq4Z+aAYelmckAfT3wmA3caO0R8TFabjmyf+U42dOgu6nOi+Nywf2ohaTz+NsDzbN/Ip12w9wYPdW5s6fj8PVGgb/CwHU11KBq+EeYpPDWb3fkdZhAfQIiyXHSR+VM8cIIFEIZPipceq4xogA2mXCJVMLIm7XjG3lyQWQG+lh+iyauYDtew+JTPsd3yzfRnTBE6olASRBwi/ADwXQEOKMlmPiEcpxkVdv13bRVXkNHT1tkhVdCXK0lt7A19VaVLCWqF06QniIPXOmLWDrjo3MnDmD/XaplKSYsVM/XVRC3SSorsEud+ybnnZ1yd9dH6PKfoc0zI/NxflGo3xOUryIg02G7H11uG78Hg8hqF4XjBZAHVcMWa4ZKywwSF2qJesNQumR97orkG+/kvPxI5VkY4YV23XT5DZLVFuP7d2RKlw2bypUfxWut+WtU+zWbSWgfIz8kXUhoaZpw42yJzQWJGOlr8eDVtnQ2h30t57kuqzVKHDLZT/HvQuEGOrloeMOtvhUyN1fWTzroSDFC71z1lwpFj+oqwoXGzP8rlXQ3V6K3andXJH1CLTfw/qcOi7+t2j+wXSxGuyFzfxH2eyZSIMyCzelmXLI5QZOh8djkiDqPuGWZf0d2qlKtTmMEQE02FSItZE6AXcaGOipxl3nAGYujqyet4jNO7awYOZEthqH09A5qhtJwi/D016u+Bui55sr0mw7XodWElKuvCfw0wRQeTI71xlwT37RxTWzzZz0vEOqjwbHTIPJzs4WvEGQnTGmTlE0lf3nAqgh24sTu8wp6n6M064FXEpSTKB+FHWGmbsdxrRMXhZATcVp7Jv9KfuslALomAehTmfZaxhEV79I7Ik2nDrrQGmuN1s2mmB4WQsDl2hlHK/gqq2OdeQtyjIlASRBws/HKAE00El6pDNeWTXyO+Gas3AMS+bAKX1SK1rpKMvg0qWjpBQpK4OWYmx8Arlb1UFVujOnD9lS2FTLvZxbXI0SZcKJ/bhdraCxLISTq/S5X30X1blHSWgfqZH6c9zY7/tA/rdMAKkG3RPlzlmsryjiECHi4HJXVEOtVzm43pxRZd0rj9ECaPCmDd8c9JJPiK6K12WdjhcPEmzRVXZXyHvGro7Ypa0qjBPf6ZIvbKY2/yjxNdVEh7oTllPP86cD+GsswC9fVKhPkti/wZYq5XPDeFaJ26HT2CaVUBBhyfmzftQ8E2Ys8Ob40ZDhsvye13G2Wip6Qu5aLWKb9+gZFa8e6rO9ubDfluyaVuT68fkT4i10MHK8Rk2ePwfXmFH0JB/zbRr4ZBXQPmpO+DCeJAub2VCpvKQggJ1ut+V/ygTQef9c0pwPoR6tEINpBrMxy3w5oBEB9LzlEZY6qjiItN7b9QQHtRXYJjyg4N4dbiRHonHieyziiugdJXgl/EK8GCAvxhqNc77UVCez75sL3B71aX5yD1Bjsh7Tpk2Tc+0lX6rrS4mwDOSx8r4czQWYeQbzIDcMFaVfGedrhpDpdnz4euGKs2QOdxE2Yvm90u9Ba6paxs7SbnoQhpVVAM7OAWSJ1olsAlmakwkWvpk0PIrF0OIKHaJVE3RiO9/Iwt56StHibEzm8B4DPH0TR4SYDNU3OOkYw6MbzqxVxkfG7e4KeSdBgoT/DB1keQYSmV4kHxJ5UpTOBWX+1YhRlAalcXqsXCDcvlXhcrqs2ijCbLEWsgGaynQbVL6dxoKVm4lTDj3I0N9YRECAO3erRf6XCSuHI/IwT3reFRVXD7d8PHD1vk770368Tinet04nmNbeZ/SKSt/g0DK5m3q0smovjWenXYri79cEzwZysdvnM1zRpputkP+maTu0uV3ZTm9zGRb7Fb99m+114aOTa7bOeEbeoXegi6uORxU287jFgKg7G+9Fc2KD8D/jK4xSlKVgUTg7nWTPDqEAo8VCOMn+LItny+qFLNm4l1RlJJ5kCqEaIh+Uk6O3uXw4Dl+pBitdX11Eac5V2FDG6TMwTGmEuluo7VvNzHmL5ZO4q646sGW50o/gqgvOlDfdQu9bIx7KAimOYKcQTKMRraUIV+a3snWAgeZS7M6slLsd8swRPlpJMrDFN71A3jMpajISjT1JeqhYvVd3y5/9q8X7vpnLyaAR+w521hMTYCMfCpbwd0JrKc4a2+Tfxvr62J65nzkEJkGCBAk/Fz3E2nqMbSz9LDyj9FYW127lMTIdWgKiai28dpWM/CL50MsvQxdRtp7Dq2MlKPDieQcR9j6M2tzlZ2KQe0nJZD8qf8Un4L/ZkASQBAkS/hejl8rKUZv+/Gw8p729hba2l6emvul4RkvLEzo7x/aa/zz0iG8zpo9cgsCLFzK7/C0zvJ/S3NxMd7ck2V9lSAJIggQJEiRIkPDGQRJAEiRIkCBBgoQ3DpIAkiBBggQJEiS8cfgZAqgZp4NLWLJkCedcUmmTb83RT1GiPXvXCfc1KhglKJdENl/l4FKFXxktkmtlyzxItL/IOqXbkl3niMgbmWLWeC8Ka99QmrqVex90FuF8Tpc4+c6KveSH+xBxp5KiCJ3hcOXcegTvbMUUvv72OkJcNLkmf0aJxnuYnN8l97vlyEWypNl+EiT8IjwbrMFuvzLfqXrypLuX2nvRXPhe4XbQW7HDWFtOIHtUVrJE5SBuN6rlbkOovuHKQRWZ//VctEyVr9CsTTJWhHlQjxulrQx0P8FTVfmeJZfIHRjZD0W2p0263X7FPRGH5q4B2koz0D+k8O+Vq5hz0ZYbJOKwSsThAC4vxeFVRGWqNTvWL0Fl/2luKGeLt9ywl/+mY2aBPB61eKU9LxiTqLGrVge7W/BSU9hAIzCXwedPqboZyMlNwm3pMk4rz6wojdNn0yqZv+2YBdxmJNge8oIN2SK7t3k/ztcVkXgUcUlh62Nm5IpIPO1sIMhQUZ4u04+W+3mV0dv6GKdzCrvoRSnOp+guvYLG4Q0s+W4tmqPOrHja2UhShCs3xuyR1M1tbw3WrxBhbDuO361anmQ4svq7bxV2ETzskqn0C623vTGLK1JeKSA7JyzYWGGzb3Uj5W7dpVe5dEQRh0vKeBVHqLFquSzM3dhG3xuzHcw/EvKz9iJ8yJGt0ByN4gjWrVrBrvMm8nP9XrxowvGAwiZLzrtS195Pf8ND7C9ulbvtclWexaaELFxPne3ye+tFWSDTE4UJQk+sFc+vVcEkUaEnXjwMlPvZr2VP0dijBXmS5cTalcvkeiJSebhguLYiDudd0mgTxUF75W2MjyjcXG6O7Ekmw08TQM/q8D26lHPBD2lpeYDniQt4Z9ZQnuXJiROqXC2opbb0HpdObcQxuYzn1QFs3uJMcUuL8H8VjXlHSKmqxNXIBM+EXJpaakn3NEJLN4h6YdPn3bWE+JlwYfN5IsuUoqglm1MLv2KmahA9zzq5YqGJZcID+dbmLfJw68gL0WTdd1rcalbsfV9+w5Jde/TwCU6lVTb1vr+JKCM9jNzSqG6u54aPIZpGEdT+LXMGJUh4Q1EVq8lWu6si71UQprGKi4H3CHC4iG18vnArxGznAryv5WCqZUViXimF2YGYm1pRNLTlxfN20i21MQ66SuOTVjq7+xmsSeTQQTsKRX7OCDTA1DuV2opsDPedIb1Cls87GRzeKFVUHA892X86mHIRhyijPdgmlpIWZottgiwOSajOMaWgsxCLSxbE3H3Eg6tuXFLV4v6rPM9XNNJ0Hb24WVjJnXgXTNWiaHyWg+bcvYTm5WF/VB2n9CKe8YKBxlzMts1mrnqs8mEFamI0+e5iKBUt5YSdP4xzZhFudlp4pBXQ1JCPwe5lhBU0EH7uGJevFAlbtdHdO3IURnf5dc6bWpNdWEVhpo+w2UVu3Yxg/2FZOV5DuocGJoE3KbnuzHntcPGeYpx2zsR+9HkcryDKUy9zzu+m+L0ZaM/U4HZ/PSH21rhF3aay/Apau78nVb5zwlMehmuwYOGmMbswdxYlctjIngdl1dxLcUBdy4QHtV20ijqo8VE6WltO4XFbFsAL+utuort2BsuNR28zIOJw9TLnDWOpainF//xavG43EOpgjWukLA5X0d6tQkp5IwGH9uB057Hi2/SNOqbkH4pB7ngeY/7yvSQVjRIPzx5xed1+0bgoIMpMB0PHKxQl6rDR+oqIfyWROhtQDcwnM8QcE9er1LYU4XhqM8qtAOW4H2eOtnUyj1tK8Di7Ac/UexhaGhN/p5SKgnh0TuznStl9TBbtwCevGD/ZYbRCtPcMGab1NqpHzMmqrCI71Bh1Q2ce3/Bk82VZHPKw26JHTNFjbkRcxiImT7iloDbbmPvKx2X4aQKoOp61e+0ZEl/t7VU01rVxNcAIfZ8c+X4gsrNWckJcsbGJ40llAMvmHMLOxwcfH31UdrnR2iMEkIklIZkVIiM/pSTFGT0TJ6qETZsKU7DU0OJGgi1n7bKQ6xOZADpgiZP5cbzvVg0LIMVvH6Qu34ujq7Yz1OkktCBuu1fhdz0DOwcPcmUqZ1AUuL5WaOgY4xuUORx/CRIk/C3o4palGpfiRpVmNON36jAWXi6oG+vi4xGIT2iM/GiFYbQ9xPjQQY5rWuEdFE52eRtV0WrsMfcmRlZWxF7jcWsvDVeMWTjvGA4yt/QCnj0fqQryHVazxzaRcNm91Dx6BhSNn/6mRyRE6qO2N4THvdVEeXng4uyBu4MjXoHJvA6Ha3eV3cDW9BJ29rdoLw9m9SEf2kSr+I67FkbBWfT1tnHF3xKdA6v4zjxN+ZQCRb6H2ON6X5TF/eTZbWan10gvxPOndXicPEbwtUSOrt6Dpo0zPuEJ3BcV+Q/xgifFV7DQtyLYZi+7LYOJktk6PpP6jn6aHsZipm+Pt483tpeMyP7BkQ+vHgbba7mRaMXpjXaUDLaSGeOH3WVXvDzccbHzo7Qbeh8no777CMcvnf0rx1A8pyE3DmMTZwqeiBrv+QAPEpwxcwuisUfogd4mEt3N0Du0gvV2Y3s6UkyWcso+jlBhR99r4rsMtpEli4PNqDiUpLNj0U4MXTzwiUqhuOHV6P/projh/LZ9HNLSHCuA6q6w86gdFV09lKZ5YWbnTe1wlLu5a6fJef8b+OutQdspiiDx2yNzFJuVKvCCSN1FqDrGECzuBWeN3bK0u0EIGHUd0m6EyrVHi6jzCyIvY+IeRcvQwrquEnxsnfHw8MLV2g7/uJvyjSxlJ+rfuyrKod0W3KhRlD+yfZqSoo24sCtgzCagP00AFQQw7Zyv8kKJwe4xuzvLRElRoheWdkHUlwSw5Mtt6FtbY219jpWLz3OvTggg1X2sWbedw0cOsHP3PuyD7yE7pPlmwEVMnO/S3VOF7antxMpiqBRA13NTsbe1xVd/RAC1PErmzMndeFwZ2UmtI9+RIycjaB5oJcFeHRuZX+G5s+YeYV7WWFlYoXVEHc/YfMV5LhIkSPgF6OFhsh+m530pFhWiAo2kWhlhdTmT3OvO7Ny5ER0jKwwMtNB38qR6qNzsaRIVUQC2NjaYm5tg7hFApNVuFu88i60oKzTUT2ITmSkaRFewEXn+snDT1jlPbPHILjdpWpNYeMhKfu/s6d0E3VU0a/rq8gn0dMDezpBbBWX4ezqKd4h8b2aKs3/EmCGkVxXthUlYWxjhGizie8WRaRoxcvfisAuoeaZSnReDobEb6UE6bLEZK4DaHyayR2UZe4+c5czmL9nqMSSA6ogXgtTW5S6tHVXEhQnhImxnYmqATUgSL9ezz5+V4HZCm6CEEm44rmPh7kty/xfVjmKfcI/HWQGo61tiY30ZK73zpLziJ2HIMNBSQUKwCzam50gpaCYt3BVDUyusLa2xd3SkoLIcLz1t3NPv4G754wKovzMf55MGRFypkDfQB9qqcDE8jM+1annP3OPbIRhZ+XHd7zzbHccKIN+jf2HNSSthM2tOHN8qj0O6LA4mI3F4UFJORJCn3NbGJnrYRV7npT2B//ej6xFO6hpCtGVja/mSAHoUxaKLHrT2DFKb7Y3hZRsq5GbrpfhKIGbnvcitqsZ89yfsOK/47acvHEG5abxsvAyH3e+w+Yzi3snTe7g6rEyqCLighWdIAZ0F/sPaozLVSogpH7nglKPpPvb29tgIG1qZGOIWeZUnwmbPelrIivUQ31uV4BxF129ffQGh3o5C+OqNxEHgpwmg2mQ277IduynUs15uBJli6HlbeSZQL3cCRSKzTqSlavRRGD2EnZiFfaYQQHpamLiEExuqz/ZFZ8hqkLXe8tn3p3/j7Y8nyndq/Oidf2Wl7hU6lAIov6GGuCBjTm3cKxdA/SIx22gc4KLfNbqGtwqvxnf7PP7w3ufyMMa9/1t+v0iH+pFTVkXGbiMvwhstU2vuSmNgEiT8fLx4RlGCDaePWHKzokN+OCe91YToq3HJIpaG3uc8lg2RGJjxqOUp3VW3sbTQ5nr5qPz29CkDz5/LW2QeNhcxUt3Efts0eS9yU7YbJ20CaO56yrPBQfkOujUhhzkYNNJmS9eZimpMi/ze47CT7POU72E8jGTz9Wg7+HDG0Jb7DT0M1OVgYKJP9P3Xo/+3+/FdIYI0uZrux8a9HjSLcvWmiw4mYTdJNlrO7//4EeM//iP/9ufPMUodGdd7/myQ6kLZcT+5hGnOQS2hRTauhbf6ObTt0xg+3FzYdUCUi91l1zC9bE1Ozah9atpuo7N5H25pFciOocoRAuiw213RtIWGK9YcuBxN6uUdqIbLevEHaQg7xXL70QMKrzYeuW+Wnx1nbaop0kMLz/qaCLA8haaZAQunfMrnE8bz3ju/Y/YxB/nuzsN4konahoP4XK9CJE05mh7Fo7fLnIeyFrzIF1Eac3nrnY8Z/+Ef+N0nM7C5NrKHUPC5SZhdaRc2U8Rhn0O6qJwvEaWMQ6CIg1lKtVBVA/J80PkwHh1bV4qbRsXhH4C2bAe+/Ez8pomf86d3/sDCc940DRmg8Rr7D9tQ0tXNo2RPzO38qet5QVmqLacOmpJR1k5v5xMcz8zDJ6dLvhnkVav1GKQquwxFGvQ4MRGHLFGOiMscx02oxgmbddzHct9hrMPzFceS1CbJtUejsMz9MFvMPGIY+jQdtz3ZoedDU+8gvSXJHNO/TM7jEZFWHXWePa6KI0uGcM16PfpDcRD4iZOgW0nW+47tOlEig0Wgo7KKo07Z8hPgVU8cwSf6KleTojh2cjuBt+vFmwNY850OCfLzt3xQW24pEsqoIbCnXVxzNuKstid3AzRZ5zEyoW+guwyHU6eIz7kiF0AP2vtozo9gy7RxnArOIU5tFd+s0yFaHrZg7j2KUv3ZZhokV6MKtJGstg+La8UEXDrDYWNPrmRnEe1nhLahHaWtSm8SJEj4yWjOMGLhxGMEKfPew8oaInT2svOwFUni+nbOPeoe3UbT6jKhiVdIjfLC2t6SopZuah7U0N1ShIm1CR4RSWSmxeLr60JeZhybtR3l4UW7a2EWmEJJii0qep5ytxS387jd7aWzqZHGxk567rqyTs9ffi/IdAd2KaUk+Ruj7hwmd3PS3kxcZh7q5y5gG5FIUoQnaroaiiM2XlU03kPd1JSguFRSo32wtjOj8EkRNsu3YxYSivZedXyyKod3FG5KNVL2AD2lva6BJmHfhut2bJLZLMmZvUu1yGyuwu/8HvafcyBV9m3yHtBQlCEqCVPiUq9yI94f95BIKtu7qBbfpq3hJhe/24qGl6yMzybnYTkd90LYoO0qv450Oo9peDYFkcZsOmstD9NRdaniaIlXGKWJFuwy8ZH/Bh/tVXhlVuNuqo6GczBXriSjrbqdmAJFpTnQUjnSA/Sik8cFdbTVXOH4XBUMwhLlYeQWCRE08JzydEtOGKX9YDShPk5D2QM0SGt1Pc3tvZSlWLHPMkT+vK8yDh6yODgp43BhGzHxMezUNCP9egbXYzxxCU+m/hUZquirfzDcA/TsaTvVRQ308ZjAXfvR9InG8eIFzL3vUJdjwbzPDhIgfqfstz6sbOB6qBnqLoo05ay9kahHAzyprONJVx/50SacsAuX3/PQXotvxkPMd+zgtKU/N4Tb3QfFtPSU4LFuO7ohcVicUsM+qoCeoTg8vsae/efwT79GjK8FZ02txXdxYqmaizzMYIu9WCcVczXIiHP2ijNLXbRkcVD+MIGfKIBkKMflyBGOCGp7pdLWK9NtA1RmhaB3TrifuYhnprJvqe0uhkcVfmX0vSlaKgMtZKVeIa+8RZ6R2yvv4ORojrN5AOWjemp4NsDDmzHE3rxFeOAV6oS6k60gS/fxITb3IWGGR4fDlVNDFzvnGHLLa+VKchjlyZglldNbk4ezyQW537O6lmRWSLvJSpDwS1AcazAm71nH5BFjO3J96qKu/By+zqIkdC+eEg0cM67LV2Q+xmmTtvwssMa8SAwvKvwmKU+Jb8r2lD+vftmfR039DPa2D4erH3ybp8/7yAsJwifkOh3Pn3InWF9+T9f3Gp39z+msvoebkcK/Z7aiQpadtaR5XripGRCR92pX0jLU3QpAS8T3jJbp8CrWjrwQ+W8y9Rk7VNVVnILXVVkp3sNNd2/8E+/Q2dtBrNJmDqLQ726tI8xKcS3jGS0TrpZ2U53hhurpI5wzuMzNKllZWIndJj2ulWfjoDfi/6K1H8XiW1RdcZRfaziEUSWa3v0d9cPhHncbez7Wq4j+jgbCrBXxNY5Q9Ba2FKVhpSXcTp7F8drIAS2yoZPsK5Hk1fby/FkpNt8bcWPIr9IuMjvIeoca7sUMrz4ejY6CWHwyZAepdXLdxoXAjAL6Rbgpntry540iFI39luL0kThcVcSh6ootp04c4YKpaBi8QqMUgx11XLsSR1FjP72t+dgesEG+bq3qCudOn0DbxotHLVCWZDpsJxmtEx+Jar+cEDsN+bXrDZm92knWsyUkv0IeboyL5rDfrroCPI1Hnr9g4kRuTS8vypPk1/pOIUKwC0HWdh/b/dbyOFRdteeMsNkRbWuuyiIhkO6seF7bK02uU0aH63Jt9DyknyWAJEiQIOGXoJ0Il1BGOp5/Lp5SnHOTm3cL5cMxEoYwwP3MG9wtKBvb+PtZaCXMJYw25ZUEBZ4/f0KYW6RIub8U/dxNu0J+WbVy4c6vA309tUT5xQt590vRR1ZcMg9rf/myzP5eEQffvyUOI5AEkAQJEv4XQ7TCuv6WFu0LBgb6BZXzDyQo8YL+/j4GB3+5/JGJy66u12CJ3P92/K12eU5fXx9Pn/4t3+bVw4sXg3/j+WbP6e3t49mzoQHdn4+/PQ4jeLMF0NNuKvKLeCwdsihBggQJEiS8UXijBdBA7U0ua1uS/Kj1V9VNKUGCBAkSJEj4z/FGC6DO5sc8fFTC8OIxCRIkSJAgQcIbgZ8ogJ7R1Xgb1RWTmDZtIt+reVLe8pTBvkbSXM7z3awpTJm1kIPO6bT1PoXaMFZ+tYSge7IF+8+4Y7uHxSqOlLXeQX3NYiZPmcq0SbPYqRtEZZopf/hgnHz/nmnT1uJ68zF3fC6x96gTJR3P6Ki7g4O6IfktvTTGmjFe5m/KBDZecKNUxEERvT6uOe7ghGMWIyODTynJ8GL/4ski3Akct79Jd+djfC87EHWzjMr8CI4smciUKVMYv9uYKtmuUx33MdmyHe0Y2QqLXu74XsYh6iZ9smHcnkoCtPczR7z/8w//xAefy8Jdi/PNSu6nOLBzoex6GvMv+sh3TOVJBicOOlA9ahfbjhRt3vpwvPK3biDoQS1XnE7w9ScTmCrcJs5eyDmvuwzIh0df0PAgAU2N8/I9FeShdJfieHgfZ71u8/xFPw+i3XHwS6a1v48HqUNxGM9Fn0J62oVfYweSCxp48eIZpddcOa1lQemTl8a1+1oIM9jEh58r9mFatPwE8cWdPH3gx5dfTVfGdTl64Xn0DQ3bPsnk1OI5TJoqvuPEOewzi6ZetirwxVMeJlhwTMeJ+p6h+RqytCO++6opirAmLEA96B594hf1dZQTpLmFmTOmMmnpZkyjc+kd3ttJgoRfiqd0ZnqxdOFs5i0X+exu198wSVjCaDxtr8D93AYmTPyc3WY3lHvASfjbMUhbshVTpk9jqcoxkgt7h7c9eL3xjO6WWxh+e4n0trHzALse30V/32KmTBO64qij0A6DVF/z5PvvZjF55lyOuFynt6eTWLO1ou6YzMrdGmSWy2oOBTruR7Jvw3ymTZ3M5x/8hVn7LUX9JjSHqO/qs3w4Y+VHbdsANbnRHF77hQhjPJf8K0ZphJ8qgPpLsNy5GqtM2WZizSSYmRKaXcvDNAdOXjCjsGmAgY4abC7uwDr0AQPVAcxZdACnCNkmWhVY7jrEqZNWPFJubijb24emHFTP6hLhfIyp+hmK98jwvJ9s77NM+2YrAbfKaKnOxvLUJXJLrrBnthq5siXzPVWEmV8mpkCxuVlnUTjnLF3xPHaG1KE9fnpyOLVuM2EPZVvAVuF1QpNrJZW4mVoSkhKF6qYN+Ch3/HwUdYgVB8Nob89De8s6Zu3U5XFvD9lupliGZCBf8T8KSVZbME1TzGLvbbzKyS17SHik2LQh1fF79umk0N18lb1bLakaJYDahQBaaHlLeSUw2E6ytyWXA3LkBUnd/TC0D2mS1yK+4WAPSb5nuXDUEPfkO/TKckNXMVaHtzBl7TnKunq5F+qApXsctTXXOPn9buLlcSjH9ZgOWSXCr5Ylcfl1DIhCy9dNG/39anjljV0GSO8TApy1ME9WbOladdULtdOWFGe5M00tVO72AzRfY/82SyqeikjVZXLkqD6pFS30N93HydkIsz2nCShVrp/oeIDOzlWYX1cuRa66xp5vD5Le2UqykzqnrCLpFIqvrTydk4dOkpBfLw1HSvjbMFguGgrncbtazsMYO9RVfaiW5k//XVCd48HZPQ6UNdxFbe5BUqXpk38fDNxHb9UxokoauOZkioFtIi2vvWp/IerBYkKNjjDr998T1zo2sTxIsETT4gqdNOC6fS6utypwMbYkNKuSJ4+von/4ADduZ6IRINMHbaRaXcbJ5yYvJ7mn3Q3iHaewDyuQ3+ttfojT4SXMPniZ6idd5F0NJvRuvbhzm4vTtFEc2azATxNA5VEsPewyvOlTT08z7S0dpPnqoRuYL9pbMvSTH+GO9eUomsoDWL3chKC4SKrLhPrSd8X5ZQHUnMvFc/pECgH02y/XKtb+63hR/KSV7DBLVE9ooOoaT01phkIA1dXgcnYrO49ewDH47qjlid3csDMUQiWT/GhtdL0eyrcqJ9+ORecSFH8LdHbW092kFECul1hwKmyUIQvRX36K7BohgM5Y4mV/DtOYwp8kgDqyLVirnTbcEmp9nI7xPmMKxAf8gQBKvMjbMzcofqueP487mscIoPqCKHSPqpMrdF1/l6w36jhX78ajoe9HZdegQgAJUeNqcRrN0IJhAVR53ZI1o+LQ0VFPT+OIAKoviMfsrAl3s704phM3dmnnSwKop+4+9qanSQlzYPyCNYq4qtuSUfZkpEUyWgDVZ3HsmAFpFc1UZIVgruPIg0wHjhlekZ803X3bhVXnPWmTbxusQM3tVEprS7CyMCfsVo1S8LSQoKeHQ3IBo0wmQcLPR+MtTmvZcLOyjcYHSVgZ6vCabAT9ykO2F9TBy9kMiJI17uwiHF6fjaBfbTxOYuMpR2p7+im/4omJnTvVr8hGiL8cL+ior6KoIBHDxeokvySAWkqv4aCrxekjF7C0D6KsvYOC6+GYXDjH6VO68rO9mpW7PueFaXLwkAaxNxuUemMETQUx6GpbUqJcF38nTJdLp46xw9iL6jbF/Jaeyiys9HZwTiOdkT26f6oA+gVngamsMSAg1p9EP1fMk1JGBNDi2XwxeQrTvviKjRc8eRSnzacHnOW7NGbnldLR1y0XQMYOyYRZXsLnWrJCALWJ+r/2gfB3FT+Ts6yYdpCYqhb66vO4bGZM6sMW2qtz5JtLZdWJ6GQaMm10z5IMPUoBZH2SyVpJSkcZqrHaspv0EoUASsu/h7uhKi6W/7UAanupV6e99iaWJzXIKfkRAZSsybQT7orfeq+c7r5Wkm0OMPn9z5gybRpfzpuPQaAQcOJ95VFnOSVKl76nXSSaqGB9Q5TgSgEUd+cB7loncXNVCKCKeB0WjO5ZkmHIrxBA192OYBxSwsBgO4Fq3+JZoPQjw0sCqL+xCEfLi8QGWDN5n4kirjmFNHb2j/TMyATQ1zP4QjYENuFrVLSDqGzrJMHxJHaxFQwOtuJ5fjnBxTKv1my3jOWpsEN9TihH1k3jq5lz8L/2ED1h38jhTeq6uGatjWXsPUkASfjbUH2dPfp23KvupKX4ClYmZ5A3ACX8zSgIUWOHh2JDwWt60zDOkv8p4W/Fo0gWXvSgvfcpNVmeGNhelm/69+vAI6x+IIBe8CDciGMmAVzPTsP+9EYCM0txsjLhclAi6Qn+mOlc4o4y37ZU5ZPoa4RVUAKtQy19JWINF6ERUq4Y5m5M5sQRB7Ku+nHKckQAPe1q4uG9O3gbbv0FO0G33uTUNjWyZONr9NNU+pDix03cibZB2zKG5v7nPB9sI97BABunG3RWy84CcyI0zZvzKy+Q8DDjhz1AQ8g0GCtUZENgMgHkkkWPbBhp/1EuHpL1AD3hgRANCpH3jPKQs+wW78qJ1mb+B0PzaqYybvpSNH2z6KqPZfc2Mx52yPRiD9X371FV80ghgCKdhTgxIF9+2IioeusCOLjYhnLZEJgQQBkVDeRedWTX0vUYBPznAqi7LISDB+0oUZ6RUpppy4W9ftT97CGw++gvPURo7hMGejI5+OVXyt8k4xdMW2NIWeuIqCm95caO7zaj5xxHdZGIwwFbHsnj0E3lvXyqqx8o/GZ6sPxPnw2HNWXaFJYf8aRmSEa/JICeFKZjqnWWOyk/cQhMid66UJa+8+nweyZPm8Em1SAaShNYq3Ka6w1DfXE9RJycjMW1WgKtjXGIzmFA2GiwuxiH49oEZVf8Ssa+JfzD0F2I+VlDYkQ+qcgIxFjLidHHkUn45ajMdOScajhNfZXYb9xBxKu/yfbrgY5bnNumx+3mNnJDHTGzj+QffBTY3xE/LoCSrXegF/tYLlyqQo+zVM0JQxND0kraedZZh6vVeewT7/HgsaL7tuW2L2etvahpH9UHNJDB2dmGDLXpG5P15PXPpM/e53fv/Jldjjdpa6qmpk2hOX7hWWBd3PU7zvfbtLC21uSgyg7MIx/SUnEdC/Uj6BiYYioifkBdgyvFInC5APLmZqY7e87bUFKe958KoD8tPyHClZ0cb03yg4YRASRup5ssY95yIYCK7qK1bS/Hra2EPyMunDiAZ/o9Qkz18L2vECMyYdR4J1qIMg+KnzQQoLOJg0f0hf/zbF+zn7CsewoBlJFHjPURTlzQk7/zxPEtmCSWCYWiFEBVrXRX3+TC8q854vSfC6Cn/bX46u3lnIahPKzDp/biITsSRCaAvt2OlpUsvuK3hV6nIuICH60+rbgWvF5cP2YI7PENPw7vOIGbpQEH/TLl4SvQQbzOEcyTbgwLoN6mIgw2fc1u4ziaumrx0FDh6AkDEe4Ztq87QezN28KvPhYnDnMyceTU/Gd9tXhpnMEvX7n3q0wAme5l1SFNeZwMzp3H0uMO7ffc+WLNweG4RmSXMzBkhx8IoF7y7LVRTx85tLKvpRhn7UtEFdeSE2jMOW1Z2pGFdZ7j20+TXjlA1U1/Lp49jZm5Jbo6ahwydqCsaWw3qQQJPx9t3Lqsw+7Tumie3I+Je558OFbC346Ox1cx2L6P8+qH2aLiyGtwGPxrgiauXDrJDlVdLhw+iUvso+HpG68/Rgugboqv3KGooYPiBFt2HjqKsagXTpzaRXhmIX5W6hzX0MTY1JCz+vrk3rnBafUz8rrDxEANp9gMWjuqyIrMU0zleOTNiuMhP9gVuj03SNED9KSbO7G2HL+oLg/D0ODCLzgNXo5mrvr44CMYmfGQHvlSpac0l94mKki4B4ZyY+iU0Z5KMrIr6Wyt4m5hGZ3dbZTcLaJzoJm7NwtpH71zafMDeZhDzCpto/lxIQWlzfKxvp6Gh1wXQkd2AmxPZfawP1kcOntEuHdEuIqQFBAV+p2CIpq7Buh+UkSi0n9Sfr1sthSlDwupaupioKeBjEjle68UKoZ3BlvJzymkqVu8TOb3TjY5JU2KU69Hoa4og4cNQyLuhXhPGWnhirAi7lYrnPsbyY4NH46vT/JdmstujVwL3q3qpL68kOLKFrkKHuxu4da1aJITs3ncPTb5d1Xf43phJUX5hdTKZtM/6+Nx/i3xW2vlPSjtdfeJU4Z7pUiI0Kcdwm8uGSKsptFnrb14Rl1ZHnnVyirhWT+VuSnDcQqLzkT+09rKiAoLGnZPvVfN8AIt8dtuisTaPRxuH+XZ+YyZZiELtySfh8oT/Yqv+Q2HlTE0QZoBqnNSCPAT7hFJPKx77Qe9JbwqaCsnJiKY0JgkqiT18/fD015RLibJ8/F1WWNXwt8PTwoJDPAjMiVjzNlvrz86KUq7R718J/deMqxdiCisYKCrmZuJijohOKtc4VPUc3Fhwk3oiQylnmh6EC/3E5qUQV3HIP0dFXidV5wFhqjj42V1+0sYlGuPcrlO6Wur5Uac4j1Xi8eehP4zBJAECRIkSJAgQcIvRQ9ZVzJ53PDLT5/r76smLjLr73IuoCSAJEiQIEGCBAlvHCQBJEGCBAkSJEh44yAJIAkSJEiQIEHCG4efJoCe9dLY0EZPVwsN4v+y+c8vng/Q1lAn3GspKymhZJgVNDc3jLqupKVnkL6ORiqG3MrKFcdFDHRRXVmu9FdOQ1sPz1+8oKelVulWQnP3M3jaR1NdldKtlGplHJ53Nw/7q23plvaPkSDhH4znA93UVw/l6RIqahpHHW/ynL72RirLxL2yCho7Fet8X/S2yP1W1TfTL1sN8OI5XU9qFPm6tXdk/6lReN7fSVNbJ89Epn8+KMqnmgpFGE8Uqwif9bRSWV5KSXmVfEHErwHPnw7QXKOwa3376A39ZSZ7ypNaZVnY2iO32dO+DmqrZG6lw3un9LfXU14qvkt13Q/OQHzW20pVxVibdTUp7Pq4oVW+CvTFs0Fa6yvlbiX1v5qNauT7xJQKu5RU1sj34hmN/g5hM1maFXVbg6hnZEm0p6VaYYPqJvpF+u5qGqqfBEvLRL01NgzxBjqbWunsV7gP9rRRU1lCqagLhz6lbLKuLA6VNQ28FIXXBl3NSjvUNDM4vHpokLbaJ/S8VEE/H+yjsVphs8bO0YmxnyfVLWOOrHjxbID2thbl4qsRPBUaoEz53eTHcMnxnN62dto7FcdmvBDvaapVpOPK5rGzy3+aAGq6wu4tliSGXGDJsnPcqO4VgqYAyx1bMLQwYq+KCoumvse4OWtQUTmOj8Uh/nXCQvG3iuApwu/XkuV9lvnTF7FBuK3ZsJzdmtG05gUwff4Spb9D2MXeo73xIfZHd7FC5rZ6Fvt1Eqktu8mx3atY9N064W8X2vZxIpPXkax/lsUyf+sWsfGgNfeb/h7ToiRIkPBL0Vt9F+tLB0U+3cySr8bz1fpL5ChXTD7trMLL5CgqG9axdvM6jpoH0yQqgrumx/lmxSo2bT9PfH4rve3FOBzYyOIVC9lwyJual8+He9bDg1A9VC55iIKzj6qb4ZzZs5mNKqv47pgp5U3tZPqYsHWbCqs2b+S8Qyyyo/5edzTkRLF341zWq6zhlK4fVaN2jOh8dIUDG2axTmUtR9VdedTcxa1wS7Zu+pZN36/B1OsmjU/q8NbfI7f9rgPHCLhSRo+sNpdhsJ1sX1Nhs82s3ryBc/bRtAhBpXt6rfiWa9hxwIAbJR20lmegfWCzPA4zRVlfMHpb3dcV/c0kX1Zj3febWLZpC8ZBmXQPVyUDZFpuZ8HK1cIOx7APz6Wz9zFOZ7azRmU98zftITj7Mdle58V9WZ01h7/8fiqX746e5PuU5rIUVOcfxuN2pbzhf83PgO83LUdl20asA+/ypLkaZ6O9bPl+Hdv2nCIio+HvMsn3fyu6K7A4vIm1KuuYs3EfCfLt1/upuRfC/nEHSRizDxBU3QrmwI5lwm5LOXoxUbmKWLZizJbvv1Afc2RFc34kZ06dIrFo1JrvgWZS7NRZL77b8k3fYxRwA5lu72q+i/nWY5j6ZNPz4hm1d6M5v3ez0B6r+faQPkOL1WX4eQIoWof5s7bhkHyb1lYhgPafJEu5EjLLYRua8Q2KC9nmhgajNzfsI2vU3j7tNVkYHzpIRqoQQOd8Gb1Ku/OBO7u2eVEru+guI84vkcoSIYCMbMgqG5WoGhLY8a0RxbK/++q5HhorBNCvo6UnQcLrjudP+4k13YptWKk8z8sw2F5DamaWfFOyrtrbWGoeJ/FuKieWqXKnvZVkS0MsgjJ4XODL8V3OVLSXYLVuP+H1Y9qCtFVkY75tLnNPu1Pf1ESU00WckypENdNFTnwAheUPMFS1JL2kiZqcUAzVDSgYu/r1tcRN530c9y6QH0ORabQdvesjPTDFfkfY4Zgnqps+7lgfQDUoGzfTc7hcr2bwaSu+artxC/Rmt7odxaIiaroXj4mFnRAwympWNGiN1SxJLW6kNi8cw4t6PCi+T2C2bHlyI+GqpnimFHI78CyXlHEoSvH7deyw/SSTY3stKeru4mGcHXoW3tQOJdreUux2nMKnYGTHx/ZME3boXxHpWraNRyLXRt2rSdHkuFqUsNgIelrKiLBUZ/s3e3ETAmiwqRBrI3UC7jTQ11WNu+ZRIm/eJyLrIQNPO8nydMT2cvrYI4teA7Re0WKnyS2RMvqpzI4mo6SVlvIcAi3Ps/ZjIYheEkD1RRlcfSQTEHloTVPntrBnRWYiHlYnWD3+4igB1ErAidUs3nZirABqyeLkfksKOjopTHBA38yD6u424iy0OLJmH8YyAfRMaI/QIe1Ri+2WFYQoVtzL8fMEUKIl508bomofTHnFnf9UAP2Ptz9R7Aq89hK365rGCKAnFbGobzzP7etCAM1QnhK+dB++WZV0t5ahvvoDJk3bhktGqUIF1woBpDKXT8dPYtrsFWj63qVHtFi8T8zki2krUHe6zi9fVCdBgoS/NwYex3H8qC3lQ9tlvYTGwliMjzhSlOPD7NO+ouh7TnGMCTpukRTE6LHRKlsImqdc01uESeZI942sKzzV9RTa2hrsNfOnuqYK9wtfs2P7fuaJcmSz4y35kH3tvWhOrFjMsg2qJDwUFc1QT8drjDzPY2yzFK1cUdpFHP+SA8EjO7pVhZ3lO91U0X5uJ1FtPlutU3AzOotpfBF9g9UYfv8Nlq5eqBwx5k5TB4+zPTh0/AK3HyttK2xWlx/NyZVLWLbuAvEFCps97+sgTG8V3+0xkPuNuDiBbUfPs1TY+ivVYMWzrzuedlF5K4AtM+eycZ8R18taRvY8e5zOtm2rWTJlOtO+24lbRjV5divYrWnAWlm9tdeYQuVeZ3QWY6GqS6K8Uh/B0/5ummpycT9ogL8QQM9bHmGpo4rD1Qq62gvQ2rEU95uKZ2657GbJhkPE5XXIh9peJ9w2m83Wi0asktnlkI1o6Agp1NVOc9MtzH7kLDAZOotTOL3tGw6YZNEtyoCupmZauq6hNurQ0obkS+zVdMXQ5NJYASS+W9WtQLbPnsuGPYZck3+3ARrLC4ixvoyjvAdIhFmXg+P5Xcydtgq7hHyUB0DI8bMF0CXzdO6GmmEUHv7zeoA8jzP53U+ZPO0z/vT7zzC9Kh58+MMeoBFUE3hiOwu+Pkb6wxs/7AEaRhvXXS6x5INVeJaM2YpPggQJ/xD0EnVqPpeUu6WPgWjhVjwIQ32tNrdkvTJFAaMEkPF/KYA6c21ZvtaAEA8t1p/Q4crdAnR2TEEn/KF8zkC45iwcw5I5eEqPlPIWmgoi0LygSmbVazeg8AP0NpdhsV921MxqDm79muORI/aVbSrneFR2bwV7N33NHv8KGmUicMM0pk/bzKGTG3HIbKMo/AKLZ3/FtwvX8L2mKTk1it61Z5VXOXRaj6SyJzQ9jBI2O0/GKJuVxWhy1jUJ+30fscv2phBhkG06G52rr3+v+9OCYJbtM6ekp4eKK/ac1rWldPRR7E+e0Pj0Kd3lN3DycMZVdR6zjocgq/qKg09w0itb/PWUwkgLjhu70PCD+T8y1OCnFEAy1N3yZ//qaXz95Sb2n9mN992R3Trrb/mhd1k0HlpfGvp9xXFDfyrzVJPlnREFXjs5F1ykuPGjR2GMxRXD2ZhkDKWlkVPbn1bFsmnlaULi/Dl7YjeOaaUMKOcWPX0Yysr9ZhR1dlNxzYmzOtY8apZ9tzZSlQKoe6BLiKHjnPPNpY8mvA7PwyJjJB6/SAB1dj5E+/R2dq//JUNgVfgdPcPl4AI6fkQA9VdkERCZp+zR6SZSfTkmASk/FEDNBfj7XkPxxj5y7bZyJLBMfiVBgoR/IHpvcnaxHg+Ul8MYbCc/2geNEyZkNykric7MnzUE1pTtxZEjR9i7YSHjZy7CKCQLH9M9ogJRDBjEG4nywiOUE5oW3KrppK8mB10DNWJ+BcfBt5RkklIofkdvNY47VuI76hyK7sqbxOQLQdRXh9fBDTjnNVGQf5v7wgbPWoVI3LaVtEdVxN18QGdvH0UJruiZOFGpnBPaV5LMSS1zsqs76a+7h77BBaJSryiHwGRDOyYctY8j1mQNeqkKW963X8m5uNe/7707x5uNqq7U9T2lqzCOQ7qm3KtR9up0PCZe2KyjVyGArB1tibDYzk4fxYmaVTHqHHC6JhRkM9FW1rhF5MmPNfohRgmg/nZy792huKGbnupsdA4cJKOkXDkE9pwneWFoWdtR0vx6zYQu89zEnmDFmGh58DEOew314fy4ABoZAoObNivRTBka9BsRQF2P0jC4dJqDu1SYPXMqu60TaFOeTdWT64uKqjPV3YN0FydyVNeYnMeyHqIRAdTV30mk1WEMY8uERBXSxOF7DgWOnIb6ywSQcCqJOMm8mX9dAP3rF0OToFVwulIxZgisreQaxzdswt3diEnDk6BV0PO7QWNxNue2fKeYBK2ymgOXHCh9MHoStArnzDwpKSvF8cRWxSRolXVsOqRKVsWvYKajBAmvO0qCWXTcS57XFagg9FIoeSWpHJr3KVPnr2CzyLcHNa3Jqa6TT4KeKZ8EfYH4/JbhSdBLhidBd1OUnkJKWtFw5dJ6x4ejlv40tvdQkhHIySPbFWWDlTvltU2EWBxlvcpa1m3dyXmncBo6X6/K5MfQcC+GQzu/RWXtfFROhtEsGoj3YxJJFyLlSek1juwSZelaYbODnqJS6OJWrC17t61EZfVMztuJBmdXHd6WR9km7LJ58048U2vpp5SgS+E87mki1PI46zfLbLaDc45h1Fc+REc+CVqFHcfOEHa7isaCZFRP7pS77b2o/+uYBN1RjZP696xW2cTqbXswCEyjvechAZrR1HbX42N1jK3fb2TnoeO4p9yjvbYQUy3ZRH8Vdp44T+w9Ue91VGJvY4pfRhWKfpsO7gbHcS2/RjmUNUoADXRyLdSM3dtWo7JmAZpuRXR2Dk2C3sy2A0fFe3JHTcR+TdB0H+3zu+V22XVajfTiIXE8WgC1kukZTUZpk3wS9MEdy+X+D+uYUzTcRhkRQEPoq3+AnaViCKy/6z7BxokiT1fjemkra1Q2iu+2Gz3/VNrl4mhEAPU8f0phihs7Ni1io3jP2jN65NeNSNSfJoCGlsH3tNHS1iv/wM/7O6irbh4eW+9rb6BlaElBXyslJY949EjBho4B+rraaO1QLkt7Nkhz/WOetDyhqrJ82F9NcydPnz2no7Fy2K1OtkZQuQx+yK1KFHBCrDPQXjfsVtnYIS2DlyDhVYAo4B8/GX2uWy/RGsbc7e+irkqRX2Usr66ne+C5fBm8PF/XjV0GL3NTLIN/TllaKtFpGfKhFxl+uAxeUY7UdyhqjYHORirKxHt+bcvgqxW2UyyDf0ZRbCyx2Tn0ypbB1yjujVkGX/lIvvx37DL4R1Q8HloG30OEhon8NO0fs5lsGbwszIpa8W2evhheBi9ze/zk13NgVV9bDaWyOku5DP7F8y5CNM3ki2zky+CFzcqqauhQVniyZfByu9S1KIZkng/S1t5Kp6xikuMp94NDicsvlPc8yK5fXgZfXfGI0rKyUcvgFXEoE9+mq//1Gv4agmwZvMwulUIvPB2ukEcvgx/krocv8aWVymXwijRbM2aZZj9PHv/1ZfADXUKsG9sh65vsl20doPxuf20Z/LOBHuofK97zy5bBS5AgQcIvRitXr95X/v1L8JTKyhLBH5lT9EZjQIibYmpr/5Ylbk/Et5HJHwmj8eJFE9euFSqvfgn6ePiwiKYm6STesejl3r2HtLX9cvE8MFBPVtbIMNbfgt/09/dTUVEhUaJEiRIlSpT4xvA3HR0dpKenS5QoUaJEiRIlvjGUBJBEiRIlSpQo8Y2jUgAlE+Jqiaa6GmpqI7Tyiv7BA0OMDfPDKyjyR++lJ/hjpmeEf8xL7kkROJnq4xyUNNZ9iNG+GOjp4BkWh6+DOZfMXUlKTMDfyRorlwASU9NJjAvBykRXHj91E1sCE8RzynAvKuOtY2xHdFwykZ5Ww79FXeMSnpGy9yQR6WXPJfWLaBpaEBCVLH93YogvVrqKcI1NXImUhSuPVwJ+dqaKcC1diE5IVbpLlPhmMS0tFXcLfZEXtDGz9ZfnTS9bveE8pqGth3toItF+7uhoanBJ2wDvwNjh51Niw7Az0x72r2VsTVB0MrG+NuL6EgZWbkQlppCWmoy/ixnawo++hTuxaWkj8RB/B7tboCPu6Zm5iHwaj/dfiYOuMg5egTEjz7/CTEuLw8FYFzuvcFLEdaCDhfhNmhjZehKTlEqIi/Hw71S7eBH7gIThZ1OTk3Axk30bHSzcg0hNSyc5IRwXc300hF9bjwiShL8oHxe0NNTR1DHGLzhuzPtlTIvzw0zfhEB52Z0o4mAuf5+O0WUiY5JISYjD0VRhb0Nrrx88/6oxJTFGxHfEZu4R6cSF+mOiq4n6JVO8IhU2jPQ0E3ZS+DOx9yY+eSSMKB9rYTPFPaPLbuJbpON72URcawm/PsJvKkmiXrIz1pH7MbPzH35WxrSkeDxsZDbTFXVqqNwtOS5UxEsXDfVL2HtFyr9NpKejuL6Ilp4ZgWHxY8L4RzIhOhArYxM8Q2JIG+0e5CjqUQ30TJ0Ii5fVo/F4WhrIbSBzSxB5OTE6AhtDWZ7Xxyl4bD5MHmUzU1u/kXsJQVjqG+AbrbgOd7cVfjQwsHQlIkFRXw8x0ktmMxEHQxEHZV2uiIMWpk5+JKYMlR1JBDmaoi/SbOKo55UCKIkAO31OHdnPimkf8Pb4eWzbfwQD14hhj2MZi96uRaw46/Aj9wSD1Jn4x49Rdx9xS4qLxOzUNj771//BRr2/IpxczvLuH3/LYUt/zq6Zyn//j68w9vDn4sbZfLPlEqGJ0ajtWMLc775n35FdrFwzlyW7tfELsmP9hHeYvGw3R3au58vJk9mj64X94bn8/sOvUdl3hGMnTuIcJt4R4ciOhbOZs/Z75k//go3nbIlJ8ePIglnMXa0Id83CL1m/35JwWZwCjVgwaQZLVq9k0pTZnLIOGpMIJEp8U5jsacOSzz5m3sIVTJ60AgOPMFxNL8j35dm5ZBz//IfJqNm4cWz113yxSIUtK75mlcp5gmKVz0cHYa5zVu5/xeQ/8M60ddh4unJs0SyWbN7BkgXLOWzsQbi3EWvnzGDDiqV8/NkSjD1HCr2UsMtsmDWJtSu+Y8L4hVy0CvnxOKz5hgkLRRy++0bE4dxwHF5lhtse48+//T3fHrUixF2fxaLcWbZxKwvmreSklR9+ly/Jf+fuVV/xr//0Rw46jAgYP+OjfDVpNuvXrWPKrPVYB0XjrLOHb8W32rl8Bp/PPIybhyf7vp3KpKVb2Lj0a9bv0hQV18j740K8OLt+Fn/60+doegq3IBOWTP6SWSs28c3USezQcMHP5BhTJk5h9YZVzBg/EzP/kedfRcYEXebbyX9k9urtHDl6FFuvEC5uXcHXS9azY8Ui5m69SIAQ0SZbxvPbqSvk9tW0cCVWiBxFGAlY7vua301aKL+nYWIvGsRazPliBt9tVGH23FWoOgTjqbOTyZMXs37FXD78Yj5WgSNxiHDRZvXs+Wxat5ovZm3CKSIG24tbWbpoDduWTmPywlN4ebiydd4Epq7YwbpFos46aCAaAyNh/MMoGhw2p5by+z+O46CJJ8lD7vH+qK5exMKNO1i9aCnbNeyI8dJm2iczWLxiFRMnTOGkmRDTxzby9exlbFv9LVOXH8JjVD700t0lbLZI2GweH06Yi6WwWXy4Pxrbl/Du797hjItIkz7mrJk+nUWbd7FswTL267uQkKoMQ/g9uWAqUxZvYfH0b9h+3o5AO3W+GjdDpM9NfD1nDToeCq0R72/Bmql/4PczjxGmfL+MY4fAkuMx2jGPKavP4D+UMcRL1A8uZ8KEj5k6exsmfkHYnl7L+//y3/jv707ngJ4bTpeO8MW4T5kycxFaDt4kvSyAUkXrRHs7H/3Tf+f/+M1vWP9TBdBv/huLTliOCCD707z/l1lc8oglNT2Z6DBvXDwCiAtXCKBNekKwxXiwd/5njNuoh93hhXy+4MAYo6f76DP9oykccQgn1Ncd76BIkl2O86d3ZqHhEyMP199iG198PAcTWSJ2OMrb785B3z8GXw93ApQtBokS3zSmxYTj6eqBr7Uqk9/7GjW/KMW9aBd2f/0BX++2ICY+Fj9PF3xCY3FSW8m4Kd9h5fdSngk3Z96H77PxojvBVkf45K1FWEUFcHbdl8zbrovFkcWMm7EX9+goPFw9CY8Z6QEK0FzFB59twSk6Bm93L0IiUxT3YobiYK6Ig5ciDs4XVzFu8o/E4VVjlAObJ77Db/4fhQCyPbeAP761BNv4IFTXzeLLjZqK1my8H2dXT+ezb08ROVxJp6O/4X0+mnEIrzhnto7/kGUnLTi89EuWHzImKjoYZ1d/YoXNfDyc8Q+LwurEUsZ/JSrjYGVvvCzcDbP51//r/+SfhwSQ00lRLn6Dpr0LKnOmsvS0qOTCfHHx9CU2yIzF7/2WNbrhI7/hFWSYlypLJ8/DyFvxO2P8bflu3PusV7UlxEeVr96fgYaLC8e/+pDVl4J/8Hx6ehDnF3/B0pOuw27Ox7/irffW4SBsdnLpdL7ebsjlAwv4bMFhPCxP8+47U7gUMBKG9YF5TJ1/Et9AY+a+9zZ7jTzZNe9L1p6xIjoyEFf3QOJEWvd0cyIwPAKj/fMZP3cn3uF/ZaTkfyPTwoyZ+s//jd/8y1gBFOOsxtR356ITGIj+nnnMXH0Sf8Pd/Pufv8XE1ox5E75gk44ze776A3O36BAWa878tz/igJWyzBC0PbiAT+cfwt3yDO+9MxkNzxC0dwmx9X//X/z3f31LLoC8tdbz9j9PxyIhAoO9S/ly+QlCYpV5PjGOADcXfP39ObBgMksPmmByYAJvfbQNl3gvDs6eyLzDtsKfCHf7fP71v/0f/Mc3P0MApSVGorNzLpMW7cc7MgmjnRP5YNp32ASGcHzeu0w94iBaCdas3HgAEztz9i2YyIzNaoR4/1AA+dnpYHD2OF98+O8/WQBN+Pxz/vRv3/Dtt1/LBZD9+WX88aPduKenEh3sjZO9Hc5unkSHKATQogPG2BmIBP/VRFafd8X+8Cz+n3/6d9778GMmTNyBh/w9QVxaN5+//HYSS1TUcRICyE9dFu4uEa4iHgnRhsx7+3NOX5bF04OdX3wuPtAcVI4ZCjtIAkjiG8yYAC5sW8nXaw/iHirLC8k4nV/DB39ahH2ismASjPZ3Z+X4/4vPluzBQz70PMRETLd8zgdTj+Arrt0ufMsf/3Uudgmiot84g0+XHENr6xf88+efMGHSO3wydT2WISPDAW4nZ/H/fvoJX0x5l08mrUTPS5ZHk3G+sFYeB7sxcfBQxmH3S3F4tZiaEIz6tgUsOXSaVZ8qBFCAzREmfSQamLp6bJ37GZ9+d4GE5BR8zY4x7YPpqLkrhlKG6KYmhN6kZZzTP8+i93/LzD0G7Pj2L7w37WM+++Qt5q5Xx0tZcYS5X2bpZ/+NiauO4Tc0TUFU5sZaxjhobBwRQPFhHFn8JW+9K2z95bfoO4WTJhtai4vGcN8c/uPf/50zbiNxeBXpp6/C2//j33j3z2/z2YylWHm5cWjZDOZsPoGu+vd8+qcvOKeny7JP3+P3777PJ5+NY5eGBbHJStEdYc/GqR/z+3f+zCeffsz3Zw3xNN7NuI++4YiuFhtmfMDnG3QIcTBm4YRP+PM7v2PKuvNjetbOLvoPJi48S4AQ/kuEaFxw0IBNiz7gLzM+4dNP/sSiLdr4xim+TaC9EfM//r+ZtvkCIXEjYfwjmBLrwYGFE4SIPsY3n44VQN56W/ng36ZhEBaM0YH5fDpzGx4+fsJWn/LOu2/zyexN2HqFirz8DTOW7EDH8CgTf/c2243ChsMPdTRl4RefiLr1d0xec5bQiBCsDIyw09jOv//xXbkAina8wFcffsFOHWP2r5jCpwsOyofNh8KQMUh/N5O+WY36ZR8Cjbbx8UdzOa6nwaqJQqPsMMHF8ADL165m+9yPeWf2zxBAsi7rgwumseKIOdHivr/dIWaOW4ixp8+wAEoMdefs7i2s3LqObz74Nz5dfgQ/tx8Ogcnpo8+0nyGA5m4/IcTH2/x//987cgHkobWB33+wCYeERDyMTrNh0QTe+2AKenYKAfTRtEV8Pe4DPv16H94hiUIA/UgPkJwxOKsfZNWU8Xy14hhOF9fxhw82inAV9+ODNPjm3QmoOSkK3uS4AMyObmbO+x+y4LCVNAQm8c1mghu7p3/AsrNeopL05djySUzdpEuScrw9IdCBLbM+5Z8+/poT1r7y+Q3Dz0ZfZpWokFdphsivfUUL753/WDAsgCavOofamo/4YPpu3CIcUfnsbaYddhp+3u7AJN7+TAWHCBGHGR/y+VZTeRyOr5j8Uhwc2TrrM/7po684bvVSHF4pphJy+TzTx4/jW5V1jPvdP/GpaHDaBwXipHWc1ZtWs2Dih8zYqE1iQiQG++aLBukB/KJGhJ6MKYnBGB7fxepta5j91r+z5IgZKtPeFY1CI8KCtfni399nt3EQ8f62rJn6Af88bh7n7QJGhjSUTLbYPiyAwo228M7b8zEP8uHCsgl8o6JLXFwMZsc38c5bb/OFipq8Xhj9/KvGMFsNDpwxJjjChS2T/sis025EellxeMdmUWctY8b7k9EwteP4vuPYiMaw9ZnVfDprE27BStEd6cX5Iycw8QnHWet7xs9YgbVvILaqB1mtspp5n73HV9tM0F43ninLT+Pnq8e377zFbosR0X5p1QdjBNCK46asmfg+K05ZEex5jvFvfc5RyxDifK1YPO5P/NukJWi4BMvngQ2F8b+fyXhqbOaP709l/eYl/Pl3vxffX5XAOEWvVKDpPj7+3dfDAmjSgj1YHlvE7z9cj53I//unv8+i407Ehbhwft9WVu9azVe/e4cDViNzAnXWj2fyslNymy3701vsGrKZwxF+qxRA6elx+JlcYPWG1Sz+ejwz5D1AL83DTY3F4sRyvl4k6v2ICCxO72H196uZ+8HbzNqtw67Zf2b8vOVCbP2Bf/5wIRdFuh8qD/7zHqCECC5tmc10IRL8hOqyODyXyd9swTEsaFgABZrs55PfTeSEvTMHl73/0wVQYghGJ3dywtBn5P4PBJABDqJl88+/+SfFEFiQFbM+/phtOh4kChFjr7mcP40SQJt0Q/A3P8k3k78RCSrgRwVQmJMOW1fvw8lXGEoYbcLX3+PmqsGEfxHhaivCNd7xNZ9OEIJIPOcnft+G9WoEhPlxctlkxq25JG8FDcdZosQ3hKGWJ1i/7Txevjas/OIdlp73JtFf/D1tMuu1XEiR5QshZC6pzOJf/vt4jth7ECt7NtqJw5s2yeeLxDmc5bO3J3IxUFGQJnpp8OU7n3LB0ZcjK75m4X5jXLS3MH36TlzDHNgkBNDSC+446R3lyAULfMz2MvHTTdiHubJLiLDZR51FHISoksVB03k4Dprfz+Kf/3/j5HGIGfUbXj2mEhPsjrGWGhfOH2TyW/+TCaK8dbETlfSGjZi6eHFg6TesOGlLQmQAhxZPYf5efSJlk3STo7iscZCjl+wJtTFi77aDuLiYs/DjcRwSok9t4xJW7TckLFCTqX/4mBNmLlxYO51/+eepnHD2Jk72/ih79m/8fnjOymgB5HdpDW+/NQfTACEClo5j5vf6+NueY+pv32Ly6iM4x45U8q8q3bT2sPWQDoFhTmye8BZzjtphe0bYTMOWAPN9TBi3HEMrc3Zs2I55QDhWp1YKAbQZVxdT9mzcgbmNLfu/346eRxhOGpsYN+M7bEzMObBBBSsXF7bNnsEaVRfOLX1PUZl7abNECKC9pgGYn9/LMV03HFVXMWXGBhzstJn8zsecsvfn5KpFrD9hSZD7Gaa8NwlVKydOffsF//wfMznr6kv8j/yW/71MJtTDBh0NNY7uWc2HQvDO36WJr6cBe7fux9bOiIUffcohS1+hEeYwc5MqZodm8vsP1mLrZ8e+aX9m8TFHvHXOcOiENkEuanzx7nS0PUMwPLGDE0Y+nP/2PSZ9exJfLx0hGv/AHkvl6MpoARTkwekNa9ATgvDCxnks3q1HsLcpe7fsx8ragp0bt2PqHYze7llMWLwfb1trdm/Yhq2LPeunT0FFxxk7fdkE9pOsnfY2//rpcvRcQ4aF/0sCKAGz/cuYtVkoPVlvSFoqEd52bN04i08//4jPJyzlrK0/ycLd4dhc/u3Dr9hz8hgrp47jw3GfM2vmdKYs2YuXizpffzRZ/FhluEP0M2bOxPfYYhRFepw3J1ZOF2p41ERqNzU+++h9TtoEoqYym2/3mRAW4MqGyX9g4W5dwhJT8LLXYPGsqXz48Qf8+b3pLN9vSki4I1u+/ITtRpGkJYtn183lwxXncDyxmH/9jz/y/ocf8+m4iRyyiCA53oWDa6fwlw8+4POJUzikd5m4lATcLx5h8QRFuLNmbMHYJVpupMRoM5ZPf4/3//IXJnw5j0vOY2f4S5T4pjAx0oGVsyfy3p+/YNZyUdiHJxHhZsDSCdM4bONDqvAT523Giunv8k//9B/8WTRWZqzcg6OjDvP+8mdOOotK1XA34/40H6uh1RypCTgeU2Hqu58zfelurHwjSYwJ4sKWeUz6y3tMnL2T0IgwDPctZN66MwRGRHFp90KmiPC++EYF75B4EQdDvpXFwXokDt/J4vD/KuPwnYhD0Ks/dJ2a7M+mKR+w5vRl4pMCObj6a95+dxxffncG+6Ak4sO82Pr1Z2w6J8os2TOiEXlpyywWbNUi0N+e774ex7vvTmTODlMiElII9zJjx6IZfP7Bu6IFbkSosx4LJ8p61H8nt8tX6w7j4azJzD9/xAXlUFay9T7e/nQaut7ppMR7c37NbN59/33GT12KhVMIVoe+4X/+v//M795+j48++ZS9ZiNDGq8iQ70NWfz1F6L8fo8p8/cRHhOLg/5hJo//lE8+nsMBswji4wNR3fsdf/7wQ8ZNnIWqgTuJfhrMeH8cGi4haB5Zz4effCLqvxmc0HQiMc6P7Usm88674/lq7UXcwpIIcb7EyhkT+Mt7bzNz+UmiZXPahNhcuNeUqGBvTgkRO+HdSczfp0NccgohIt9smTuVzz/6gM0HzQixV+ebT//A//zn3/O++DbfbD6Nf9Q/fg6QjKEeuiycMp3jFt5Eup7iy8++xMA7EU+1fcz8y+dMmaOCvnuoyLeu7J4zSZQP7/HFVxtwD4jCz0GD2VM+4/13p7DhohB20d4cXfqFEEdCtLtosupLhc2+WXac6KFJ386neP+jz1CVpcmkEFS3L+Ktdz9j2qJDmHnHE+16mhmfzkDPXdT1+1aK+v0zJk/fiI5NkKjffdkwZ5z4NhOEKNPGd7inNAqDLTP4ZMkZxeImJccKIIkSJUr8ezMpHM2dW7CL+pF7P4VpyXiZaaGhb0HMqOXJbzxTE3EzUOOSqf3Iypify8RQ1Hdsw0m55FiigmnxQoTv3Inry1u5/FQKYe+keQZNazeSf0UjBkkR3qjtP4DnL52flBKHreoxNB18f/z+T2BSpIjDvv2/PA6jKAkgiRIl/q9lnBfWlr+8wEtPiSfAw4mAgNdjP5//bUyJxdfVmZCQH+7n85MZ64G1ldSr/TLTol2xtg760Xs/iclReDq7EB7+6g8T/hwmRbhgZ/djq+V+IpMicHNwJTo68cfv/wQm/61xGEVJAEmUKFGiRIkS3zj+5sWLFwwODkqUKFGiRIkSJb4x/I3yVHgJEiRIkCBBgoQ3BpIAkiBBggQJEiS8cZAEkAQJEiRIkCDhjYMkgCRIkCBBggQJbxwkASRBggQJEiRIeOMgCSAJEiRIkCBBwhsHSQBJkCBBggQJEt44SAJIggQJEiRIkPDGQRJAEiRIkCBBgoQ3DpIAkiBBggQJEiS8cfhNf38/paWlEiVKlChRokSJbwx/09fXR3FxsUSJEiVKlChR4htDSQBJlChRokSJEt84jhFA/hf3Mn78eOasPER0yu0xHuXMvY7lmfVyPzLOXbUNv6uye9kYnNigcF+wDtXA6xQ/uImHzl6+Ufr9cu4q7PyuUhxnxVfTJw+Hsds8hqLiB2SE2aCy6Bu+mDIdVZ9sxfuy4zDYqHjfggV7sAu8qYxLLkkOF5kzYzJfLtmAXfQdpbtEiRIlSpQoUeJ/zREBlGTPssXzsQxNQ2/LNyw8aEfug5ceuJPKxU2LWHHOldsFSrf8dLTXT2PqNgtuFueRGqbDknnrcEu7gdWhhSzZZULmnXu4n57PZ0sPEOmoxrsffItLxuhw01CXh+tCiPkBlmxQJTozmuNfTWDyKUW4Yc67+Oi3X+GSU0RxuhffTZ/FYed4HE6vY+s5O67njwpPokSJEiVKlCjxP+EPhsDu3QjnyOI/M22HOTn3hdgYdU8hgGby+fzNnFa9hIV9JBnRlnz18TyMknPG+s3PGBFAd/PxubiccfN3EWp7nt//YRybTlzk4kUrIjLuCr83MNv/HV/O34exaxJ54vn70VaKcJPEfVl4ucHs+uxt9riI61th7Jv7NQu36uAZmUn+6PdKlChRokSJEiX+FxwjgB7ev4f5/hW89c6HHL4cyYOilx6QC6BZTFy2B20jc5y9EkgP0mPqn5fhcPMO16OcOa6yghUrVmAfregB+uDPE1m0ZBmLZ37HCcMAbvur84c/TmL3JRNMTFyJz84VYT8gI8Eb9fXfMuODL/n+mAnBHvqKcOX3Ze+P4/SE91hrli7+ziM5wIZD875m6meLOGrkRdb9l+IqUaJEiRIlSpT4VzgigIoKCNddz7/89l2WqlmSnl9AYUE+OTm5FBQqH/iRIbDCJEfmjZ+JWmgW9/NukR5syIJ3/42TngoBNGfdOTxtTjNZCBttnxsUhqj/YAisqPAheXdvcTszg6QwHeb/5UsMzE2Y+/k3qIVkUVRcRMEND9Z/9A4n/B8o4nXnNrdvpOGuu525c3YSfOXecHgSJUqUKFGiRIn/GYcF0P1EC7787b/wzmeb0HN2xjfmKmkex5g1bTmeacoH5AJoDtPXHcfKwRl33yCu3r5FgM5WZiw7gJmzDdpn1vHnDz7HMHxkDlDG7TysD81j+orTxLic5613pnPczBln8R6/uBvkZsZwdPlkVm5WxVxjK19/vRKH+ATs96xi2uz98nDVt61gxuT9xBYVkRllyYqp09hzygiNfUuYv/4k0Rn3x/wwiRIlSpQoUaLEv8ZhAZSb5I3qmeMcPnxYTg2HcLKEm6mhDam3lQ/k3ybIUW/YzykNA8KvynpecvCx01e6q3LJPIw7BbnEellg5RZF7oNCMpN80Na2ITHCi9MnR95zySWWouJ8UmMduXjmMEePHcchKJ57svflXMfHQPE+VVULwpKG5hndIdzbkFPHRRzOq+OfcJUHcneJEiVKlChRosT/mj+YBC1RokSJEiVKlPhrpySAJEqUKFGiRIlvHH8zODhIfX29RIkSJUqUKFHiG0PpNHgJEiRIkCBBwhsHSQBJkCBBggQJEt44/EQB9JQn5akcWzyBadOmMe3zWZx0v0238i4DrTicXoB+cBH9Sqfex3cwObiaL4T/GVPHoetzEz+jY8wX15+++6+89eFEEdYqLFILuZdgzfZ5sutpTN5nRFG9CPlpF1WhJkyd+SXTJo9j2R59blb2KkMXGGwn1/Esn8riM+lTVp/yoLKuHj+NlbzzkSKeKzbrcrcyD+2NX7Pzcq546Dm16U7MH7eJqMflP/Tb3ENNrC3z5s9k2pQJLNl6nvQbsRyYP5vJ4z7irXf+xOdfTGH56iOont7BpA/HMWXaVMbNXIS61x36n4tXvHhGWYYXx06rcvtxhzyqtN9D54wlN6paFdcy3LnMWx+NV9hz2krMk0uFze5idnCN0mafoxNSSddTpX8JEl4jPO+uxfHCJuxuPFG6CDzrozj+MqsXf83Eb2Zz0C6Zzu4OrlrtE2l+Cp8tVsHzSgl1hZFsm/WZyBeT+Muac5Q9GckEz1rLuaDyqbg3ng2nvHncOUDjvTiObZwj8uIXzD3jTnNbJyn2h5gzcyILVm7EL7OBvmfKAF5jdNbkce7bP/L5pGl89ZUa95XuCrygp/Uel7ep4pxSyFNRft4I1GLFVxOYKuy4/FIQLW3txFzezdyvJ7Fw9XbCbraJkl2JZ708DDdh6YKv+GLWQs64X6N7UDgPNhBtoo2+XhyyL9lVk4vurvlMmjaRDzddoq5L8fivAd2izjJSP0rovXaliwzPuHV5C5OmfCHS3HdoumXQ1l2PwbZxTJw2mY0nLMmt7aW/NgfjPcsYP/5Ddptmj9SNQ5DZN1CN9SYJ4u9+csKNWTl/PF/Omol1fJWynO/mdqgFZ7a6USl/6DVDZw0Xv/9E2GkC6467Ud4+QG9FBupblzJh/Accd3xIj9KrDPV5sexZ9jGTRVo6fvkqrT29ZPlp8O2cCcxcsBinlBp6up7gf3GRvHz4buc5UgvbefZCGUBfG+HmKnzz5SQWr99PbG4Hz7pqh+Ow/rgrZW0DND9I5vRmRfnw9TEHmkZF4qcJoJYczm9dh9NdZQVek8XR1YdIV37lxqu67NULwM/UknudCreCKBPOqkXSLP7ur83AxSqMCuWLsxy2oRnfoLjousXxDTuJfaTISXmhR9h6Moq2lmxOrb7E9VbxUH8j6d7e4gfWiWyuREMC2xfo8lD2d08l4dau3HhUhZ+TNpYpFXIvcrQLAXTmBLvOeYrk1UG6vx37Z+8msU4IoB/zu12LmFIR64EWskP9icwoZ1AIm86iJLQsL3O/rk/Ep4FQB0s84h8yIERVeYYPuqrmFLcJ3dYt7rmeR++EDk7XixXx/SsCaJpWovJCgcIYU05fiKBJ/N1fl4mzRSjlo1OMBAmvBXq576vJ4gVLxgigwcZczI0tSS9spqu5gLggP8qKUti19TI14pk7PlpoOsZyL80Ll+uPxRPd3DBYwZloWY5QYLAkEatUWfVQhsMaTWIrqrkSYIml920RQg2Wm5fgn5jCUTUTMh6386QwHUsjc3IbRW3+mqMuJ5hLx6woHtUOHMJgXyOJDhpsmKyCtRBAA91PSIoL5EZpK8+fNuJ0fBmeybm4xWeKiqaLvAhXLJWiRoaB2ix0dS+LRmYb7TV3iQ0L53FHD7nhjhxeto7TSr/3wzVQd8kRtu7ijp8Ro4vP1xvdpJnuZeGqHWMFUH8VbvtP4pmvrK8EutO0WXgxnk7R3L/nqYNa4C2K0u24eNaPmqbbXFh4lCtjFNAzWorS0dn4FbPVY3jWXISV/kW8skWq7yzHRfU48eXtlF0LRWP7era+pgLoRXkSZknl4q8KXDZrE1FSzd1IK7S1w2lsyuT0wlNkDtdnL7hqt4/TPvnCip3EqW/HKvY6utrahOc30tmQj72mGvHhdiw66kIbg5QluaPrFC4EjKynQaDpPvax2fQMdJDt48hl6zTahuNQiauKDhFFVWSFWmLskiXEVy223y8m8JHicRl+kgDqzHbgOzW/Meqt4X42j+UZsQG/XQfxyS8jzsMYH1E4yYqaunuxnNg0nw0qelyrV/aEKDFGAOXZsEA1CSEr5OjrECr8+4vktDQTorOLdSo70LVNl4uCMeirw/7oClarHMU2JEeYUKCnCT+dTUyetxIVFRXOO2XSKRdAljgYaXOtqhS/QFsufneBVJkAetnvYCuxFsfYuHkTakYJ1MtfpMBfF0DPKLvuifY5Sx6JfNP2+Com+3S4fS+CY6oBND8XEuivCKB3py+Wv1vluAXZj9uovx+vtJkuV2tHt0IkSHh90HE/iDMadlzW2zlGAD25H4OR7h7O7j/Gln3Hcb5eLfJxPdfDnDkq8vnpizZcKWrg6XArp47gfWdwLx6VbwQGWirxN9vFriMuPBINpIbiq1y+eJqdKkdwCr3G44epHDlvJPJ7G00PYzh38jjpJa9/V0VR8Gkmf7mK7aLM2GaTonRV4Gl/O6U51/C6YIqnEECjO7yeDT7EXEWN9EZF/3xZgjHbdh0iILV2uMe+4bYf2npHObf3ECqHzuF7s1a49lKWfYe0yBGxFKM1g70XzTgk4rDVOkn+7K8BrbcdOXbeAj2Ds2MFUO019ny/EZW1m1A5donw3AZ6r+gx71w07aLWynE7whq9KG4FaXHOM4enwmbhZxfiVqB8XuBpdyPRbrqYqe1hrXkyz54UY6WnhnvmY3o6H2F0YCXuN+t5fOcB9x4Eo/O69gAJDLZXE2y5h52HHSiobyHZRxe94Adyu/idXIh/sdKjEEDX7A9w3DNXWLGdsNNzOGYfi46WFiF5DXTU30b7yPd4u1mw4KAjLUJVlMSbsfOiLdVtYxszBeGabNt9gvAbDaI+lsWhhhARh12yODR301xyHTuNM+xSOYxdQBqyKnwIP0kANV+1YrNpLDLdVX8nkINrpzFt+jShil/QfNuTAxedKKyuJyfWDk0LW8rbnvN8sI/G6kc8epSO3orlbNrnRomyZBsjgLKN+FL3+nDPTn/nAyz2nCJblHn9bbWUlhaQ6KnHmonf43x7bHOju7lShJ9LiNFplnyxR6hoIWpsL6DmmS7cH1HV0MkzpQCK91bFJDiHSJGZzfbpKwTQy35FmP0dDZSXFXI11JxNkzZglSJEjojcDwSQrnIIbOoXTJq5DMeUxww+f0qWoyjgXe7Q0FRD0Pk5mGX08uKvCKCJJzzk735UUUfXwFPRUuunSWkzg5XL2bjXddhmEiS8DnjRUYi1hj5eaTn46atgllzNU2WfdUNOKNs3rcIp4Ra5mYlYGp/hZloIa49ac/tRASnul9B0SaC97wVP+6qJMdbHzDmDLlkjYhReiHzSXFtBit0uTOMKSXTVRt01iYJHt7l8fD3B97rI9DzNwtlTWDBnDZvPaXCl9AeDEq8dBlpquJ+TQ74oM644H8LxrrIlPIwGwkcLoBfP6OvKx1blGIE5rfLKQYY+Ua7eSfbG2tme0laFbasz3NiwSQXfKzncuRKGuYU2+U2ye/3kjRJA7gf/wibdSHkcArUW4fCDOLx+ePHkNhcPaxOVmcll/aN4ZzfwbOhnDfZQ/zCf24WF3LsegaOvH4/qWrE9OIVJ0xaw6bu5LBWN5UxfVU4GFIh67Dnxl77ELkf5vEBVhjOnLnpxLUiT9QZhdPf18zDhMhsXf8GXX65j57GdeNxS1A0NRWGvtQB68WyAJ3UVpDrswyT6AXEeGmhHPpLbJVT1S9zzlR4FmgvTObFWNo1kJXu2zuVMeBV54QasWjCRWd+sY9vJI4TcriHWcKWw9WxWLl7KSk33HwigXpEvbsU5Y+HuxeOOFyNxcNyPUUwBVzyFOHWIF+XDHRxOrMXv/kjz4KcNgVUli8xxlLRh6dRJ4KHJWGXU4KN7kCVfz2PJkiWCC5g2exvedx7TXnGfOwV18hbG095GvLS24nVHMT42RgA1J7J3ix55LYrsWZ1zmSNbvKjtaeR2xn0aB2WRfUpFlBY7RavnxVBZ2FlNxvWHQjvKMEih+x4OuGT+lSEwS1KKYjm95QKensF4njZUCKCX/fa2cO/mfWq6ZbF+xuMUKw5bhokC+flf7QHq6rqDycazhN9tZKA9hY2TZyltIeMclmy3pqzppw2BtVc+kNtMZuVnfU14a23BQ2kzCRJeB/RUZqF/YhOLFy9i0sdvMXO/Kfm1ijGbtoI49CxMyK8fpK+xGGezU/g767FaJ0Ke5nvyg9mg5URFeT6+2hoYuaTSPFRrK/GspZTs8jb535Uhx9jrcIUgi2PYXamRV/oZzns44pnF/bIqOvsGqbkVjqGeHg/GdiK9luiqLya/RlEelPvu4lT0SO+aAqME0PNBmu6nYnhIFa9sWW+OQG8zuSWP6RVlakexuGdpQk6twsDNOYGoWwlB1PJUPhfG2lyDq+Wy7zZWACUYLcX8hiIOhS7rORklm+TweqPjYTyn9qxl0fzZfP7xeyw97zFSyfY+Udhs4Bnd5TewsLMWZXQRmaXCGk+7SLc6ik5kHgVJNlzSieZJTzGma/eR2KJ4XIYcH9FAF/XBvKkf8YdPp2GdWkVFZRl17f30NtzH9Ph20pWf6LUWQK1lZJYp8mZV+Gn2u2ZyK9wKfcsU2noeorfmIOmK23K01RbxUDaJrL8Jj4NL8HrQSUlFBU1dA7SVZWBy/hjZZXVkFgnjPO/nXrApuq7hPBnqtuwWGuFRDYOigdV6PwptK1uKigtH4hBxhj2ifIiwOoRF8mN5+XDXYx97fQvl92X4iZOgu7kfac+FiyfQ1NQU3M+xA9okpGVhZetBXuNQ66pfCBUbdjukUpnsyp7tuzkl/GtoHEdN344iZX4dI4DoIFokohPHz8jD3nXsgFDg4ge3FGN/8jA7L14U7hc4ceIInlcrhnuKqM9Be8dO9sjjc44jR44Qf0eIGsOdLN56XB6WsY0T90sUAuhK8X1s1HbgnHKPyCEBNNqvtcxvBV4ap9l+7oJwU+PkqaM4xz9ApP2/PgT24imPktw4uO8kjjrqnE8Y1fcpfluY9lEuJ6ags2sX+06ck79L0zGE4lgjPli8Q3Et6J/5mKpUd/Zu281Jca2hcQI1PVsKXy7jJEh4DSDrpYm2HBoCqyPdOZ26rjoi/W1Qu6SBxiV1LDz8qHqUx4WDW+Rp/tjpYxgEpHLl8ka++HgZx5R5IzS3jqq7t7l9t4quslR2H9ktd1dTP0VMXj23wyzZc3AvasJt//mzXM99iMtlDS6oneP0gV1Y+BXwa5irW53tz4HjB+S/3VgIyYzqPsoybnJXNJoUk5lHBFBvWyU2u2Yzd9kOLgj/BlZO3MzLx8rsPBfV1VC/pIpdaCLNPTWkOl+lseMxAZ6WXJR/m4tY+4VTKzfaWAFUfyeU0+J5uf1FWXmjWubn1wHZ0Kq7pWII7MXzKlJcb9DcVoaN2QXULqqho6eDe1wmTY+yOHhiL5oXDrF7pz7pQpC3FCeLMl6I76Mq7DwUTK2oM4vSMskrbZKPnMjQlGbKFqtk6Gsh3t+UU+dOcfHYRi6Y3mRIL73OAuhF1TV2Hd6lzJunichroDE3iou793P86Eb2nY6jnk7ux90QQr6NkqvuHDpxCM3T37PjYCC1QtCEeBhw9sIZLhz+Hm27HNqa7ou68CiaF09zaO9ZAm/U0N1bRpqPsNmTIowNTqOuoS54Aceoq7Q+uj4mDuF3a8mLvszu/bvl5cO+syfHDIf/RAGkQMXdOOLiFMyv6RaZrJna6sbhrlU5RCEnU2zP+7t4lJMu9xufmERhw5BsE8qv6h4lTSPX/V0N5KQrwk3Or1G6ynRGIcmJ8XL39LvFdMmXWY2gsypnOD7X7j/m6WA/dUU3h91SrmZQ1yZUZWEFrd19NFTc53FbD42FZUJF9v7Qr0yMNpeQnpIod0u7VUBrr6K77Gl3s1CnlXTK4iDUaENVBTVNXfLEPdDVzL27N7iddZ/mwZEVKzK01xXxoKqOkrsZJCrfFXcjVz48mJKkeI+Md8tbedbfTUnOFfl1fEISD0fZTIKE1wovntNYkU9Vq6wl3UHIcT3uir8GW6vIvJJEYupVyp4oSo4notCS54PrOTR09FNfkDacL2TMq26nOCGO0PjrdMhWWd5RuF/NrxSNkxfyYeucGwq3648ULYbO2vukJ8eRej0b2aLSXwOeiTL1Ybbid2YUNQqXQR6EhhN27Q6KPjZRLhWXU/Okm8FRfmVMupJBZesAHY9zSEkU5ez1m9S0y75NOwHH9ZGNTAw8KeNaWuKwXwWe09lYTYWoyGW+nw/2UparKKMUcfj1QPbbaiqKaOh8yotnT/A5aSRfZNPxOJfUJGGza0M2E2L0XpLcBlkPquiVFfmDPVTcz5S73Zf3eA6Q4+VPxN2C4ZV2A0/KuVehSJ+9TyrIvhJHQlIKlaPnXHc3UHKvWvk9Xz8MaYSr9yrok03fGOjkUV6G3K2oSWa7frLt3IgsrmCwt437WQr/+TWKGcbdjY/ISBPpVZQP1crBj9ZSxfPX7xTQLqrE/s5q/NStKRH32itvkyTKhpSMO9SL7ybDSBzK6Rt8IaLQRF6Gwu1K4dg0+7MEkAQJEiT8fDwhLipzuCL4+RikpPg+hUU1Iz3AEgT6KbifR1l5w99glybxbbIVc4YkDOP58wbiom/9DXbpJe9uDo9rpC78sejhVuYdGprHLoz6OejvrxYiPufvkmblR2E0NDRIlChRokSJEiW+MfxNR0cH6enpEiVKlChRokSJbwwlASRRokSJEiVKfOOoFEApRAd742hvh53dCL3DEn7wwBATYyMIjYr/0XvpyZF4urgTmTDilpIQh6+bsyLcwOix/oeYEI6Lk+Pw+72Co0lNSyMxLgIPVye5m7NvCLEpwm9yNN7OCjcZXb2CSUlJJjLQc9jNaTgOyUQHeiue9wogLimVdFm4ESF4OCnC8PaNIEEWrohHWloiwV6uinD9wklJU8ZPokSJP4myPOTv7oJfWCypo9xTEqPwE3nZwdGZwIgEcS+FmCAfRX518yE2Ppm0lBSCPF0U+c8rRIQ1KmyRb0PkedMJT79IUlLTSI6PxMdNkY99g2Lk/hJE3nZxdMDJ1Y+oxJSR519jpiYnEOChKNvs7e0JiXvJT2oiYf6e+IbEyG2WHBeNl6zcFH79Q+LkfuLDg3BycMDZ1Z/ouLF2SUmIwMfFEQcnV4KjEhXfLS2V2HA/UT6GkCjKx7TUZMIDPHAScXDzCSN51POvO1OSYvB1dxe/PYG0Ue7x4T7CZgq7u/sGy+uJcF8PeRr08A8nSaTBNPFtgrxl9ZtI8xEKW4+lsGOoL84egXKbJcVE4iFsbe/oQZhI80P+kmKC8fL0JTbp5edfD4Z6K/OmqE9TUtLkk8cDvGR2cSUweqyeSElKEGXEWJslRofj7uyIo5M34QkKu8SF+Ak/Drh6BxGXLOruUWHEhwbgYO+Ai1ugKDsU6fnlOKQkRP1V7aEUQAl4GJ1i85oVfPXJH/mPP09k0YrVnLEKHuN5hAmYHV3DOlWHH7knGKTOxD9+jLq78jo1BXe9I0ybNIX586bz9UwV3CNG+R+iy1ne+d07TF+6mtWrV3PCyJ3YmABUD6xj7pLlfLd6CV99u4w92s5EBRkx+61/Y9wc4XfhDD6eMBsTJz8ubpzG7z+aytLvVqOy8wCOoSLcCDu2zP6SKbNmM2HKHPG7hAiKdOXkqm+Zu0gR7uI5Kzil70WciEeCtw4LJk3lyy8n8sGMddgGJ/4wrhIlSvyrjHRVZdwf/8Cy49byPCV3F40WW/VtLJq1mEXTP2fB9/oE+zuwY+5XfP7lAlE+TGX/JSdCnfWZ9cWnfDVnJlMmLsTaf6SCSPF3ZeX4D5g4ZTaTp2/GWhRyzpq7mDppNgu+/Jzxc7fj4u3H2Y3LmTJnKYtnLWKb+mWik0fi9royJtCOZZP+nS9mLmbNmnWY+Y/cSxNlrLeVBks+/yMzd5uRlBDP5fM7mDT5SxbPmyLKzwP4iMr60tr5fPr/Z+8/oKtKtjRdtMZ9fbvfuN39bndXlz3e5Tl5TvpMIC0kkNgEEki8N8IJEF6AEEjIe2+Q9957LyGckJBFSAIJeYu89/C9WGtvOZKsPnWquyqp3P8YE7TXihUrYq6IGX+4GQtWsFDo6/AVFxKVnT6p02pzcTtfLVzNVwveZe1Bc9EwZxHt58S+xX/kwxVq+AibHetnzs7lIs5P5/HG+1u4IdlXZRped/E1Pcgbv/gD+/TcSZ2+noq9+kL+7s15cpt0VMuMAHdbvpk/n8+WrOSz5Tsw9IoiwuU63y7+nGULl/DpptMECt3Njjst1heNb97l/31zC0GCsBur7+CTL75i9ReLWXvChIgU0dBHBnBu0yf8SZR56+C5z78WEu7Lxnd/x/uijZ338Tas/GIIttVi3ZKFrFj4JYt2XiJ41qCIh/5Jvlyg0NknGzXwjYhA9+BmFog6u2rhUr49a0lIgBsHl37BvK/WsGTpBs5Z+wnCqYwjLoIr33whyvNKPv/wK45f9yAp1I9vZ6fBNwpPg8PCtiziq0/f5Z2XuMfcKbC0JEz3L2XexgviIymvxYZjqnWA1au/4putZ3AMjcRdT40Pfvpf+Ot3V3PZ2h8fM22+XrmcdVt2Y+EVTNrLBCgznXBPK0zsPYgL1Ofjn/6SI9aKntocEQToN7/4FP3wmWuh5kdEZr7G0DtW9EiS8HExw9zeR/QaTVn6q59ywlmEi7Dh67d/yopT9oIAfcnnu3UIFwVqdry//cUn6PhFc8PKDCf/aAJN9/HmO6sxCFDEa3TsCz5ZvA+P2CziTHby87c3Ye0bgIWRGb6xMwZYJSpRyf9CEjw5/MXv+Kv/PJcApYQ6s/2zT9ih6yYaVkfMrLyIc7rMGz+fzyVHXw6vms/io2ZE+Dujb2ZDeLAd69/8CeuuzXTEMkQv2tLYHA+rK8z7zSdcdA9Ab/diPtyoRZDFMf7+l59yTvcKn/76bY45BOB+XTQ0n23HOfT178RE+mqzUhh2I+/vjrwn+Bvx5a//kf/0V3/FxxIBSkkmwMUc8xt+xPlc4p2f/pHzVsG4m5vg6BXCmdXvs2SvHpFKApQSZMP6jz5mv5noeXvbY2HjS0KEG7s+e5f/LOL8g5IAOWgsF8TyCN5hQZgaWhH8qo7s6yixN/jmD/+Tv/pvLxOgMK6s+YAlJ5ynw3qeW8RPf7UBp1g/Tqz4mC8PWWB2cDFfrhcNvN915v/yTTSn2j5J0pO4cWUXv/1v/5H/67db8A6+wcb3f8fGi/aEep5n/huL0HN249y3i/kf/5//i5++rgQoKghLQzPcbXT49I2POX3DH50dS1ixU5cI3yu898t30PadCp/J2a/+kfnrLhIcZcnyX7/J9vO6rPrTH9ih50ag/TEWvLOS00e/5Rd/PR+LuEj0DgiiI7hJxNTIZUI0LqaGOHsFcGzZh6w8akpMhJQGU5EGXT4TaThzIwATwWneW3sBf8uT/PSX89Gbpdt/mgClxWN9ZgMLvtqBubMX5za8xbsrd2Pv7cGBT3/KO3uNiPKyYM2Gg+hZmnBo1ccsPSgqlf9LBEgpGWmpOJ1exD/+9Ndous0dypJFEJWf/e3f8NPfvcmbb67gvH0A1ocXil7dGQIyMklNiic2Job4xCTSIwQB+uVPULOIIcZVl8/f+gXbr3kKAvQR//V//oTf/eFNFq28SKAUb6oL2/7wBr8VpEbDwIOY1HTsRbzvyPEq3h3oeIwv3l2BuW8iyZGGfP4/fsFbnxzkunMQyemZ302rSlSiku9IZkYsVifX8OW2/Sx7Yy4BSvCz4uulb/H2oj/xzvvzOHTVndjEKC6uX8xPfv0bfr9gBTrOEWRkinjS0/HS28Ubf/f/sNcyYe574oO5tGsN8zdo4B+TJAybDgvf+aPo5Pwtn6tZEORqxPJ33mX7dWfsLm0Q71qDtf+rpiVeLwk038tv/sv/4Je//R0Lhc0NSp2xS/HeVzi49QhfffwLBQFSEpuM1BQs1d7h7379Idd9FDY32uo4b3+0hsuOgaQppxfjPY1Ysuht3l/8R9754FOO63sRH27GwW1nObjh7WkCZHLgff7u/bf5YJ5Iw/rzc9LwukpmehSGez5n4ZY9fPL7lwhQvBt7P/kDf//T3/De/E85Y+qMz/VN/Oo3X6Hv4cyhJaI8b77OiYWi7G0SHe8IExb+/KfsMI6ajj8m0ILtqz/l64Uf8DdvbcE/3JO9i95hxVFDPGyP884v3+eiqRkaBzU5v+/T15cASZIYhvbedcz/5jgewaGoffKPLNtnRHS4PvN/+ksOWkQrw2aiu+UdPlhxFGdPA5b8/CesPa7Hlk/eZe1ZS1xN9vHOG59x6sQ+/vjTd7no4YvWji94e5k6oXFzByRCDA/yzsfr0bkRoliuItJwdZ9Iw7rj+EQlEmSrz+J3Jfvwd3y8x4jYWdOL/yQBSosLRX3ZAtadtCJO3A9yOi4MzXLMfPw5vfRXzD95Qw5joqnON1tW8ME//P/409qTBHp+lwBlJMdheWonP/2Hv2f+Hn05vun3TskrRoAcjy3m7S+FoUuPx+bket753d/z+0834OhqyqKf/DW/ePM9fv33P+fDNVdJiIl49QiQkPTUEFHIV4qP8BuWHTPH6vBi3hLx+ikNRYDdYb54byUWftI8ZSbxwfZc3LiQN//br9hvGT4nLpWoRCWvkkwina/w6bzP2HtWnU9+8dfM33IRX0FSpDUV0R5GLP39r9ly3V2QlgO89fsvuHhqD7/5yScYBQWis+EDFm7VJiYxFTf9U7z9y3/kZ0uPEPrSvL8sie7s//gN1pxx4uKGeXyx8xrhHpp8Ier3uRtxBFldZOXiz5n/5Ud8NO8b7IJe/xGgYNOTbDp4jaBwZza//ROWXfKfGybSjZ2LfztNgNIFuTQ4uI6//tt/ZLmGLfFT4TKScdBcz+dL9+EZpdBthJM0avY79pr74am/jT+9tRxT7zjReYzHYM+8aQKkteanvLX4GN7hdnzzm3/4bhpeO8kgxPwYf3jnS46e3c97v/gZy9SuEybKoHxf6PTwtt1c8wjnhvYWuaF1CAzC/Nhm5i/5nHm/+Rnzdhlzask/ThOgRSKOPWYxyvhT0NnyLm8t38Wer9/nv/9yIQaewYS6GbFt1WLmr17IR4KcarsqCLqv5orXmwBJkujJoS/eZMVxWw5//os5BOiw1cwanMQIF05uFm3y6i+Z9zd/y27TcMKcdNm4fBHzV3zGR28KXXmF433tKPO/+IT57/2ej1afIiz+pTV9ghtYaqzmC2maN0ZpK0QaDi98k1UnHbi6eT6fbNEixOMyX/7sV5xyVn5bIf8kAcpIikRr60K+2KxJSGI6Dhe+Zv6n23AMC5kmQGGiN/Gnn7yHuu0N1L/5/asJUGY6gdZnmPeTn/Pet+p4p4gEpEbjqH8RPcfQmfe/ggCF251i3odL0XaJID0rAaMTn/O2kgDJU2D2cTic38Lb89dj6xvySgIU6aaPxnEDwmLDubZjIe+tOY+n6UH+9NslXFHGq/3tR3zy1WG8E7LwtzjDOU0nYmI9OPjRb/lSw3U6LpWoRCXfJ+lE+tpy/uhe9uzewB/+5r/yxpID2Hk6cvX0aRzcXNizaCn7DT0JtDvCh29+ifr+tfzibz/BPDIUvW2f8NnGSwR7mbP8dz/htwu3Yx4eTaZosH3tdNExdRWdMH1OnjchJOwG2+b9hiXHrISh+xWLpemcIF0W/+Q3nDILwv7KBQydw3C9splFyw7iFfOq9L5eEmB1mfM6dkTGerJv3s9YeNoRT8ur6Fp6KzZwzCZAqcl46h3ij3/7Cz7Zd55Q8XxKuCdXzl7APigSmzOr+WDRbtz9PNA+dRZnF3s2L1jCUZsAvE1288G7q+TR8JcJ0I3z6/hsqeg4xjqxWXyj1ddm2e/XUtIIcTFG49Betm9azq/+5n/ynmjDPPwduHxKExcPT7SFzuyCYvDQ38t7n67F1sYJbY2zuPl7c/irj9l40Q2rY0v4bKU6vm7X+OCXb3PZMw4XEy2u27phfl6NvXt3sOKjX/Nf/u5PHNFxxNnoGroWnqLB12D+WyuxClOk53UmQPGehhw/aygIuiu7Pn2DxcdsMdj3JYu/PUew6yXe+uWH6HhL7b6maPfDiHI0Q/uqKWH+Jnz563e45BqHq57QmY0/ARZqfDJ/Iw6eQRhqHMfOP4Jru5ezar8e4cHOaJ27gru7q+hAXeBGaCSmx77ig2WHuGGtx/EzUhrc2P3ZGyw8bMnxxb/ki+1XCQvWZ5kgQOp2M6PB//QUmCAuITeMWb/2cz76eB7vvb2Qw0buJKanYn1wHv/vHxZz7PRRlv7hDd5aMJ8vFvyJPwmD5+N6eQ4BykxNRGf7W/zHv/rP/PT3b/Pp4hVoWTlyfMU7LFN3nHm/IEA//7u/5433F7BgwQLWnjQlPiEC40v7+ezzT5m34H1+99v5rFE3FUqYWQOUFufMrvffZP4BPUGA5vHff/Jb3p+3gC+Wf4OeezwJofqs+PA3/Ond93j/g3kcNbpBYlwgejs38/kHiniXfbYbPYdwUkQ6Qt2O88FvfsG77/6Jdz5ahL7PzHCmSlSikv+1pKf6sf5PyimwCCMW/vKXnHFOEh2PM6z7TNS59//EtsNGRIS6orH6M3739ju8/84nXDbxxvX8Mv6/f/Wf+Juf/Z4PhR04ImyOodpiFm08j7enGYs/eoc//mk+87/ch6N/NO76h1n4wfu8/+bP+fJrDcKiIrl+ZC2/+eMHLJi3BnXTYJKUI72vswQ6avLZR+/x9rt/4L2Pt+IVFID2jk9ZvFOXGKnDN4sAJcaEcGrNG/zff/Vf+eVb77Fw1bfo2btwetdK3nh3HvM/WMkJXWHLg67z8c9/JxqfRFwNTrD6k0/46P132HvSgnhpquAlApQQcoMj6xbyqZyGLQTGzU3j6yyxwRYs/ZNiCiwpSIsPf/EW2o7+nNm9it+/9xEfvv8h+09bEh/hwabP3uTXvxdlcNVJbAMTifGyYt/n4vfv5/Hl/quCpAZybv1HLD1ortxdnCBI0lf8/dtbCE1PwE5rH2+/9S4fvPUF27R8phfpv84EKCXMiqWibr75ltDDoj3Y+cYRIfjDzk8XyHpZoW5IdLQP6svfZtkJZ0Icr/D5e2/yJ3Fv0V4zIhNisTi7nTf/9B4fvbeUPbr+JMQFobH+Y34mdL3gyz3o3Igmxu0UH/1+AXo3vDm+ZSlvvDOPBR99zVlDL2JDrFk6byYNtj7ReBof5csP3+e9N3/B58uPEZowk+a5BCgrk7TkRBKSUuV5eOlaZmYGyUkJxMbGEBsnndGhmPOVzpOJiY0jKSWFpIQ4cT9WkJUE4hOTyRAEKSEufma1tog3NSmOmJgYWWLFc9IZKCmJCSTO3qIqnouLi50OFyfSIQ2dy/HFK56PjZXOT8kQ6UojUVyTtmZKw5gpCfHEi/CpyQkz7xFpSEmT0ptOcqLi+bj4BJEuaZhM2qKXItKpuJ6YODvPaeK6Mg0JSfJW/Ok0qkQlKvkzJIMkUT+TRP3OTItDd/cGLCNF3cpQ1FvJBqRI7iiUNkdRNxMV21ZTZuqwXDdTUvGzuIamrikx4pkkUddjYuJIEHVW2u6dKeyDFKccVt46K+JMTSZO2KS4+CTSpu3Q6y2ZokOaKGytlM/4xBTRQU3Dy/Aimka2it1c4n5youjwCR1IdjtFafMkkW1heoZ8tqJkq2W9SGsb02LR3rUR2yjp2wg9Cvsrh5W/jfRe6fso7bpkH4UtTBXtQdxUGl5K4+ssirIZT3JaOhnJUVzatRnHGKksKXQm6SVVno7NlPUcEyPavKQ0pV4kfUtrVEWZF21bltCl27VTaFq4KsufiEe0mZLeJfcC6WkpxEu6jk1QtmEKkbaNxyWIevBaltlX1E3R1kpts6SXZEl3GSk4XTzKBTvfaVsghU9S2gJJLxIHkLmGrBdR3mT7IPGLFHmNT2psEJcO7MI1TtLpS+VZSoP8bWanYeo9wj7McjkgyUsESCUqUYlK/jdLnCuG+p6vvvfniOgx+96wwdd3al2FSmQR5MXTwZagoO/xq/bnSKwzhgY+r773I5bMaAeMjP4F65tSo3CxtScs7KUF/D92SQnH0dKB6Ojv8SH4Z0hquB1mZoGvvPfPFRUBUolKVKISlahEJT86+avJyUkkEqQSlahEJSpRiUpU8mORv1IcCq+CCiqooIIKKqjw44GKAKmgggoqqKCCCj86qAiQCiqooIIKKqjwo4OKAKmgggoqqKCCCj86qAiQCiqooIIKKqjwo4OKAKmgggoqqKCCCj86qAiQCiqooIIKKqjwo4OKAKmgggoqqKCCCj86qAiQCiqooIIKKqjwo4OKAKmgggoqqKCCCj86/NXY2Bj19fUqUYlKVKISlahEJT8a+auRkRGePHmiEpWoRCUqUYlKVPKjERUBUolKVKISlahEJT86mUOAoi2vsG7dVo5dcCH7fumcgAopIcHDmAPr1olw69i6Rw2XqFRKpXvlJcS66bJznxZht/JnPZOPt9UlOfy63ccwCsum7LG4/vABifbm7N28mU2b9mBml8iDh1PPzEheohMHth/DNjSLsjn3RLxX9iniVcrG7Xuw94/C7PLh6WuHLpqQlhnLlYP7OO+RzpO70Vw8fh7PlLsEW5+dDrf9wHFCUrNwuHycjfI1oYdrN8guEHoof8SdQBdO79wph72iE8ytApGG/Fi09+2YjkPtggPFBQ8ImROvOsG3FOmNsb4sX9t93oSUnFfpVyUqUYlKVKISlfxryAwBSg1h/4IPOaZrz5YvPuewdRSlFS8/kI+P9nY+XXqYgPAY7C9u4NNVR4jMLqEsP4vLG3/Pf/xPv0HNPkERvuIBXlqb+WCVhiAXcfjcOMuiL9djk5xDlP1pPl24DoOAMMIDDflm4SecsouiRCJH0+8rx/fMF/yn//h3rD5hx905BKmc/DuZpIa5sWfpp6w+Y0NCWga5qcHi90I2aLuSkppK1u0cHt7yYMXP/pbffnGUiLAbfPn251wNSsXy0Eo+23GF4PhU0jNvUpgTg8ZXb7P2vCdxAU7sWvoFB8xCuZVqx+r3PhU6cSc+NQi1tX9i4zEH7tz2YM3vfs4x+1RSfQxY+P7v0XBIxErE++l2rZl4H4n0JtvwyduLuWTnxO5VSzluG/0K/apEJSpRiUpUopJ/DZk7Bfa4nOwga75ZshH94HTKZwVUiIIALVp3key8ImIcj/L2exvxSsrjTsQV3n/jLVZ8Pp8PVmvzQIQvS/Pg63lL0Ay+NSeex0X3MNqzgtWnHLknkYNHOTif/prluw25U/R4Jmy+F8t+/lPmr13Pks+345c+e2RJKfcT0Fj3FVsMgnkoEYrbYTIh+urodVzdvIlMuMPDux6s/Nlf8z9/PZ/zl67w2TQBWsb7Xx/BwskN/+A0ivIVBGi7cbKIOw/PC5uY9+1VArU38vZXZ4krUrwzxe0YS7/YKkigK2vf+CVXwsX1ewFs/+hXrLsSIAiQiHf14Zl4pXRm2POpeL+GXQzp94pfoVuVqEQlKlGJSlTyryVzCVDFI1K9DNm2eTu6bomUfc8I0Lu//5z9h46w65slfKtuTvqDR/id+4z3Np4nwFGTP/zjW1jefEx+jC1L31qFacpd8m9FYX75JCdPnsQ1PJVL3yxk2xUfmShJ8fpeVRCrmyKuqffddtzDr+ZvwNXPnfUfvcVe2zgeT6dFKa8kQB/x7sodnDhxAUvXOAoEAfr613/PF6u2sPKDj/n5zxcoCdBifv3RSg4cO4G2fgA5cwhQMaHGe/ntmpPYHVnE/K8NyFS+MzNCmxUfrsPNz5avf/WPLNwi8rVHpH/JZpzDMgQBkuJdoYhXz58c+bm7eFw+xrI/fcKKr49hH3nzFfpViUpUohKVqEQl/xry3UXQ5XewP7qKxXvMKSydNRoji4IAzf94M2a2N/DyDVKOZqRy8Hf/nb/+xdt8+tGb/Nf/5/9m8XVBoKZHgLIpyc8m3Pkyy3//D6hZJfwZI0C3Md/wAf/tb37Lxx+/z0/++j/z198a83jOFJmQVxKgJYIsxc+QJUGA1r7xC46buLD1w3/gP/yH3ysJ0GqWHbPhztTU2l8wArTmNz9l2wUT9n31IR9tMSY/964gQKv56qj1TLxKeVxRRFaECxe+WcTSg5YUPKyYc18lKlGJSlSiEpX868g0AcoNuc4X81dh6ObJkXWf8M0lH9J8L7J6qWjob049MGsK7EGZ8loFmfb7+M3v1+Ccmktubi5+Z+fxi/eOE1V0H6/LM2uAfB1O8O4ffsEpr1tE2Z3m07fXYeAZRri3Id+8La0BilSuAXpMTrABH/9+PtpBmXKckWZ7+PU/LMarYOq9SnklAVrIRuUaoIzsuxTfdJOnqrT8szFTW8J//w+/mbUGSHt6rc6DO5Eza4AivNi1YQ37TaU1QLasfuMTjui5kyCtAZr/JzYcdeD2bYlY/ZIrYRXkhJmy+K0FaHrGKdcAzawtelBSTqrLUT5+51ucfQO4vH0Riw6aCwJUPjcvKlGJSlSiEpWo5F9FZo0A5eNleZG1a7dM7wLLS3RE84wOCfenHlDsAtPUdSWveKrxLiLC4jRq2p7kKyN9kuLMpj1HcEssEL8Vu8DWrl0rZDdqFzzILhXPyrvAzNi7adMrdoGVkuZvhtpJQ7JKlFNit0I4cXAH+sH3lWGUUngLB93LGPqm8EgiTw/SMLt0WPm+tezU0CU2MQydwwdwT3/C3WgH1PeoKXaBWZ2dDrdp92HcIuJxuKzORvma0MNLu8BO7dwph9XSCZreBTYV75Mn9/C8eBw1Yz9CXorXVdbDTay1d8vXdh89T9jNHCpm50MlKlGJSlSiEpX8q8l3p8BUohKVqEQlKlGJSv6di4oAqUQlKlGJSlSikh+dqM4CU4lKVKISlahEJT86UZ0Gr4IKKqigggoq/OigIkAqqKCCCiqooMKPDi8RoBd0PM7EzFyfgoZBxaXBarwu7uKse4F8v/dRIsc2ahBV18nziV5yg/T5dsl85n+5ivOBBYyMP4fWBL556z3mLVjAggUf8tk5PwqiTVgrfs97/23eeu8jcX05F42MOKrhTXqQpvgthV3A/A/f449fbsYpu0F+/VDHU5yN1Uks7RZvl/CCybF20u1OsuyL+azecYSUx6M8f5aG5qVwno13ccvjEmsXiTQt24BuZAmjE88ZfBzC0a3XyeuYFHG0E6x5iewOOUIZD301lOlawMIlR7jZ0ES40SFO2aQzOPaC/qpbXNxxAs+iBp7e8cHG7Q4dRSF8s3oJC+Z/xNazVjxsnaCtJBgj25t0jTQRdW0rH0t53nSc4Pt1TE6OUhJhxgVtf+oGntP/rARvI1vK+pSJEJDzZq/Bcilv2w+TXCHyVurHp59+otDRvK/Rj3hIW00WBpcukFHZr3zyBd2Foew/Y0V2hj2r336f+dK7339Lma9VXPW9Q3NLETob58lxfXjEitrWdvKCr/P1d8LepW9cGTXPGenPxWyjLeXKKxJG2irwcbXgZtWA8ooS7RlcFN+iXfq7+wHXLnrTNCnKhQqvNcYGyrm2/kNRPubx/kFz6rqGmWwpwezUZuZ99D5WGT1MirIyWhLGRlEvVm7aR0LFmLgyG5OiLN3F+FtHnkg/n49TEXxR2Ir5fLj5FAklLQx31WNxWHrPR6g73GZYqrJKjA1UcG3DVBrMqG5sIdxgi1yeF8x7nw8/X4NnXrcc9sXYIAk3LuCf3yP//mFjkoGOmxhvd6da/jlKtN4KWS+7rzjzuGOCHJeDynx+wFt/eh/DDLmGyZgYeIbflQ0ivNDLETu6hiaYaMhF5+gGYQfm4Xx3RLzhBaWBp1j8uVT/13Pd6x69yucHa+5wVW2VuC6+w3vvsHifDrkNw+KOsH3Vd7B3c+dhyzDPB5oJ0d/Hhx99wCn3QiYUj/9g0Vmbwdk1ivLyoYab3D7V3PJk/7p5fLFkKb55IzyfHOO+uxqffTafjUeucK9uVpl9MUljuh2rvvqMj77eiUNaJZPjIwRcXijHuU/Hj7qe5zSXRnN8tWQ75/HllRBGZilmsKUcw30fyN/hrOcDxoQt7CyJ48T2r5j/+SLUvfIYn5igLsGYhV98wkffHMTnTi3PFQ3evxlejLcQqrVJUSa+PU5UfhMvptP0gmIvNT75ZL64vwnT0HwGGCf3xnE++OhD9htH8WzwOQN1eRgcXS3nfY1JIqOz6rIUx/hIFb7HrUmt62Kk5SEWp9aK+ERb9MG7fL5Jg7QnPVRHXlXYB5GGSJGGGb0IW5LrKXT2Kd8cuMDt2nFeTIzgclJhO9REGtpEGp6Vp3Nhu/RtPsQ0oU08NYM5BOjF+CDpIdpoHjXEJ6uYUelF/RVY65xk7eEbjDDEg2g31BbtJaKhmcc3XTh9wZjStlFGexqwvLQDu+hyxhuD2a0WpGgARXW2Wb2ewBr5B83R59jv9UjxQ1T4Q7ttaJjOUD8l/ldQO+xChbJdL0vSFiTJFt+QZNqlBvn5APcC9dEw9OHZwCjVueE4WUTQXBXN3n3OJMdZo3HVgequMQbbyrh+bj9e6U/pKXVl3h9WoB9+XxjUFlz27iepTfEOCXmBlzgeWKb8JTBUh6fFWb4+YCs+ZD+PsgI4tmgPXqXVlKfacvWqDRd2XiW6SuRy9BmpLnZ4JpVTm+PC2St++FlocNwxTS4w7aJB2K12ify6dnL9z/PBp7sJyauhqykXm7PXKJyyz88HyQkyRMPAm1aRt5q8CJzMw2nKdmDB9RRFmL5S9L7eT2x9E4HWulhEFTAs1dbJHjJctdD3zuLpXVfOXE1EirYx5AhqgXXyo4xWYbFnDbZ3O+WfVbFnWH7Ylyn+1Rgqha1V/prCJL1N+bie2sQnv79AkfKqoD/csj/M4jVqJMxmcBJaYtm335NW6e+OWxzdZ0OtIKEqvN5oSrdCM+Kx+GuAW2abORdaRl6YNXr6wtA0p3N0sRb5QzW4qmvinlXNo2g7tK8ECvKreF4qS931OTge/YbP39OlVLr0LJ2DexxoYph8/6toO8aKDoYf+glV4uZjLL7U4ubwmBRSRnOG9XQabptvEWmQ6YKMngeWqO32Q1GCx6hPMmfpJ0txvK0o7z9cTNBZnY3lnlUs+cKcCnFlNMeGLzUCEM0Cxf7m6AffEQ2nwlD2lwtbtNFCDjeFzmIPTlyMpZtOIk4uw/x2Czc9zTC2TqG9LoGjK65TMtRMwMkzeJc8Uz71Xbx4PsFt1zPoWd8WcUk8rJ3o69v4crsWDxqGaCr2QXO/A1XNeWguOk7WiOK5HyoKo0ywTJUan14SNReiE1dDZEwY2ZVdogOazLW1DlQ8CmXdcVuqh4apyQrE3CmIJtFwShhvuY2WlhMlz/poLUvE2zuQ+gfRnA4sFneFDVY3JvBBLdnBRrjckjrt3YSdXoT5nVH5eQkPfU+x1+4egyINSRf34nDvCb72FoTeqWNo8ClBloJslt7j9GEbKgYGKE+yQcfEjYapvu2/EXpLIlB3kdqdMR7Hm3Lewl8QCmVjPd6AxwF1gqpnOr8vhtNRXyTauebHWO88T0BpLffCbTD3uC+YQzP2OxcTMKvQjg40kGBzhkX/uIlAqR2dhdKwS2heTaGxJoYDJ9zpEGmovuWLe1gmPVOqHS/DdOMJIipayHYxw9A+ha5HIZwOkbrpdXjs1Ce6op4Hqb743W8W1x6gvUAP6ctNYQ4BGul7hNXBk2Tcj+WqmWh4hwWNlQmQDRZXdbn3rJWEWGcub9AmsaaWrEBjDIOKBe+Tn6Y4yhM7+3g6amcToDaRkJV4SzZL4PsJ0ChPb9pwbM955LTKaMZ5xy6iCnJxsPcQFVAoe7AJbycLQdCqZSY3Pj5EV1cnY3WCAO2wxMXLFPvYCmXPRBAKb0ccfbJofuTDri0GWHl78bCx6rsEyP0Q8wXD1NXVxdjrJv0yAbLB4OJ1MhubuZXqxPktukRMESCDINxNL3LmshYufveFoVKgOVcQoBOmnDG0JfPx1EdtE5VCG7/8GnKjbNA8cYWrPsk0Vd+bS4AGm/FxtsA786W83ZtFgATKXNZzIaGduixfzph70dg7zlBzIZYGV0kSxq0p93sIUHU4a0/4CJo5hSdYfH2G28oy/GoCNE5TUQmP6hPQWqA7TYD6ygI5d/wKmvraKgL0o0M3WXramKcWk+grGpjIR6KU9OF1Yi1RuQ/Q1LEnt66bttIUbEyMKVMMyAgIUpJXQFlLApcWGCgI0GA1Ee4umOjqYWJoR0JBLWOiqIx11RHno8UJNXeejs3pNirRzU1R3s2EHZAx3IDrpaNEVSms42BNCroXTTDWPfAaECDR2bmTx6PmOC4rCdBAthmrtWPkXvWTSF12GIYyLI2uC0ISaXMFt+ynikeVGGq5j7OxOYa6hlgY36CwoYkQN3Nckp8wNt6By4lvScq9w7Ete9E4r4WujTu3qqY/zDQmu4rQO3OOB8rR8ca7Llw6cYbjRlYyAapMMuWEaMxHhG2NO78a11l9xh822ok7pYHzI4WtGqjKxMLoOKYWucK+BbBF05WmkVGa7nmjcc2Cx88U5aj1rhuXTfWw1TNG19pNJk4SJkd6uRthyBl1K27XzB5hbCX0+CnR3s1Y2QIvddQ9S8RXHuK24Wp2WMRgb7APPSN7DAwEgcptkctvUoAXZrr6GBnYEn2nnIEfzPDaCOXRnhi5JtA5oqyLTRnsWruL85evomvnQ25tLy8eOfO1ZpLI5Qi3LY9gnlZFQ3ES9oYm6Oua4HwjlNmTBQPP6ijKicd6h55iIGEKgnMYnzrOLdGA1MVdQ93CESfRLusKYvqwaRYrFGnYc9aZ+n5BXG/6YuEo2kIR/8RAO5kh1zl91J78NsVM1nBTIV4OGly6kKRol5SYQ4BqErW5YFfA4HgPMUa7ccnrnSZA0XanME+pITHCHuMTFiRW15DkdRWd2Erl0+M8TvHFximU1qpgPvvZeyxdtYpVqz5ng2h025Ss7fsI0LOSSNQ0jhFX0KS4J9CZY8Gx6+n0TwzK01pmscW86KnF3sEE35yZcDJaBAHaaoaVqx426VON+CjF4c7YeCfRUOLDEY1AkqO8CLqZiP3ulwiQ90nWaN4gMTGR1PtVjCoJkL/ZWUxFDyIrVBiXSw4zBMgik+bGEjJTEwi8YYzaqpP459ZSLxGgQ9fZZ2rPveqpitFLiv4FnG9VygTI1DGJYFsDQu6kzyVAvXU4Ohrjc++lvOXPJUBTpGai/yGmhw1JfdpG1a0gTK64UzM8Scv3EaASLxZciVD8LaMF1337SVSWiFcToCnkc22KAPWVYn7ekPiCQlxsVATox4V+8kNvYKoXSUPnM0FedDFNVpCQUK0F+CbeRs3QWTZUXU+ysDW/SOGseqbAfUGmlQSoLoOTV22JSowjwE4Hu7C7DIyJBmaoi9LcTPzN1QgsmRkBUkCkIUyQpusR1A8qul+NWZbsueJJj0QSRN31t7TC9/Zj4mxeBwKkwMTorWkCRF8DZse+ZMmqb9m7cQUr9SJkAtQheuXnrxnzsFm5REGJrvueHNV1IzYxBlftg/jffoqnsyE3sut5PjGG3+UvCCvsoDA7laiEBCKDXHEOiaXhpar70HMLh51LBVUV6M7j+hkz0nLSMLZREKCy8Cvs934oh71luACzHPnPHzg6yXIwx8QyXbaJEkbbK0lPjMLNQZe8qjb8dbfy1eo1bPtmAxu0bKcJUG2aFRu278UtNIZAT2vMXN2pFzp7Pj5MdXE2wY6aOKVLo5US2kg20cfaJWd6alFCZ1kax76dx7JVOzm29WO2GIdybs8irjiEEB0VJgjPGXIf5HBF34bgmDiCXU2w843j2dxP/G+G1oo4LE7acu9p78z00eAz8jKTRL1NJMLfCeeINFpTjfjY+J58u9h9B1fDS8mLtOWKtR9xQtf2V9RJmRmwVaIW95cIUGXIYfZa3Batt+jsB51k4daz8nu87a9hEZQ0MwJUGcuqq150CRvQfN8fEwc7JC76fHSAyoIsguxO43ZHMZoy3tPI/VtpeFkcn5OGGQI0ms+5Tz/irfeV60PefYMFOx1o7FEQoGRBUM6qGQkW5YWPrg2JdfXkRttg4CQK1fgLXkz2k+lphf2NbFF3g9mx240nXY/wPnYcg4BiOTMSXkWAHj29z7WzJ7BPL2d0aoJv/DFW21fx7jvSfN4CPnrvTX618LxgkM+IcrXEObKAERF2TBjKluZ2Ruqj2LvLlsBAayx97wjS9EIU0g7irc1wDcqjrVwQoDNRtHcUoG9pwpW1O/6MKTAbwrPDuHzWHDcjJ/ytXWYIkEkCVU3P6BubYHJc9IzibThpH0V5tjNnz9ljaGBKyH3FvN/EcAX2B3SJLW9QECDXe/Q2JXPolBb6J2cRIGm42c0Sx4h8huW8dSvylmM3Q4Amh0nTWYZFnmSinvMoQIPLXjfxMFDDJKFKnrv+XgLUnsmRfaaUDyq6FqO96VxYasAjJTf5cwlQT2EAm5Z9wocfvMOvfvETlp73ItJko/ydFuzW5tZdf9R2OFInastkcxr7DtjSqCJArz1ejPVw092Qy9f8qOqW5tsHuBkk6pvXfdFpqsFyhxoZ1Y8wuWhOakWb6AxEYKHvzNPvGPIZAtSdbclm43jR4L5g+FEEW6+LBqa5hZZehcWoCTiIemi9/LcEKQ3ZHkZcvupLpZQG6eLzNiKumuGVUS4b6MGnWZzdsZgPPvyIN37xN8zbo0dBo7Se5YeNOQRotI/qhia6Op5xx+0CV/xuMir0fcfbCQfXLHpfWiBS5nuEEwFVTAiN9KVeZYlRPAkeVjiFFjIw9BjT3ercbhuitaNHXoMyWH0LC9FgFDZNWWaByUcYLrnEHWkITqDztj1ffjyPD979Iz/7xc9ZaxBHRZYjF3Tj6RpvxnPPbsKnR+t/mJjorSfKQgc92wSaB0XpeD5OT283A6MTTAx2EWyhhv/9FuqbmujoaKc41gE9e2n6SaHfppsOaNr60CKt2ay6iamNOflPW2nsUpSn5hRDDjplMtZVSaCeNobumXSOzLV1Y/3PqGlsoau9hUjNRVyPuIe18Wmya8eYEDZeSoPjDTv2GgbKIyyj1RmcMBTf5t96Dky0NW15gRzbpsOdphGUM7AKjA/S3NHLhCiH/RXJGDi6UVHox+59QlfjncRoncE5u5xIm+PYZzWLduk5hT4nODx7DkzGSwRoshLbjdoktynyXhV5gaPOmXK71vUgAE07X5p6lUNj3fc5f8iMos5eHsV5YOkYTmtPN43dinnZxthLHHLPY6ivSyZJEm7ZbcEoY2q+ZpoAjdMSfwM1nzuKnzK6idY+jvNN8bEkAlRWhv2FbVhFF5B8XRCgxlbaq9IxuXwSKydPPN2cOH75vAjXId48awqst4SrX+/GpaBR7lV8lwAZYH5iCR8sFwTI3x9/SSJjyQjx4qRzLH3Tq8n6yTE5gU52M/V5PpxVP4uziydWhuocv+BKZUkoe/e7U1Qai96ls9i7eOHmbIP61avcruqmX0mApKzXxJziozc3zSVAXuosO24qvz8wOJSKBiUBuluIt+4OdALyybaZRYAuO6J38jRn7V3EM56Y62pgE55H9V0Xzl6LJCfZDo0LOnJ8tmZXUDN1o6W7b5oASW1CmtEyvlwziwCJ71Cf58c59TM4ibxZS3k778KTJEv+tE1LoRtnE9R32fN4qjT25nFm8yb2HDPkkXJ48XsJkOiXZNqrc1LHXo5L//JezvrnKu/9+QRoCqPPHr96BIgaPHbu54KjP84mWuy2j5crigqvNxqTL/HJmzsxl8qhkMzyFmpvBXBFXQs7y1McOhROo+ht3xYNznEdW6y0TmDimidKXRclySXT08RzRoAab4vnhJEU8VkZa3LVI5bqW97s1zKQ32FzXY2IskFhayqpFEayJuWySMOOWWkQ9qa3AnNjG5JKWhWESIkXE2Ov7whQbQb7Lwn7IUjM+UPXiCgUjchIO+FuFrgkPhaWQsIYLeWPqarv4lmuL9sOn8NF6OS65k4cbz6lMskDTQ0dHMxPoK4RT3N7Kbpmerh4eOLn6YhXbDrNA50UJ5cqRkYa4vn2iKu89mc2JLI0NQLUU5eOwZ4TGFtqsWeTHVNjHz9U3HfZz9IvDmMr9BIQEEBueQ1hPuboWTvg6+2BtY0+RcX5nNfXxcvDCf0z53GJLmfoRTtFKWX0Cp2ZOdji4umDu5O5KKchNBUns0tTYdsdTc/ikvGEFNMtrFp1EgdxLTA4jMJG0RAXl1Pd0kvdLXcOXTUWtlvYwo02VA61ERPsgLGD26w0FHDhlAYWXt7YW+mi7ehLc6/iK/9bofehD+veWImOyJOU19i7FfQNNFOS9YT+1gI0hc48vH3w87DHK+EO7YNPsNqwB21LQ47tMiK7vp37IWYcuXgdT/G8luY+IkUdrXtQRm3nVK/oJQLUcpODpxyp6VcS86Z7nDexkt/vYqODU/RNuvpbKMl8LBhBKykXT3PcxB6Ds+dwjixjqDKWLecU38be6CQ+t2vJjbXlrKGFfM3a8CQ3Z/pTUwRojPr7RdQNzO0l9VbnkFJUSZG4V981RH1Riugx9Iqe3VTYCVrLsvFzscXW2YPkR8qJ44FKUtKfMBVb7d1Awm9VI/GywerbpJUrTeFwExkp2cQHiOdtZ4mnH9Hx96hq7ZwZcpPQmk/IgxbxRz9lKZHcEGFv+IXzqFXEPFhNapoouCIvTUWpeDmLeFx9yXqieNdYVwWZyjRIYRMDU6gbkm/JaCtOmH6/g9MNiprEOwqLqGrpo6U0lft1vSLeUp4KttlVX0xOYSO99bl4uznKz3hEZ9HSN85gWym37tcxKnJfmRGEnZ2I0z+WilbBTl5M0lZdRP6jVtmADTYVkhR7n/ZZnTApb+Wpyrz5hiny9qwEtxuK99jaepFd2TnL0A9RmuxPWPZTRd4EBtsecStHSoP0KTJJfzLTk5gc7yLLX5FP2+j7DM9aX6EI+zKZmcIzUZhFWpW/JEwOd1NalENt18tTFND3JFPxDq94Kjt+IGO5KvyL0JAToCyDCokpbBXFr507iYHy7/uNys5KZwUBXi54BETwVG5N2/E7ZIC0j1SBVu6F5AmqpEDjfWW8gYk8bR9icnSAnCjFO/xvPmby+RhlsdEEx9ymfCqsUqKVabhbUEyTsuc3jeeT1BSlU9L80vUfKJ5PNnM3vGCagDzN9pTzGJL2ADlrotdd9vABpU1TCylGKQoMITQjn4GxQXKilXqJfcC41EEaaCEzxg87ewcKlNPc7aWJomMoGvSAKCrkdQlteB0yRJ7U6npMyN2pJQ0zGO9t5kFRIc+kRSlSGm5FyO9JLJltDX6YKEt1ni4rdnb2ZFYO0NdQSLiPsPPOrtypVtimtqIonATR8Y1KRVpm8mKyCbcjpvKu16G6+3i4OghyGUl5m6IslaXekOP0TrxP19A4hXEzZdLB2UXE28F90f5E5JYxPNTN7QjFvYRixQJ0aQouNshVDnt7Og3RchpsfSMpmb3W5d8IXU9u4us6ky/flEI6RKfX87y9THzbiqNxFul1DY6jqkPRBrQWxsthI+88RlpCPNxZS3KQ4nlpZ5tonci2ciWqfKqj3cej5Fyqe5VsoaeG6JxyxW5yJQaepMvPu4enUt89xkhfFZ7nlOT7WTEuzg74RKTQqFRZUbzyfSK9A6PPRRrqSFGmIaFEyVGUmLMGSAUVVFDhfz86ifBJkEc9/zKMU1H8gILiqrkdoh89RinJzeFhRb08RfCXoV2QAWnhqgqz8fx5G+G+qdOd+H8+hsnLvs3jmpY5o5KvO0aGGogJzZrubP/zMcSd1CyqW/7yUdnR4X9pGmagIkAqqKCCCiqooMKPDioCpIIKKqigggoq/OigIkAqqKCCCiqooMKPDjME6Pk4g4MjjI0OMTg0KrublryCjgwOMDjQR3dXF13T0svQ0MCc39JxE+Mjg/RMXesRYaQFtpOj9PZ0K8P1MDg6wYsX0hbvfuW1LnmxlPz+/l7ltW76lWl4PjY4HW5gtn9xgRdS3Mp7UhpGZu3TmxjpY1C5nXMKzydG6e9RhO/uGWDWOis5r8NDg4rFg/KFSYYH+5Rxd9PXPzy9DVBynT4wFc/grBXMEyP0dCvy2id0OWfj0yv0IPmS6O+bSYekk/7BMZ7L30LK/0waunt6FG7EX0zI3+k50pEgw/TJ6RD6mtKNeHagdypOoefBQdmx3GzM1sOQdFPkfWhgRvd9A9KWx+eMDkrfcI6SGBHffXhkhMG+HmX4GentG2JCfNtxkQ+5vPT0KRazPR+j75VhlfHKeC7yL8rfxNxVHpOjg3PTIEHoZWR4RHwr6brI4+gIo+Oq1SH/dhDfo2947vcU5XS4Xzp+YQYvJkXZ7Z8pNz2i7I+ODM+qF6JcSGX7uaLsyddEHHOKicDY0NS9YVFHXsh1dyre3mHFzplJYTd6usU7evt4pR/F1wSTY6OirCu2+794PqnY0ivrakDp7FUJUTeH+6fu9TM+S2mSDZ2yhdICc0kvsg1SxjsNYdekbzFbZxMjSjvdN8s2SnVVaitey+NtFHazV9KBsNXTdlPY7m5xrbd/kJc9dkzprKdP6FWpl9HBKTs/01YOKr/Ny+2O/N2U3+blNky2b7MaIqltGZbiVP7+IUMqG1M6m8mCdLyFsMdjkkMGhV6Gpurm0NxdbXN0NveMDCaEXmTHnyKWsSlbINq1sVe5U5HaqpGhaU/pEl4IPQ6NKL/NpGgTle8Zml0xBGYIUFsyB3bZEOFxlvW7TCntGKOnMQcbdTV0tC+wcdUq5r35j/xh/lJWrTqIg9Eh/ubNT8XfkrPDw8Q9bibF/gRfvPcZy8W1RatWctoum8F8D/644AtluN3YJZfT31iCvcYuEUZcW/wemq4P6arMZNfm5SxcskyE28QVp2Taep+RpH+cz6RwSxew5Zw/zbNWpfWXuvLZLz9QOFz8dAWXoh4r/A2NdRFmtIFzDjlM7Zd4PtHHrUA99q2V0r+KtV/twDGrcXqR27OKVC5piHwUtCiMdkcZesfX8uHnS1i1YjXb9+qS/KiTcUbIizZHbZ0inkVHdcmr7ZW2SlDhb8bStV+zatlCNqrpcatq1kr+Ek/emqUH26QyarNNWLZkF4llUipG8FVbxpbzgTS1pXBgjwPlZZnoHN7KEvHM1yu/xCSkkr6WbI7staGyr5545wvsWLuMFau/ZquBJ5WS56yWGDb86WvcSqTdXB2EHNlLoOSQR4nnk33cDtZnn5z+Tzlnnk177QPO7F/Nx4u+kvO665AJWVU1xFxazj73MuWWW5HC7qdYntqKhZ8nB75czJcrVvLV5x/w6zffZtHSVaidc+Re+QOcNXeyVnz/xRt3oe2XTnd9Bie+/npu2LPOlE9vOJuktzUH443ncL+t8GUkY6yDBN31aES85GxkoBJ7fRsSipt5MdpOlKsNnvFlspsFFf61MUrb41iOv32SLCX5kHcyZjig9qUFSgfwMoabH2J3eZei3nz0B95ddoLoaC/Udq5n1fLFvPvr3/LVxQCa60owO/YNX61ayvubz1DWNmM4J/vrsDuxXtT5r/hw0wnuVnXTXBDL2T1rhd1ZzMqzTjS3dxPvdo5v133F+q078UtvVdiF1wwTo40EX72MnlGivGOur7GIy9+8wedfrWLNWuM5R2GM9NSht+HXfCrurVp1jcKpbzHWSar+eo6FSs5Vx8mx3c3nS4RNW7UXy+AH08fgSPanOcGB1V+vYc26DbilCZ2JuhWhd4DFq5bx8YYDBN2pkTtl3Y23ub76LL6Fs/YTvyZ4PtpJottFvl25mOWrl7PLMJh20fGt9ddlgWh7vtl2lKgHXTPkcriTCHt11q/5io07DhJ6q52x3lp09n4s7PIy9p+3Iq9+gIb8KI5tl+z7Z2gY3nqlI0SpPB83DEfa2CtD8up9dT3nY6SdzRJ6yfYy4MweT6Ycl/xgMfiMAPN9rPn6K77dc5LYvE5ZZ0M9pdw4qolNQC5Dgpi0FSehuXedXDe/0rCZ3qkloakwZlpnJwxuzuhstA3fi+u5ntwmmvJiDI+sFWGW89n6nTgnPfxOh2ag/j4GmscIK1bG8HyUp8m2HLzuLvsEqsr2Y9+GT+Q0XHO7S8csY/BdAhRwhcWL9+F37wkd9YIAndOlSBlvis1urLIUWx+70vRYaftA/lvGeA8pvjY4hRbJq7NbH8VidPYaxRkeLNCOUoRRoum2IydOhig8BfeVEugcQ61o7Hfpu/BE6bpaRnM0u1ZbITt9H6ol1jmQ0t4ZBjfbtw+PfVi5zwPJtU9H3g1O2YURfvUCmcqdmoPlIezcr8kdpUO0Z/fCOH/ekgplYcz0VEPrqqO8nb1bsh0SAbK2JP7hM2F1RygOt8fANpCWZ/fQ2HactBpFOssTL7L/eIRgl7mc33ydO5J/A2F07kdFkfno2UwPSxCgBdqRyh8KNOfas2q9FjF3paM7yri09jDGFkoCJL5FVJAZOuZp8rbY/rp7hAVk0tKoIEC3crw4f8GCR+2C5Y4PEWFzFAOnuwwKArR2/iZB/gJFRfsuARppSePUvvPcapD2fTQTZmJHYaEgQGZ23JH2LE9Ix4eYYeQeR+PDcA6pW/NEyRI7H0ehddqIsspbHBVpkLw795ZEomnjpdgKPy4Ii/N1dNxTGRTsvb85h6snLhJXJIiKeL73YSQXbTy/s21+dKCRePur7PpkP87TBGiU6iQXDiz/QEWAfrB4TldtISGWZ1n1i4Nkyo2u+G6343HQVWPTSwRoNm7fOICRW/G00RtuK8FNV4vIvBZaCt3RuBwvyn0n4SfWYJ8/s99j9Kk/B46HizuC5GjtwDSpnHh3HVySnormvY97Ya4UV9YTeyuPtr5hntz0xfyCaHSUz78+GCA3wIEzW/dwSUmAmh8Ec/WkPZWv2P7SW5XA5T1GlM7qIErfoibVncPL31UQoJEaXA6exb/8FdvXR5/ifOYafnfrqEzz4PoVL+rrE9i/z5UWBrl74xK6frfp6RR22E6LbR/tx/M1JEAT/W2kZyZT2tzPaF81zhd3EpqXg85mTdLq27nnbY2pUxJdUyazp5qwmwV0C5JUEueJtX4CNem6rNJNE19olEcBBlwMvE9DSZroIEt6LeL6gqvkK56WUeh1HHXPYtEuDnLbcB8m9yTaKRrmOAf2LJ+vJEDDVCQHo39yHwdfBwLU+Ri/jCKGx/u47+eCg30mPS/6SHPS5/DKvZgIAjQwPkiK51UcYitF3eznfrgLktcKBV6I9iWNxFJJZ8WyzhRsQugh3ILNy7+QCdBg7T1BeiQHGhPUpttz3tKPlv7Zo0D9pBmpsXLT/mkCNNBSjMOh5Sw55Ux9W5corycxiFGkIerKftyLZzjGdwlQhA06lw045yQawMrb30+AEi/zN39UjgAdtqe659kcAtRUFILuMUNKs2aNAO3RJrm8je66XC5s+ohlq84SWaHUSJ1yBGjpclZtPoxTcoXogbRhc/Az0ds7iH108Xe20c4hQKVuLJIJkGD4uno4Z1RQHG2AqW+JPMpTHXycAx7l06MZk2MjtNRWKk88L8dw9SluV93DyMCNopaBuQRIoOdRPPq29pQnW7BEO326sR3pL8Js92Xyu3qJM97LitXr0TRJlonYHEgjQB8r9bD7CkllrTTmurB/mxHBN7PpKHFjm6YH3lMEaI8DOXkRHJOZqzY5PUrL1qEgQNGh1zjlOXUa8yQ1d8OwNvSmviaG3dss8Qx2IC7v0XcIUP9dC9YZ3ZrWw/BwD6PSCNAUARLozA9Cy06QmrY23LT3Y5utOJojw2Y9WoFPBM/5HgLU/QQLKyui8qe2fvaQZmqAY8ojeSjy+wjQxGg/jU9y8T1nhp+SAA3W3sLM0h4//c0qAvSDxQuGutppbr6D8SLp0FKpVE3QUV1HY2cyWt9HgDrvcF7dkLKp3uCLSSoyPTCxi5CPzBnrriTYUoutq3ZwzSGSBuXBlBKeDzYQ5XCNHau2ctkymNLaOryufMkR9fNsEnXrmO+Mq87mNLPXeARolKbSR2RHeWCjJEAVoWd4Z/5KNoh8rjWOVwRToi1Vhzc/XMm3kn3RCZGnD4bq72JlZYuf3rcKAtSYxb5dm/l2uQiz7wzBsk81JVrzOKPvQG5tDx2Ps7A10aa4qZ27ouO3Z9W3aFx1Ja+hl9GhXhqf3sf9qDHBryEBmo2hzhzM95nwoCiGDZputA+NUZftjZmT+5yRCglVMTps3KkmjwD13zJm0bkoYd2GeeB6jI2GsXKYwafZ6Jxc/Z0RoNmHoUoHsh4OaRRh0zE0d8RXf4uSAI3TVv6UsrIw9F8HAqREceBZNilHgKTZkfrSAmJEO+kqCFDvYBd+Vz7nsOgEbxblUs1jxunuFCQnm9dPfs0JfcUIUH9FHNrGLngbbpcJ0AwGyfdzxdozk95Z01idOfYcv3oDc5Pz0wTorv9FdK5qc8TCl4Zn3cTZnUIr+KGoUZ14HPkC3VnxvpIAmbnd5paHDjaxsd9PgFKvs9QoXTE31zMoCEU3KbZH+ei3bzFvwbu8+fZC7DNbmCzyYP4FP2U4wbpFozkzl12Cy95NfL3BlMKKNHZdsyW3ooGubuVaIfEexVxrFdFGp1n6x32k9U813UJZpS4s+Pvf8aF0BMOH3+Be2EHHozguXtYh9vZD8jNCuHrpOLfqxnjifxj1QMUho+WhZ/ny0w9YtvUQ2fVjPPZSY6txKo8rK4g0/JazvgVMvESAesuT0LOx51GsEZ9fvzm9tmG0vxTL/RfIFTqS50S7WsiJtGTzO5uwvlWpJAICggC9rAfp4NQzR41wi08mzcYQm9SbMwRorxNN0txlr6SnPHS/WsXOE+5UNmXJBCgq6AonfUqUoyXPqb0fIQylB3XVMezb70FRUSZeQc5Y79o9hwD1ZRuz2uzedPpltMwlQN1FYVyyFT3ArmHK0ryxuB5GU99tLi7Xo1ial/0+AiR6BSZCZ7JzOhl9ZFnqY5/08J8kQAq0EKYkQJMjz4iw18fQJY44s03sdy2go7ODxtoqqqpraG0uVRGgHxQeYzFNgBQYG775PQRojNsm6zkVMjPVOTneg7PGajzuKxx8NsbpskX0tOulA1GvruN66rSrdAZuGrPqUhR1XfWkmOzkrOdt9Pd9iLZ/Lq2ibgVcW07AQ0XpltZu1BamYG97naLWGRL1+mCUolkEaHKwh8aaGhpEPou8j2CdM7Oe5PnIAM1PnwqddVEaeArjlFpib+ij5xBNosUmdjk/kNdXDdTXUtneTkNRMi6+fjzuVFqo5hxOGDiSX99L15Ns7Ewv8SDZnRXC5jztauaO50XO3chgRF7o1Yj/60yAno/S1ZyNyaYLJNeMMPk0jq8ve9Ilym/DHW9MHG/I533NhmTbn96PxNrRkvLWYfw1PxPt3HJ2bljKWssMOYzkeby/t5skk1U45898m4GWcgz2fcD8Bes5svNT1P0KCLLWw8QjkSjjbznsWUSf8pDRtseRrxUBGh/u48lNH8xc3KiTZ2d6yFASoJ6BToz3vYum9z1aRLkM1lmOd/GclkdeqzOlM4esStwMr2MdlEGQ3gbOBjyUHRkyMUB+ogvGml486VbwAgmTz+5yTk2b0LQUzLTVcM6sY+iJP1u2m5MgeMxBbXPya/t4VpbG+W0fCv1v5uiRrzFIm3GG+GoC5J7DUHc+pw7vFfKXTIGJHvqu0/hl1DFc/N0psIGafNLuPFWO6AwRfOUbnIOjvzsFJhrU+MRipWfUUQptNnI6dsaB0pwRIAkTfWT4arF+6Tfs3LlTyDZWr92NZVQ+bfkebDxsRLHSY2Vf832M1beTXnyPE99sYueOHcpnvmXJ1xd42DCLAD0fpzzBBSM7LxobMzm2S5tc5emutffMObYvgNb+JrKScmkcVfSCn0brouaQLjf8Ml45BSYdm+GLb4gTZ9frcKvs1gwB2m1Pfmkud4ob5RG1ka4n3Lh+lKibSTIByrrtxkVtN6p7x0UhGiHF/RLG1ln0tUgEyJPWkVZCvQ3Z+9ESAmYRoOGGeE6oGVIoT4R28SAunpL8WzME6PkIRaFWGLpF0iFe3F+fi6PlFZwuH2Kb231FJN9HgMbaRO/cEPPgO7KhHO4sxkzjKpH5DXKh/XMJ0FhfK1F2Z+TvsfbT3/D+losEhvmjc0p8n4PHsEvMwv2qIf7ZNaJuNOFlo49naqVyNEyFf338MwjQaAm6a/TIG5kVtiuRM984M+UbttxPnSNeCkLbEXeG5dYzPcfmSA22OSrOFuxO02GRlj++ZgcIKlas9ksxX49tShX3H1XSMyQ6EHW52FrpcKf2FfNGP3jMJUC9kgd65cnj0hlpFxIUllGCtL7qpvKk8qaIkxz3KSLW4axch7757De8s/EcKfmV3HpYxeDYpNzztnZ2pKhFWReHhc0+r0/Yg0Zqsv0xvOpOUaIR6w2S5RH0vjx31uj4iAZJsiWvMQGaHKbubgx6J3SJf6wk1gMFaO24yp1WYQ8DHTB3jqdjqngOtnJb6EzKd++TTMxsTCl4WEJyqejkjfeSan4Ko/iHtNcWyeRRQq7DRnTTZkh7X0Mx956K36Nt+IgG2CWvkVDrU/K3+fqT3/DRTm2ynyrK72tDgER7l1FcLS9K7noo9GnrxBNZaTMEqG+omyDTXfgUKIbTMi03YJ6tJBMCHUJnD+oUvx84fsvFgDx8TE/Kelkx/9d8dtCQ3Ce13Pe159Jl91lrRhUYqMpC/8Jhtm/ewCcfvslGnUBKkp3k5zev/oI3P/wUreAimqtLFJ61hxuxPbCBqFnF9vsJkLiU47yTVeu+hwAlXeEXC7eioaEhS3RR89wpsLwITuw5TmyQEX9ctmk6nHNSGa0P4jixazv75GsHOGdwgyeFmezas5XdasfkcOY+CbRUF3N9/w62y+EOceC4JnmzRm1fJkDDHZX4mNuSMX3E8SQdeZGcsw6ktr2ZVHd9Lp47LMd/8uR2DOyiyfT2Rjv87sxIjch5geM5zvskoXd2B2t3qKFx/AQnjukSfq9BmKQB0gTZOHHokBzP1hOnRd7bhHWqxV9bgy3Hj4vrRzl84hTBdxUNvwxBgN6Zo4dH1NyTCFAMuUlmbL0WRkv57TkEKDvFk8N7d6Mmwp84eRBd+1AaqhVTYBUdFQSan+bE0aPi3kn2XTMhRzp9fooAiVd2FXmx9o0vCaidIUCT4+1EWh5i32Yp/dvYpWZMTk42Z45tY9NeoZvj6pw4bkR8Uatimmyik6Qbmiz6dBtJ9cpx4e8jQIKCtJULNq55lJMnTnBQ6O2cUyjNyoMt/1wCNLuv/sT3wHenwMQ3qgq3Z9e+I6irC2Nv6EqBNG2pwr8R/lcEqIFEy0Txr0B9EhtPu9IxayXjSL4d31xLl+2GhJ5HSRzauZbDotxvOXKMxEctVN+7w+271YKQ3+XQjtUcEve2HVMn5O5TyrMDuHBBUa+uWttTUdcsn7t08sRRNM6cwT4shfbX0tXxXALUUhCB+rEdinxa2FLQOsTjjGzuFTXQ8TiVY0e3yfe0jM25Wz/zLSSyJE+B9dXjan1O2D51zl3Wwju1gO6ROuItk2kWdu1xgAVb9x3lyL5d2IdXMdReyuXDGzko4tx97Dh28flMyDttXl8CNNT2kOub5/P5yq2oi3xdNLLnvigvRbaXWbP3EGoHThJ4s4mR59XEWqfT1teAm/V5TpxQR0M6byo6i666Is5qiO9wdBd71Ey4U9fH0zv+HFffJetf08CIkmf9lMZnklvRSnNRFOpHRfhDG9lxxH/OerSHXvtnLYJ+jQhQTw12JidFWRLt3flzeCTep0826zMEaGhynMo7QWheOCXr5Yq5NWUdvRSEpZFf1ynavwBRnhU6u6BviPKUEBn3buyVp8Ba79iw+FfvsVmEkcLp+2XyrLOMBOfs6WOZpJPefWxmpsAk9BaFcs7Gl8auIR5leIp2Yg8aB9ZwTDuT2YdhzBAgwWarn7bS1dVKS/uA3AiN9bVQ9aRJZEQRpLf1Ka2KRTNM9NRz//79aanvHqW3o5U28ULpWXn4ubKMlpZ6igofTId73NQjGuExWp8WT1+r7hSaGxWFqHzmWmlVI5I97Wsun772sG56rEfG5HAHNXXd0z1/aetre2O73DuchhRv0zN5O/bEcC9PSxVxPSgo4pnIWF/rM7qH5zzBZF8TFY0dND0tVb47j9LHjUiHCUsYH+6mskgRT3711GcQ17vryX+QK18vqpTSP6spH2qnuDBfGZ9CDyP9z6hvlP5v5Wlrj4i3n46WTsakb1HdxsjYAHWPi+TwefmFNPYIhUz0U1PdyuiL5wx1NfGoQMSXm0dFq3LkbLxbPNuuJC8ibOkTOkdn6J20bmO4t5lHynQ8kZ4bH6Su8qEybXmUVbUwPN0+PWego46HZTUMCsIjYzoNQleC5Te0Cp1P74GeoLuhgge5Iq4i8f2V5EfCd8POxjhd9S109M/tqY90VFP3KsI03EVZSQH38wrl89pmmlMV/vUxIsh7A33Tw52ilD3vo6G8RUlqBonWNFScBTbSRXlDB9L29Sk872umfBaBlbYCN1Yoyuf9x83yzqOq1FSiUm/TJ8p9yxPlvYpGuQf6fKSPmopC+VpVu+KNwx01FOWLel78iLb+13VsUNTx7nZam3tkGydt364rV+S9tEEaYZigPDqG6Lv5wjaNT+uspFbSrxyBjNHO6ulOx+CzSgoeCLv1sIKOQSnWAcI1jRRngQl7WlqcT0FJGcrDzukWjb2s60fV9Mn+SiSM0VHTTOfgqzoyP2xIU1k1j5TlR0h+STnt0hlng608yMuluELkU2RLKr8hl5RngT2rUuhsKqxAe7WiTSurbZPdk0yMDEzHW9EsdRTHKQkMIUbYwNHxYeqV361y9gyHwFB7tWg7Z8jq+Ei3aHdeasN+oBhsFXY+7z4Foo3pmiIJwhL3tbYJkqLgEM8FD6hT1s3KZ1IvZIwHrt7EVtbKHKGmTKGX8ua5wzsDz6pp6h2Xz/Eqlto4EUaS4qctDPS0EKo3cxCvNI3W0Vo/Kw1SW9NFfWuHvDV+fLhnut2v75kqwwrMECAVVFBBhf8j6CQtbWZx8j8f44LUP+bp0+9sLfiRY5THj8toaJhZFvDPR7v4NiXKv1WYgnQWWFpaqfLXX4JhHj58RKvo2KowG0MUFDxE8mP1l2JsrInsbIma/suhIkAqqKCCCiqooMKPDioCpIIKKqigggoq/OigIkAqqKCCCiqooMKPDt8hQGP97Tx5UkbP1CrYiUFqS6SFdYq5zIn+VgruFtEkL4CbpKexnFtpiSSmZlI85T1qpIU7SeJaokLSShpEuEdkKX8rJJ3CR2XkF9XSWlsw67qQrLuKYx0EJseGqHmcP734WoEJOqoKSE9JJOvuA+Sgo88oedjEqLjXVVvCzVQRT3o2ZcrFlRP9jRTer0BaRyzNnTeUPKR91kqz3rrC6fenpN6nbWiYxvIHFFe1Ix15MzHYwcP7hdT2DMmLgitrOuU4b2Wmyc/cLa6kX6hktLeBikppEfIYraV3SJL0cDufpp4RaWUdvU1PKC1rkBcZT4z2Ulsx5YxxCiJvTwvIEHnLvJunyFtvPRlpKcr03aS8tZ/RwWeUlRRPL8qTMN7bRG7hY9qfVZKtzMuMZFBc3c7o+ACPbimvPahibHyMTqGvzFeEnb2GWySCyntVs1znI58x1FBbOScNCoxSnZeuiOteKd1D4wx2KnUm7k4ONlNa3qZYqK3Cv0+Isv6s9uGcBZ7SwsTS3MzpcpaRU8Sz/gkGm4oV1+4U0tYneTYfoTJvqizm0/mdM6fGFc4WW/sUGy5mxXu7UrEeZqyzWtTNVBIzb/N4aoPAa4fn9LU1Uju1qUHGCM2PqoU9nLtZQIFR2p7U0NQ5OGtX6wBP7z1h9kqUidF2qgrq5Z2+U5gYaKc4J0Opc2F7ckvpVO76kDYvVNfW0jsyKZ9fWF2cLYdJLnqdHSH2UXWvUna+J6G3No+U5ESy80qmF4DPhnSeVGttmbwwV0JnVY5CVzll9E4vDhdtRlEVz4bnLg6XzvuqyFXotVC57Xu4s5b7N0Vbk5aO4pLkCDFHTkNidq7sg+11wOhgG09LZo6U6lG25bmPm+UjKyQ+UXxXWaayH6NkCAqIslT3SKHH0ubZpVHR1khhx7pquZMl6rGkayHZJbWMzHKEOPqsgrSUZFlndZ2KVLRW3FGEz30sn0c6Ow0Vz+a2OnMJ0PMJnuT4cerweVJKm2TjQn8F1hrrWKMpebucoC7Th00LthBQ0ypITS7O109y8ZIWWle0OHLdlPs14ms2BrPsg2+5oKODjs5RVq7WIi07Divx++y2T3jvG3Vx3ZTgEEe2b7ch516w+C2F1eHysbW8+fZGfIsUhqzraSpnDh8hOKNcuaNE2mqdhOnlk1wR77x04STOfgX01Eezd78HZdU3sbl2ksuXr3BJ6xLqRraUCGLW/9CFhSJevyJpJ1kLLnv3kzRrTWWe2yHmfSulSwcDI08q2urwvLqV1Sf96Bsepzk3in1ffIt9fjXlqbZcNQwi3taMI1ra6Gid5qjaWQJuNVCfI21tj6b4fiBXzpyU4zt94TRnncPp7Bsg1+sMi7/RIrdxkN7mXGzOXqNw2jpNirwlY6Y1kzdHKW85Dryxcr9CRyKu4xo+lDXkoHv6GN73mpQ7oMZ5Gm/CjrMO3Eu14OuFO7kowp/Z9CEffHtaPGtO+J0i+Ty0EyfOynEdPnkYy7gCqnOisJDCbpbCnlKGrZy1E6ybPPHcN29dYvZS1raCINQPHyeh7KUV/E8i2bNfTcRzmf2H1HBNfUJFmh3a5hkygRp64sshjUh5a68K/z4x0f6AizvW4nRn5itLxizWx1Iuexo7lrN4nTZ5NRV46VzkrM4VDh87hG1kHl3PnmC0/XMOXZRsQgDVcw66fUFnXRqXlu3DIryAkedjVN4K5sq5c1zROctu9cuUNLST4mbBOS0tzp47xmWbIF5HLwmjA6WYb9s7fRSG0CANhaEc+egA3kWyU4FZmKT1cRynv9iPQ3qF0ib08TDOmm9+cZQc+beEVqL1j7PrG0fFEUNKjLY/IdzdXOj7Gke/XcryHcY8lHbnPh+nKs2e/Rq6PGgYovNxGrqnTnFJ5wKbdx3gbqMygtcKPRSEGfPN788qjqyQHLganeXqtYtonr1CWFqdoJJzMdRwk3N7tuCVK9oP0SZantHgvLBve9UO4plVI0KMCDvqx963DhJWM3ujtWhtHoRw7NRRoVt1ThzypXGkmyRPA46cOoG2zjns3FKpqryD5pmjaF/VEvb9MEY+qczaQPsDRTMBFw5xcJeHvG3/xYsG3PbuYN/JI+w7YEneswGaC2K4sHcdp7V0sLRLneMCoOdpBoYH1Thxcif71UNEbBK6uO+vyzfvaFMsfklHYThZG6Jz5RybFy5iq24YnUqnkZJfn3CL65y9ekXo7AiG3in0PHuE4fHjgntcYtf+A4TkNFIc54DakYNoCftgZBrM01n9oTkESNomHmq1G2tze+zi8hSntEsESEcP9fP2dIgKdTvFB81lJ4itb6Aw3gEdiwjaREspeYKOsdfF3jOHQUGAdqsFKffp9xN6YjGu8j5LobLoc+z3eqT40XGTQ7ttaJgmdNV47VuDjl+5cqQGbjp8i45tKB5BUTRICR/rJNHDHAu/bAaEYexsekhW2n26qwQB2m1PeKg1Rs5JdI1K296bCTTWxT2iiPYyT1Z8qoZ5QAStI68gQIGXOB5YpvwlMCQIkIUBhzVsqBM9oMK7QVxYeZLgUiUBumrDBXUTMmqEaZqURotKedzQTcN9QYAuOGNtpIdLapncExvueoDBvmukVjaRG2rI+hUHcM0SaRIEcg4BGu8SFcMcc9+b9M/OW7YDC66nKMJIB72eXoVzcTc3fayxCsyiT/pOo62E2RnjllBCXY4rZ64myr2+xpAjqAUqvUr03BOV+BK3lU4ce+uCObraUmhdgcZQKeyUO7opjPI4LQ5/H132vHdlFgHqwPvQWtYePvsdAjT67DF3KiWnDpPUxhtwyD6FMqEzFQH6saCHNL3jbNy5ZQ4Bmo1k82+EjWli5Fk6B/c40CT6kPn+pph4p1IriPWpHVY8nttZkzE5Lsq5/jUuHriAvUSAJga4GWyDjd8DEUMTdru2EP/oESZaNmRVtdNUGIW5jgUVMy5CXhN0k2xqisHsw1Bbywi10OH4qjP4v0SARvpqCDO+xtkt53CRCdAE9XkZBLrqsuvNU0oCNEierzcu7iKOlwjQFF4IwhNttAG3VMXxIaN9VTjuXc4qDSOZAOX5aXA97KmIfYzmh3eQXI+9Xhjj6c0kArx02f2OpoIADbaR96SJicl+7nnfwNFx1sGcMrqJu3yA9Xv2ygSoM1OP/db3hX4m6Kwppryxl67aAoJtdDiy6DSRLxGgwbYnciccHmG04BI3n5Vjb36NyOJOxgZb8TM8SeDtMnIq6kQaJmkvCEXbwpnK9ldUgB8MhK5cXXFwusrpKQLUHs2BLY7UDrUQdOY8Hvk1FARbo2sg2tzZfRglKjLsuXY9lo6hSiw3HSa5c5SK5Bj8/URb88E1mQBNYbC5BFfDcyQ97FWSe4GuHM4etaGsr18854apjT9NTyTuESy4Ry/JukexSHpEtO1xrNMaxHOjpJrsw+beTKGdQ4B6G2O5tvMGVe0F6J4z40H7sJIA2eBx/QyBJbVEhVhwcZcBidU1JHtfQzf6iXK4dVwkwgcbpzDangazZYs1uVVVVFUlorXsEMlK6vd9BGhiuIlwoz2oC5Y4ohxRnBi8xdWvRU+kpwpXE0tii5qkVhtHB1N87ym6Hi9evGBSFJoXzYIAbTXDxk0fm7QaZZokr8bO2Hon01Diw6HD9jj6+5Jdks+NlwmQ4w7+7rfvsGDBApYccRcfRSJANthfOY9PYS3p4cacOWhGxBQBMk/jbsglVi7+lG1qTtytaqBrcIwmybvzYT0OmNhzV3m0hNQgJOlq4nK7itwoG4yMHblsFUB52a25BKivHmdHE3yU3arpvD2YRYAE6oPUOBxcT29ZHPs1zSlt6edZaQo62hfJqR+kJfd7CFCpD59eDlOM7Mlo4sbugyQrHVC9mgC9YGJ0lLGJXK4u0FUQIEH4HgVe5IxzPA5W2t8hQAq8ED3YKoIvWxOUU01FumoE6EeB52NUJ1lzyjmZCKsDryRAI0/8UNPwVxjFkS4eZrrz7YIv2XfWhpzaHprTTfh42WpWiLr44RFLWvtmWc8XzxkdbCbB1BZ3iQC9mKSn7j625/bx5YJvccssoat/gPqiaE6vW8marZdIKG1iaGqW4rWBlM8eHsxyhPji+QSjw0/xPWJEyEsE6IXQw6iwWeGXLfBRjgBJ/tbGxooxWHBZSYAknygjdDQnovM9BGig1I3D50J5JkcwxG3XM1x18kff2komQGEX/sC2w2fkb/PBMWu6XzUT94OGsGdjQi/jD9B56dBSaRZg7e4TJJR0zEz/Px+lMtaE06JTHWClLhOgfLuV7NK8xnqhg/e3XxCdvU6eT44zOvIEl216xL5EgCQM1d7j2uHlHDGLpv1ZHW6m2hgHp1NSlIrm7tWKkSWBybF2Ml1u4O5zl97Zzpx+cHjBmLRMRHLcOEWAckz4zPCOuPOCQtdd6EQ+JNvnLIuXLBN1cwFrDCPpmx7VekFu4GVOBT4Sfz0nWedTHAqm2pr7aC/Qm0OACqON0BfEtG/2bPhoL1W5QexdtISthwzJEp3usf42EjyusmbBCk6bBVDR0k2G+xU0bCIprcrHdOeC7zkLTGK551ey6ow9/v6iwO95lz1OhYwoCVBytCGXbbOI8RcM+bINiTW1ZPgboB9aKniwhFFKY72wdYihvSaYRb/9jG93rufjX/2OXTfy5BASXkWAaod7yfARPRV952mvwRLDzLHYzeLDpnJ6zE6sYK1WMIN9Dbg7muObXTurIRdoEQRouwWOHsbYJTxRskSpx+KEvU8GTaLxl7xGl9+PwDLYF6vte/+MESAbwv2NuHIjm3g3a5yMXGYIkEWmcj5zkqaH0Wiu3M6loDtU3bvBWXUjThjZkf1kyvh3EKWpJQr5U5kAmbreozTGjKtegXMJ0EAjnk5meN98KW/5cwnQE8+tnI6Rxtc6idG8iNu9Km4FmSiOwhBXv5cACXa8/EzA9HytNOJms+EEWcruzqsJ0BTyuaYkQKNPY9i8aj/mDmYc3L2e6yH5VOYK5i6+k3/iHRqFVRxuL8HX2BgXv3vy6fpPVAToR4Hxlhw0DxxCy9yec7sXoe6ULq/zmUEfcWc2o39TMeA98uAGX530FNZnjJpkS46aBtHeN85Ib698VE5T+AkuJ80c+aBAF8lKAjQ83EW49RkMYypEDN0EXliHsVcEJy6Zcqu+h+4nyehdu0p2zUypf30w1xO0Ao34v4IAKdBG1CwCpMAjDKcJkAK9rUnfQ4B6CT+2DrP7Cn0Pl/mw8qvDWFpdZevundglVeB5/I9oeJfK64fybVZwLWP22o3XCUXovkSAJDzLD0bf3onqboUFHmu8yYkdauhY2aCx+yvOuGeTZLiENdeS5VGip1GaaHjdk8NCLW7fQ4CmUGi7gqvpQ7Q/SkL/zE727DzPWc29BBYNyFM6ce6WWBpHUf+aqLXtSdQMASqyY9mVNFFqx8ixO4hxsmhLBNkcGBgQVySCeQD7nCnG/IL8cF3OexUiHaIao7kMDyUtgAcvEaB2rHauI/ilszDGSkPZdMqepwPDNN/35by+PfkBF1iiLbUzQ5S4q7PPNZ++xmIctaVjri5w8eRKzGYdxzFDgJri2Lj1NLa2tkrRR237JQqalQSoLItLB9Rxco8l4rogQA1NlKU7c+GqA5VdglH3t+By/Qh2oSWMTk+B9VMW7sj5kwFMLZd7FQG6meDEgRMmZNV1zzT87Xc4duQMZuZWyvQYsW/tIW529JLtZ8Ql63A6h8ZoqUjGzSmMGqGMvXudiI+2RtPImwZhRIe7KrHSOoFn0mO6po7NGGkl0OoY6z7Z/OcRoLup6J06hYV1BHE2swjQFRecHIK5/0xeqsXjGANO2UZTcUsQoMteuJtd4IqvYMOCxHdXJqJ+UIt7NW3TBGhwsBq9I6vZsWsWAZrs55a/MZeswugQeWutSBFkL4zqFKsZAjT4FJut2wlpVJi4jlw7jl50wPDcEQIfKiL6XgI09AiDPTvxLVEUgIZbBmzc7aacqvzzCdBwczFB3s5YGl5h68YVXPS+Q2mmt+I7BSZRXZ2H8xlD3GJypheaS8d+XD7lTb0o/43J2my8nqFc06XCvydIi48TQ9ywtbbk8MaP2W8ZO71wVMZgAZe/NaZYOcw7nOvEijO+cmPSed+DndedeZwTjfsdRQMvESDNhJep8gwBGhrqIsz6NKbxlfJC4STz9Zy1dEfjijl3G4QZbHiAvv4FkspeJlGvA/6VCdBADmfXmkyf3zZUm4OHiwPm106xduMGjCJLuOmwG+0EBXkttF/NlbTXcHGVjFkE6NlDHONz5dMC2gtCFASoS6HB0fZKYgNdsbEw4cDGzzlql0yJ/wm2uSucJFZHX+aE51357+8jQG0l8fjdV+is2GE1WtG1ZGWnU1Dfx0B1Blr7z5PXXEOEoQVWHvGvDfmRMIcA9SdzZIUeD9urcT5wHt/iesruJ5D0SNHC5LoewPbeTOYqs524ct6fxvZ8rqw4Sdb02pyXCFB3PEc3uE5ziCmMPAxhyzknagfH6H0Uh4aeMbc9TrL8ejZSqWyKu8jXRrFyGhJLRRp6H6Lz7T5SZ30eJQEaIMfWHreCqdUgEsYo8NLklHeskgDVE268E6vUcpIlAtTYxuhAA3G2Gnz9xTzmffEV+2xiaJXGuGavARrvxffYInbZ3JR7/98lQJqoLf1b/vvf/Zb3FyyQp6AWrNvCKQ1jnBLvMyyfPSNhgs4YHb5xLWao6wHW+zfy+Yfz+HTFGszDShiojWTvfk/qep8SZnKIFZ/P46PFqzh+I5mOgbE554YNPnJj9dvb5xIgp5kpsM+/XErwgykC9IQU293oxJSTPZsAGUWT4a0twn4inpnH4h0niCtoUawBuhZHQ2sBjse/5mMR33tf78IyNp+R0eEZAiTeWRGhyfo1sxdBS8db5GNzYCNfSHlbvgYzQSj779rxsz+8q9DNh0s5aS0Y7hRTHK/BYtsnrDjpTZOyo/29BEg0Ec2PolFf/r4c11vbzpP9eOYAlj+XAE1BWuvjYvPdKbCKQDV++T9+wttSeoVst0yTz+CxObqWdz4S1zZc4lbr62o4Vfhz8GJiVHQYpqbAHuN2wE3RsD6NZdUFT3qnFjYPd+CtuUSu+++t3YtHZhnddQWc2/qWXHa+1bpBbc8AxTERRESLui8/NEOARp5P8vSmD7tWvcU8EX75FU+a27tIcz7O4oUf8uGStVz0yZo+bfv1wv+KAPWT6x9CjCA8in7GX0KAykRj5an4+0kIX57zk3vrsyEdnGpso5gC66vNRffoKvnbbBTf5vU9gm8WARrpJsJ8O59/Op8lmw8QcOcpI2PFOKr5Th/QOzncTZiNYgpMOjbD6/o2WQcrD1/hdtWUAZ9NgLq5dSOQ+Ps1tFfdRmPT23L4DZccaekZoTDOis0rPuDTjz/AJLqNykxLFv3mH/jDR/MUur3sRl3XD3kNkAKzCZBUHuO1NvPmu2/zzUk3nnaPUns/hAPfKNqukzdSaR/qINXCV/CJFkZbi7E4tIZ33/09B8zuKg9HlzCXAL14YMUi3ZtyB0fCcG8uLqdD5MXkUcZbWPDJPN5fuQWz6AcMdzeitem3fCDe9/aWU2SVtYo0hHJwnUjD+2+gcaNszu7HOWuAVFBBBRX+92OcFCuH6ZGFfz5eUJtzl/R7eXOMlwrPRcOZQWbRQyUB+kswRqL4Nq9aD/RjxovnI4LAO00ToH8+nlOekEjW48pZZFQFaclIcXgk2fV/+fbBsaEeEm54iq7AvxwqAqSCCir8H0YfBQX/kiZ2kpaWBiGv4zTW/0mM09BQT3v73BHYfx56xbeZPfKvgoQXL7opLPzL6Y9ELGtq6ujunhnXUEHCKJWVNfT3/+Vr8sbHO3n48H+PDyoVAVJBBRVUUEEFFX50UBEgFVRQQQUVVFDhRwcVAVJBBRVUUEEFFX50mCFAg0+JibxPeWEasYmFsifmkb5G7seFExXkhZGuLrrTYkdycvis3w7kNffy9F4kFlPXzO0VW8/aCrGzNFaGsyKusJGJsSEepvkor+lyW/KE2FtLpI+d8poJfso0dJfETocLzmlktmuosWcPcFTek9PQOrMUsPGOO7GlM/v9pYWUvU1F+FspwptaB1M1a3p2tKeZ7PRIqjqUeyCG2smOdFXGbYBLYBatyn3bgx0VhNoq4jGJnrUvqiUXM2MD+bp7XM5cJ2FtRdhbmSjjsyK2oIHu2tv4e4VTo9xEUJHqS2BCKf3St4h6QP+sNBhZ2FAgOZMcqiMu6j69z6UjQW7iai7i0zfEV7nNkoHHhDlHUCXvzhjiUVwUpb2zvQoJPTQXE2CtSH9yhVDCQDPJwU7KtBniEXGX9rFBCqOcSaqYOb3l+egA91PCSM+9T5SLjTL8lFzH3iOJhuERnohva6Qnrtl6cU9yFdtXhove9VeEVUYsY4CylLuU1HfN+cadJTEklc+kQYEx6nNjsDUWcZnZEv9QlLPBaqGzPIVvppFm0hLv0zb8w99F8WPDcEMebnbCHpjaEFvyjMGa29hbGk6XDfuYPNlvSF6MveJa4B0mZp0FJjkDvBOoCOsrHY8z8Zzuujx8LBXXnDKlYwngmbAbNqa6WDh5Uf7yLvrXGtLxFrd51PqqdT+DVKTfo7imQ3Yn0tdQRICDpJfrOHrepbGlFP8bpgq9CrEOSKFZdiOvQPvDOGzNhM4cPSmb3io8SdvjQu7fqpL9h40NtJPspXg+LG/2wQavPwaEXb8VVSS7ZJiN1oIwzI2kPFsTmV2pXIg/TmNxPnl5tfIC9ImBZ2QEK2yiWZzy2AMlxgc6SPFW6CwkV2mne2oI97LFwNiM3BbFpeb7fhjqS+HsSVDG+zrhxYtekp0U+dT1SZPPgBx6VkmEi+JaWuWrHZ8MVt0kKn/2kuZmMt2ymdqk3XDbTX7eKSiJppeaguZcf4yEzuy8I6gVH67v0QxfkMQ7u1akoWo6DalP5q49miFAbckc2GVDhMcJPvhKg1vVvfQ05mBz6gJRt+6TmpiIwZElHDIJQjqQMzdQkw+P2CoPKbtFfZf4yO7XOXvZgWhxzctJiwtnfWnI8eCDfdeV4TIpbezhWWEYlw7o4SVd873E7h02lJRksuv0JdwCIkW4VPLKGhluz0Fn00UcpHDBpuz9+jQ322eax/4yT7ZsuEqIdN/2Aut04uWt3/Q9RE/vIiYXvad9B4wP1+B0fjv6TiFyWvyuHuWAXvK0kqsf+HB0z3nCb5Yq/NN0lKF3/Ry6ToEkxkZgry0+QFiRMDEdeFzYhLatpIdEjC5s4Er0E5GYx7gfu4JxWBSJEW4ifydxyaybacxLPOfqQTo2454FC5fvJ/KelIoOLNcsQ00vkKa2FA7stiMzwR2tcxYEimeCbE9x/IwfT+uyObLXhuK625heOIytVwRxMZGcO7sb35wmQcJiWPXbjzgbLS1s7CDkyF4C62b2IUyM1OF8fht6TsEiHbZobjHiQdkDzmhdwMIjlMSYECw19fBMLqbY+xirr2fK7gskDD4rwOjoVoJT4zm08TRecfGEOWqz6cgZvEJiyc4pIjfRiVOaukREx+PvZsaBayY8qq7kTlISYU7abJ4Ke69MdpCogHSe0w02/mo9drerZOMto6eQa2vnoRGhNBpKDDfnc01XE0fvUIK8TbmkbUx5WSoH9jgiNCBYcx4XTwgddar2DP2gMNxMpLMt1h6BBPmacemKAYUV1WRnpJAY5cuFTds57ZxBY1kMl89aEJoYzJWD6/AvmmkKRov9WXfgCsGJoTho6RJTUkeIwxnOm3uK8uzHmQO7yHjwCEPR2fAKCsXXyQgH2zv8+1g+PSw6Cbas+flG3L7jB2ic6hx3Nv3mG6zkbfATPEnxRFvrKkExidzKqaanr5kHd9JIjI/E7MRu9p33o3HKPUBHOUbWpngInfk5G2Jvc1vW2VD3bTQk1xuGiq34NRmOHDZwErp25tJGWyrkh/894AlGK79iy16vl/zNDJJhpM55e3+R5yxKqtplNwHdDUkcfmcFmo5ZgjC9oPqOHzrX7IlIDODCvm+Jq1I8LaE20xE1fUdZZxc32FAu4iwKtOHCJWt8HS6gcSZWNPn9JF3ejaZbhAiXzaO6LqWD4dcHz26asPKkpUh/KPoa23FIqeJOpCWaVu7imi1aO32mj12ahui4ep5YxTdm2coLzcRo7+WzP15WbIOvv8m+K4ZynPbXTAlKejxDDJvvo6FvJNqaUFxMjPEOLqFTkHy5jQ1zYOfH32KRUcZdkYYLVm6vTMN3CVC4JYe2qGMZf4/W2nvYnNOlSEmJU2x2Y5WlcGrUlarLQu1IqqTjLuqfMTraTYqvDU6hRTKB6KzMwkrnPA9SPPhI44YiXG0zfSPjtAiycfa8G/lVjfQMDdLfO8h4jSBAWqak5pRQVV1Pe98IL56lCVJiyt2qOp5194lw/YzNGsyY7duHulA27/cUhGaC0sDLXA28xy2Xk/gXDssNameqHqsuRdI+oaAkQ211RLrZoxjgGMHv/CrcwyKx9Y0TLFM8IREga0viH0p+cl4IXQdibGdPdUkQO4740qL0ld7fmsiV9TZUdpWge9KAhMIymlq66Re92GHpONwpCAI07yU9NOfeYNtWc8H2CxgavsmJ/ca4WygJ0C5b4uMcuW4aLCqdqB4jQwz0DzPRriBAKcnWXLZIpUfyk/RinJJEVyyuR/OsKYYta0TvzsGY/Gct3yFAg0JnB86E8kzWwwRV5Tm0lggCZGbHHenojhfPRYW9gZ6zH/XNZVionyGzWcFUarOtOK+fSNezWxwVaagVve/ekkg0bbyo7RJmYbAeL6GzgKxKpOifTzQSpGmEnyA10tt6H0Zy0cZTEXYWBjufEGlnjclxA3yUBOj5WBuJlte5oLb0OwRIOpl5cEjoQuR9sLkIRxMd0u9FqQjQDx1Ddfg7OBOScp+CWzHiuznyWK5/L2gvT8PW/DpFLRPku+3mvH8x1VVPKBN1f2hMUWclNISqs8/zsSi5EzwNPstBjwJGhgcZluvjELF6+3C484zB4RGGe0RPUhhCG/3kaWefrzN6mx8RdcMWA9GRCn6JAA33VhNpZYXZaSO8JAI01kmcmTYXjYIpFjZH8s4+hZHOalx095NaNT7TQXs+IetspLeZrAgHrK8nCZ11Eq9vi6e/AxZKAjQ5NkR/fx+tjSlc+8pwjl+w1xe9ZIlGOuymOzovE6DuQq5u1BCd2TxhtxvpGpJsYQdRepbccLTBTkmAHme5Y2wVIx+34KZxmtRZPuYknfUJnbUJnel8JUi/dEalvRU+qU/oE+2G1fEz5Dy+x6mvjuNfUEpVXdOsE+ZfHzwfG6RPTrfo0AZqc8KvgPHRYdFuddNUH82VVXMJ84vJAfLCnNDes4QNdpI37RFKY2JJuOfBmfnXFQRocozeoVEGOkoJNrHGJ6Jk5iQDca9/eJTBrkpinGxw9chRdNZfTFKV5oTxjWBaB5/PSkPMd9LwXQIUYYOZjT8mFs7cLcz8fgKUqMU/frSSnTt3svOCB/W90gnM1zh20hAvf38cLC6gqxsliIMHf1qoDHfSlKzKdkb62ggylFxTn8XCwYPYpEf01gkCtH0da7/dys5DF/DOqpKZ9h23IyLcMa6JXoevf/YcQ9Zf5sGGVWdwkY5g0D/JZuNUOvvKcb1iScLDFmpzAjAy96FRtIPlPgc4E6VoSDufZBES5E9M2h2hIMku+3NmryAeQ/V4GlwjrKjlJQIkDfCkct3GgdIIXRYY3ZGvSRgdqMDm8GnuCRZWk2KB2r59nD5vhbd/CuUds7yECQL09rQeTMh80k5jrgvqu/XwSknncYwphx2i8J4iQHudeNz0EGfZhfdFnDwDSbtTxWCHggBF+F9EPWDKd/hz6vOisDFxpaYqhn2CCMSlBxMYn4S32lwC1JehzzLrmaNJZLTMIkAC06TmWR9xN85z3SNPFM0u3A+sw7VYFIaO7yFAohdpIHQWUzzlXHGAW3Z62CSUIB1r830ESIEWws6ZyWTp+fNRnmT6Y+gRyy2nPd8hQDPoINXJGlenO4KUqUaAfvAY6aYwOwydk0c5dOQKQen3aRef6MXzMVLdTmMe8FDuPMVc+hMb1XU4LOrKioMaFCgJuITRR+Fs2neKG/5+WBxZwhaHXOWdPsrTvDE5E8EUNWi95YSa+kl8Mwrp+st33f7A8Gd6gha6zo6wRF1Njb07d3HcOpB65VDu49iLnLaY7XhuBs9uOwudncA3vUCps1GKYzywURIgCcNNRThcV0fb+sasqbLXH60VkRi8TIDaS7G3v47Gnj1sPXgMy6h7ylPaB7nnIx2cqiBA7eXpWOtd4uDO41h5BvBEcbTXNEaai3EUOrti5SRI/VOs7U0JymthrL8dz2triL9dgImlDhq7d7Pl0AkcEwsZfC1n8MdofZyB3UkncpTTtANVWehfOISZdwTTx2MKdAidWdk4k+h5ib03ZrvqfPkoDMjzv8QJTS2i82qnzwqdQlmUAcfOXCDs7mMGRNMy1v0UN/NrhN6pn/bBNPD0pkjDYUy9wuek4dUEyD1H9PYdOWXh9v0EKE2PlbYP5L9ljPeQ4qLFvv2aWNqe4as/rCX0sahBxR4s0I5SBnoZXTwI8UPr2Cki0mLZpe/Ck7ZXVctBKrPjMN+3C8v8mdT3P/Jg7ZdqGMtHZfhR0j4gmJ896xd+yc6D6hzZt5UvV24gIK+N+qhzfGtxT56/ldYH2Jle48jh7aTXCqNxbClvrdyPhoYGO776A19oBNL7EgHqKI7CyM6WJ8JArD0XJ7valjDSdx/DTXqUTHewJmh7chcXjeOcDcqRG34ZggAt0I5U/lCgWTo49ZwtrlEReB27gm/urTkEaKbZf0aqvTWXL+lzsyhZJkDx0YZccM5RDgdOCv0EYnU9SGa5+/Z78rShgBvedhiu3zyHAA3kO7L1aupc4/cSAWrN8eaaozdNvRM05EVjZWhHQY4b3+71VBDQ7yNAfU9xsLImIrdBOY0lepC6xrhlVPyTI0AKzBCgcenA27Mb+GrdLnYu/yMf79MnOj4KKx0NNM5r4SUdFjv4lBBzPazsU2mUDLWKAP3gMVp/Dx0DE9Iruxl+Voy1wUXCi7uZGK3AaPMR0poVlSjm8gecD1GsgXjsuZ0z0TNrTaQ1QPlxUn33wP78Sk4EVwqL18HtYEf0LrtR1j1r1FWgv/Y+tlbXuFs3M432euOfcRTG2BjDQiYmx0lxUMPjgVTrG3HavIfgmlfZWQUG6vOws9Tmtqyz7xKgKZQ6r+di4pQX5NcfryRAEoaGGHj+nMGaO9i5OFLYLNmvWQToxSTpDofRDn/CuGhh7tvt5Xj4q74PPLqxgQuhD/FwsCQgu5bB3qc4nTuIfDTe4CADL17QX56EiYsPVR2v2yjQC1qKIjE+b0pcTv2c2RoJ6ebrsLw1tYjnBRk221jwxbfs+WYBf1q5l6iHSqLxCgIk4VmOF5cd/Gjpn1vHJXSWRKFv58CT9nGaS+IxPGvCw+7vtjMZFuuwmE7DP0GAhsa6sVH7gBVb/hkEaHoKbIAsOx10TVIFcfguAWpKtOHYtRjR5El4hv2BhfjGpHyXAJWHsGO3M8LECfSQcO4zdLJmDNmcKTAJI51EeuigZR/F/fv3hdzGz8IA64BMWhtucnz7FiJKFay0sy6KM+sEAcqKY7W6KTk5OcpnErm+4zBpFbMI0MQAt91N0bOJpWO4gksbV+Gdr6j4d5zWs1E3k5HGO5zbb8ytHqnRHSbP7TjHb9z+XxOga0GEh5iwfa8tlWW3ZwjQThsiPY25eiNbnosfaMvDVGM3STmZMgG6VxTM6aOnuV07xORoP06XVqEbUMx4i4IAtU6OkBN0ic9/9RH+tTMFZrQ7lwtbNxEmF7YKLLduxyUieYYAjXeTYm2AsWcmveKxie4nuAtjePKbDRhkKU3D9xGg531ku1/iiHEQvSPPBcNPRO3YSdLLFWXmzyVAk+MjNFUWyd8jVGctO2xuUt9Yz6Mi8X0eFFBVV0GorinW/hm0jyoVPF6A1sJDpIhX9T8M5ZszNjT0zgz7q/Bvj8nmB1zWui7qYCuDreWYXd1HhCBAow2hHDkQML0erzLkFPv9FJrGcJYAAIVGSURBVH6jC+1XcTV1yjCK8lvoyVFp5LO/AottJwkob6QwxAm96wE86hiUiTaCXBmJ3mbVsyF6qm5ja3GJvKbvGs3XE38mARruIC7Ci8jCVnnKOMNZOitQNKidqRzd6vjdRv5ZCSZCZ5L97a2+h525JrmyzuYSoJpMZ/TjFU4t71t8iX72q+ry64lXEqCWPK64x9DcMyoTIFdvNx4+k1r22QToObdunOC4W548PXPTbBknwqaOH4K6LGeuKxcF5Vku5npmK8k2+pgI295UEoT6Rgsqam6hcSOegdFJmQDZ+gRTozyQ9XXBi9ZUTm8wJL26FXlp2fgwd+NdcL+tWOAcr/clzg9mhrW66h7KNj7RRo2vtbypnyYsswhQjejYOiTLVxuzndC54U/boNLmN9zmtEu8PO3W9iAYI3t7nnY9pyLNkesmaYr1wBPD3BNpcLutqC8JL6VhhgB15aCvE0xmZjB+MYqFwM8K/NE+78YT5XDH/WBdAgsUowR9d+yYv0Bx1pMkdllN3E8MJjz9iTx1NdDyCNNLhwnwtWP9miXT4U6536W/u51A3U3T1wykCdPWfHTUZ67tveoqD1UVeKlPX9thlSEfLjqFodoEjK0VZ4xJGGh/TKzrFLFSorUAXY8o6ruG6anOQWevIq4lqzcQ/WSIguAosp42KQynEv15HnJh9NDdq3z3F+w566pcryBUVXuTyxsU8SzVi1NcFOjItmPZl5/J19drOvN0akeZhKo4Nq9ZqoxP6MHtNnXFUdi43KOxMBjd4Ht01BYTH5BCe9d99K+H09j6CKsz6+TwXyxfi8tdYYJ6CjG+Hkzr81GqMt3Yt1LE99lCTgYrD3IV5ERPP07RW5PC7jlPcsvsijRJba4X+5TpOB9cIZ4px1pzhzJtizh01Z+a6cGTER7FW7NdzZCKPiWh6CnCRKShZfK5PLxpHxxHS99Uoerjlv1xFn8m4tpwhICpXQ8CA0+zcJgTdjY6yLD1I6m4cWYRtEB9oj6WmXPH2Tsr0ri4c74yvQtYdegqd0SPdui+k+La2pNEFDXNiUeFHwbqMu3Z+bX4RsvWY5ioaEhHCzw55j99FDSTQ92EG2yWv+U28yTGJgfJ8/fGw+82vROj+J5TfPeTzpl0drZz4+T8aVu0cPUmfPK6eZpkxIblop5v3E+4NG377wbPSDL2Ju2JRBf7ueXohk9MvnJdRBc3nQJIyKuTy/6zkjjObBV6+eQzTNMVnRAeR3HA5bbibxllmK40QNq3VJ1kzEZJZxv2Elo0NbIjbVCIJdjrHpIWhztqsD6q0PVeh1uKIP9O0FmXhef1OKTxxucTRRh+bUq5+PtJ1BVWLV7AV9vUiXs01doM8zAhkvDwAnk2oL+xBOODCr2sME4SV7pJNXYkIKuM/s5abI8p7u22uyk/LREr7aMb+WLJCkKVi1LKgjVYJOzmin2aZCq28b5WKPHex/z5inxKou5ZQPfTu1xVtrmXIiQS2EHMZWtCZnnZ7rrnxvVIxeGyCpRz44CHcuBDine//PzqI7rcrxtiqPseptvtkGIrDznN4s+FzvaeJ6NSobNHyQ5YpCl2g0qQ0nBNmYaL4VOxKjBDgFRQQQUVfpCY5GleDrfyipVTviooMEHFrWzuPnzMX75cZIBYR59Z0+0qSHjxvI9oZ7/pUcl/PsYpSU3jfmWNqiM2B2Pkx8TzoHHOMMU/C2ND7cR5hf5v2digIkAqqKDCDxzP6e3tokeeXlZhBpN0dXX+i85VknbO1dX972hK/n3hxQtJL/+SFd4TdHR0MDioouxzMU5bWwcjI385ZZ+cHKCx8eUVaX8ZVARIBRVUUEEFFVT40UFFgFRQQQUVVFBBhR8dVARIBRVUUEEFFVT40eE7BKi37gFePs5UtCnnLocbiLK4gHmUYlvqYPVtrmsYkd4s7RIY5XHKDQ5vXsWqb3dhmqx0Mt2RjfpqcW2VQjZbJlKRYs8e5W+FbMXA3hFdo2juROnPui5kjwZ+yrOtRntbCPfQ5Vb1bL8Vg+QHXGfb+lXs0dBGDtqVg6WVtPVtmIfRluzbKOLZpobjTcWmxuHaZAwuuCo9P3eRaGmFcie7EuNU3/Hn1LZVrN2wGel0CwW6CLm0RZGus3aUS54Tx3u46++ES3g+AxMvePb4HtFhSfJZYa2ZttP5uB5ZTv1dd/ZP5UuWzVxxVIQd7Wsl3F2H7KfKvE3H+0COt12KN1QRdqizFEu1mXhfjImwidGkPWhA8hbRV1+It7cjZVMHls1CY47HdBq+2Xieu83tpLleY/NUmg5cILKoDSrCWPP118p0HsQ/v4knaQ7sVYZbt2UXvim5uOqrK8Ns4JxpOPXNhRgf2KG8JkTbn56eTm55aU1f233UkuLmWoIMTAktkJYWjoq4I4mO9uDc5o0zz0phd1/CyOi88vfXqJ27QfnU5gsVfvCoy7Bh3xbp2+3CyPOuYjvqHDzG+3QQMxuFn9NUkiHq+V3Z5cPYYCe+WoqyoBNawsSsVaTSlu4sp2OKsqHlQ1tHO3HWh5VlZRXrd6oRUtQj0mDL/q2r2HlMkzuzjxl6rSBs0r0UokMeTO90lXbRZNqHCHs4d93O85E+EmyUetAJkT1jD9XnYXpO1Muv13AhXLHVqDvPl12b17Fq3xmCH8xdiCrt0DsgdLbj6HkUu4a7idbZpYjzlCVFDX30txVgelCh67VGMztgXz9U43/aV95JNIWJ/mekCXt09xU+kp6PDXA72pE05VbghlRLWQfnHeN4JoJ31d5Cb59CL9vsMuUwUxjpbsDtouKeQYxyF1JbESaaB/hm0zZilYnovOfCxvVrWKV2mbiSKWeyP2z0NN0jyDyFmdQOUhwTS1KWdGTFc9rKk9Heo8i7msdcB7yDrY+xP6e4Z5OhaO/7K5K5cHgzqzbtwjxFwSeknV5SmGPXb/D45aU/lTFs2bgOtUtmTKksSk8R5yWPTHqml2A1E3PVl6L+ue3jHAL0YmKYO3GmnNqrQ/DdR4xLe8P7K7C+qsbyQx6ioR2mONqVPZ/vILShhZocX86c0SK7rJnmpyXonNuGS3o1zxuD2bHbjSednXR23kd3yQ7CRSPfI34/8jvODvu74no3/fWpHNxlQ81wv/gthW2hOFyXzeuvk9eh8NtRc9eag4cM8Q/PRHaL8GKIwihT1LXtqKhr5kGSK5YGYTQ9jWbvPhdupjuhoWnEg8oW6stuc+HMfoLuNdBb6sKHv12MUZzI1/MWXPbuJ2nWEv/Wsig01U+SWNhAc10i+ntMKO58RuTVbZzyvCenLz/iGkuO2jI03EaE/h7+sOq8aNR7qcuNwsbUlZrqJA4tvc5tKS/V6WhtPkVi/YCc74rwy2yzSFTke1AUDaHb2rs2Im9G+Idm0CXlbfSZIt6V5ylq6qVeilfy7txbh/WBVZgnVorn87HbpkFCVQsRN2zwSixndHKUe/EmaOzTJfjWQ6Zc40zhcZoNmtejqRPpqI+9zioNJ6zMzcWzhbR3NnPTzwxdvWBaMk35UDtB+S0ElRwdIS/KEl2rZBrEta7ubobrczlrZE7ig2oRpou+gREm21LZv8OSR/JzJSJ9+3C/XUnIjavoRxTK8fX0DjDe/RCDbct455ATgxND5HlbYROcQWtHl+zJ+rKRCbceNdPTUIadjR72SaXyO3r6BuWjNVR4DfC8mwS9i1glFohv183A0NisXTDPGel9iMuB1cx/VwfFxtdJuhtSOPjmfPZpRshbkBvidNhwLZLazhoiLqrjUz7TII3WhHLkuB9VndUEaa7HOLmJkcEeuYw159iwbYUFpU2F6Lv48OBxHQ8S3LDUjp1loF8XTNJSFsau332GupHyGIrxbm77XGHR367F9SU/QF2lfpzSDKa6swrv48uwzmog2dcex6A7NArSord7LfGFJaITaE3m42oKEu25pmdNlZKdPm/M4eyF60QUVPIkJxo7cxfuJTqyxTRK6LaJdOdTXHDJJMtHk4v+ueLaU3yPL8Qq5/Vz1jc68AS/s1t4/2fHyVdelRYtl0ddY9ny7USUvOw2YZLGLGtWfPE1XrldImgel788RmxxHpYHtfB5UEuqx3n0RYe4s7MSl6OLcc6f0Ut5iBY7jWKpFzoLPnOYwKeCxDoZoW8dT2m2C+o7nHjccoeLZ+zIb2wkP8kRyxshtP6gd8JPMthxhwuffsL6XR7KzozQYYYd63+xhGsBuQwI0hjlehnruGKhl8fYqi3Fu3jKH9cLShNt0JN1lo3OIgMKBmrwsrYhJOsRNRVp2Ohqk38vlT3moSJMDbEWtniEFChdPghMVuK49Shutx8RayX5VbpJT4kPOxxuivDFOO02JF50FMZHmkm0PMGH/20TCV1zye0cAjTaX4W9+kESMsLRtRfMVvJmJBEgHRtMrhpQ2POMJGFQrnyjRWJtHdnBphj5F8p+fyR/MYXhHtjbi8paF8xutSDlNrVuAg8vxV3p5qM5+hz7vZQ/Om5yaLcN0mHwUm+n5aEvGhv3kTy9hb8TT7UNBN6+i+MNH0E2RNaHmvFzssQn46n4BJKz037a2loZrRUEaIcV7t7m2EeXidgkDHDXwxEnn2yaH/mwfeN1rL09KWur+Q4BehhnwkWnHNn/0YsXkyLOagaqsjl02pGqaYd61TisOkVqR6tMPq6fPol+TNEMAWoq4NIBDRz9Y8itaFXqRYG2FH32Os8coSGNLHmJvAXcvofzDS9BeETeJAKkjFcvpnCGAD0MYsOJYNkPh/xkVxWdzYKEKQnQ4GAN9kf3EZ8ZiZ5DDK1Dc43S43Q7rppnyielDxQ6seWQDZaWNoTeqRE6nORplieGps7Uppjyu63X8JeOFom5Q0v/AHmhehw4qIuHuBZ58zHDLQ84q6nBNUsX/IMjuVPexrjshXnKc/UAydqbME2sIMT6ODsvWcvxxd+rYVQ0fgYXbXAyOIazIKUyAQq9zZD4kAOVGejZ2FMieQPuq8fZ6ASHdezwDwgi5UGDavvz64LOAq7sPsJlcyf8IxLkUYMZjPAkLYs8UVcvLTBQEqA+7rqFkZjli7mSAJX7qXPEq0zUn1GKHbdzwG/Gd8d4221MdB3x8/fDSd+ctGpl/KPtBF3bhd+jmR5ef/UdHC10RP3Km647rw96ueUWRFSUBzZKAjTQ/pTs6EBsX+EIcaAuHXM9J1kvjrqm3Grooig9BAcbd/z8fHCx9uRxWy1hrh54evng6ehMQPQtOpVGargylfP6NjxoGqC3Jht9nUvTflWk71Ye6oCWdxYj0z2RXrKuHcfs/ktnPvzgMU7tvXvcfxSJ1oKr0wRouCGNq2onOa2j+R0CNNx8C8PjF9C8qq4gQFV+bNAIExoY4Z6jJibxs33YiA7A5eM4FMyMez7wOMKZwArx5lEeWG3gsGcOXg5W+N+sYbC3CkdBioKDbNCwcCLKLxD/2PTvORHhh4QBHvjHklUSgr6SAL140UmGuy++tva4CgI0d89mJ+EXjuPxkm7Huuu5mWiJ5m5PiqtuYm56DhevcAJDI7g768yK+vxQTC8bEZb2dKZdbbnJwVOO1PQP8TTTF0tHX5qE2iaHeynJdhff05o7Tb20V5VyJysEg1VXSfunCFBDtiABBtn0jLQSoHuUgIfCuCgJ0P+/vb8Azyrb8n3h/dzv3Oece+7pe7rPbtm1rYwqCnd3dyc4JLgmEJwohIS4GzHinhB3kuDukgBxd/cQ+H3zlRglva27qV3r/zwDsuYaa75jjTXlPz3M6jC2abnEhtlyfp8Z8Tm5JHjqoh/dXTh18jrJBxunEMqygpg9dCG7NTTQ0NjI5u12dI9g/RgBqnmbwomju/C6qtgcTYb65y6oH42kqqOWBGddHJJe8aEuD3sHE8XJ531RKgjQejOsXA2wudK9yZIoQMOcsfFKoFAww73qPkSEeRF+MwWHrf0J0P2A0xwMUG4m2I2sWJboXaJSdsCIHFUE79lG4BtF74tXeCJ25w2JTlYSIPGOr1NdsbW1w0JXj+MabuQot4L+mAA1vHAV7xZBZWcdiRf1sE98wYc2BQHyDEvEXsQbI4tXRoCuOTDhXJLySSWUZElGgPJumHLinGC/7eUEGhzA90lvwpHhddw5Fk1dzT7xPQ6t34RuUBoXdfexZq0qhzQOsHPXXhxDntJ805Qvlx8R9tti651IQX0D94P12bReE3MR5iGYfIuMAB3dyxFdE2ydPEh8VESHIEBbpi5nh/x7q7J+81nuvS0i2GIvKw/qy+PzS86kVUmArjy4iq2pBcFOP0GAzu9l85Fz2No7EHItW05MJfwM0FTClRh/HO1EHrA0xTYwmqLeneeVuCsqn24CJEMXb/oQoLqXCezevIw9Gqc4sWkSqt59CNDbBFFG2eAgClkbI20inioqmoq7F9l+0k2UFb39TXUZSdjJTjgPi6QfD/vZoJ0nfQiQAj+8E3TD80i0jJR+MTxN/LMK7sZ5YmRmi52tA44ONjx59ZpL7hexsbbD1sIU97AkeurZplL8LTRR27+bI3v3s+XwCSUBekfxi3jsTlzktqiQFN6t40Gwi2gUR8q/188TTzjbTYBEA9LHyADP9Id42nxEgFqLCLU24WLKE0JtlATovg0TzqfKb78MOMDpwG4aVcNtL3ssLiT263EsfxDOrq0r2atxmhMbx7PH5dr3zgKzttRl9fZ9WFvZYmBwBsvAuJ/F+XXlbyJ6CJACdaR+jwBVctXZAmvr66IG7Y/2yrfEBLriaK1LWFwcmjsWcvq8LRbmxuhbWfFWya+zrvtjb2mAd/IDGrur47fRLNL1pKa5k5K7fpg42JErioOulhruxHlhb6FF6OPuoeIs7H6aAL3FbOZgPvt2lHzHxKGf/yNj9wdRoyRAiXe9OKrhSoDjRdz0bOQ9QDdDLDDxfqCsnFp5GOyOvV0SNQVBrFlxXjwTifbCVehH9hZgP0SAsqtzsdfbj07AdZqUp6zLM7rabH731XC5PcMH/IbfLjhPWXMJgaLi9E5+K5/70gMZAdpszSVvSxzCnytZYiM3XBxx9rlJ6SvFsRklBeno2DthrrKlHwF6EW+Blt3N/qy14iYHNex53dMDlIX1nKOk1Sl6gLwSMii8Y4/qIcMeAqRAJ9X5b0gw2s7pJEUR0Z8AFRGwYy6//2pYn3czoLRFEa+M1BTdlcVrpCBAr0JZv8+vTyEo0EOAojGePZTffKP8bl/8E6N3+/fTfZ1kwX51R9Lu3uX+g1fU1hXgZXwOU9fLxEeYoDrvKLfLBQu5Y8qEC312iX3fwf1IG0xcbtPzajICJDs2I6sPyRIESG2VNrF3E7Hap8Zhy2SaGgRZdDuHZZ8dOQWjlROg69ml3Iw0Rn3b4R8nQI7GijO/JPz80NlJx4cPou54LCpeU27kflyS/zQBet/VQVGm7FiaJ4TrzUCnz1EYfU+Dr7tizHyzdBFaQ/x5Y+yiH31vqLS58AG21ue4/j0bfg740wnQK5+9HPLPkvulJk6H2fqhXLI6hf/9SuHPFuLsD3HsgjkHLojKqr6d9vybaJlYibzY61vZLs9PH97lapQ/hhcUR2E0ZIRweLMOSS+qFGc7dTZw08eEMzrevKr4OTdLeglQ/WNf5o8byrBRI/jq88+Yefgi+bWKMYTGV5GsmzGCISNG8s3n/8bk3Ra8EnXhuv2BItW1cMPuDBYJouHcUUWK83m0DYPI+egMqvedrRRkKNJzqPZEzsXn4ivrAUrLpqk+E3uNg3i66XLIMoha4eS6F9Ho2zrLz7X61PHvEqC2UqIs9NA1j6S4WTZm88N47LKR3WbenD93nLuFIn3W5uNpeZiIF73jgDUP/Dlp5yM/o1KOiuuiXrPnbWMzb1N8sHIKoKRPBV4UfZrdHt3Hdf0kAeqiPt2V1XZXFJdyVBJwZB9+Dx4pCNCrZ5gfXo9V2H0SzwkCVFRG6QvR6tBUxz/mGteSozl8VI2gB6IIK+ozBFZzB81Z+wgvqJUTlu8TIFMuaq1kmsp5Yu/d455MnjzjdWogqhYh1LZ0J4I6krX2YP24mrdp9uxT1yEu5RohLsdR22HCs4dBqG53E8/7cvyYYPGJ10mNDeTA8QPEv6jsd25Yhv92hn23uh8Bqsm7gt4BVS4GpXE9zU6Qgu1Evijiut0udl0IkNsVZKvBEn0f3svmACkJUGtbA/ZbvmXZQUFUHoawbI4GvvL3SMJ63xI8nyoIXS8Bek/T40jULIPlzFWBOlK092J1+20PAWpta5THu1QWb3MVPscWctQ6XsQbxMn58zgf+VToClZ96hhLbZKV8chQRZDmXnwye1NC3yEwOVoEAeoeAnvXzC13M06c9SMv1ZChB1wV30BITnn9DxMgPV1cw1LkOs/f5NFU1GcIrOEVJioHcb56Hz+H4xy2j5DrPXr6guoyBQG6kVdDfc4N1AVx23fxRwiQxSl03WLkzz5+kUntz7ms/SWh/Ck65haEJaRxK/kyPsFBvBaFTvHL4t409O8QoPJrjmy+4M29ZFd2LzTgfls7jZUVVFQ00vzQjYW7jUkW6cLnwhbOhDwT6eUN1hdsiHtS0nMWmK6FwobUaF/snK2+P3nyZ4F/jwC9o760nErh3/Kr9qxUtyBF+OXS2VWcDb5PuIO+qDD8uX77FkYn1xASl8Thw6fxTEojIdSJ0yamZJRXU/SyhJaKZ+hZWgidFIItT6JnkkqhKDOXD1bFSzSc5Hk9r4onfsdYs1SPKHF97979HznX7+eAPj1ASnTUiEq3uwfoQyOFr0p75pt0tdb29gDxCrOFatiFBaG9TZew5yXccDrAxo0XiBN+uf/gIYW1LdSKOrKqvpXsZGt2mvlzL9EJtbnneS5K4vteFpzWcyPaW58De0MoKrzOPmMnrt68TWKQDdY+QZ/4HCAFfooANXe2kGC2D9XdliQKvzx49ESQlxaq80upbmrjaZQJ6rZB8rTlZbCW4FvZOLna4hF5hetXonGw0pLPAVLRspTrxPtcwCowjqqmeopel9NGIcG796HvG4OL7hmsfB/S+Nybxdrucv0w6z3YpXY3FH6SALWSEZ/Oq7r+fdWVz2PxTn9EuriXUdZApiik0t5WkpHQrdtB/p0wUampo35CB+/bymGpukf4BCjOSJHhZbQJNpefyRlh/fMI/O8qVx80ZxHoE46bsXhevY/oGeIkKr8nuaWiaOyD3BQskmU9CjXc8bHnpNA9aWjD7TwRc8NzfP3viqTVTla6L/rHRTxnzhPyUNED014uCIzSBpnuJRNvMvq9bitvr4dgIOI8fPQEl3u6QRtItj+lsMsqkNxqkSXeNfL0Zjr3Msrp+vCO/LvRBITcQjaenpVs3/MexuGPe84uk81u970hm9UufHb3Pk9ySvq/W554t/in8njvvvp+vM3VD7DvE+/7TpkN8aKVF8izmv79+9Uv4vC81TtEWPHmGnGpb4VnlOio5V5aOo9zquVd2g0Fj3BzdePRrXBRQGr02O8rvmfB83RSbuX2jrsKcnLZzbhHx+hiMLmFmfjLzmlSqhRed+WCSxxXox169E6fM+NBbglJUenk1IivILPhchBRN3PkLcv2yjckpF+jpF6QwrZaboRa9zyrYyKI0c9vFusvFqX3A9AXZcJJAwtuyMe+C3HdaMAjxW2BfGIskvqc2feeirf3SY16Kl/t1NlaT6yD4ttfTHlL13vZUHYIfmEijXV1kuKiuKfuEEOdrIHUWERU6lXeVvSS/tL7gZw9rc6JcxYfrSD9OeEdxc/ukJ78qg95rONBUDKPi2U9sC3c8/QlMEkU/K0NxDkq/XIxmfZ376nLvYOzobjWONwzLaDo1iW0ZGWjviVJr2QDEvk4bTSSnwVW+iCIc8Jn2heskS0K7dFV5sMLIfe45nms51rj8BGCH/fOdfl5oZh4iziRMnshGzq5mx4ln2v6visbuy2Ks8BkeC8q8yfpIfKzqGQov+Mr94F1yHVqWt6T5trrpyPHTxH5vJgb9u6iUhffrqGcCDvFPY9ryqNWa97gaXuOoyfPcE1pRP2zcI4fPcwZczfFfNefARoFcU70uSPvWFCglTdXr3HrQT6t7c0kOPX65egZfRIyikgxchSkMY/W6nyCrBT37JIUo0QtebexMTyp1FVU0LnJFnIdbRtfMivaaat7geM+xVlgFFzj1HFNDOy8e4bL0t0UcRr4pFHX2l3LVnLNOY7XLf0Je785QBIkSJDwt0c9ke7hfQrJPxfvePP4HvceySaSSuhFBy9u3+TRq5z+jak/C7Vcdr8saJWEvnj/vprLl6J6GnV/Ptp5lHaV5zlF/Q7altDGnfgUMkr+8uNX2ltLiPZP6B3R+CsgESAJEiT8B6Prrzyv6gMdHe1C+q9ulPCB9vY2Ojv/cvojI5d/3bf5e8U7mpr+mnH397S1tfHu3V/zbf4e8Z7W1ja6urrn+v75+PCh8292xppEgCRIkCBBggQJvzhIBEiCBAkSJEiQ8IuDRIAkSJAgQYIECb849BKgylTU910kxk+fPYddyW7oor7kARePHUTr6F5mTZjAsIFfMHD4WCZMWIvlhYP8YeAI+d4zEyasJ+xVCWkXjzBlyEjGi7DRM+dzxvcxHc/9mDBJpiOTZRhHPaelOg9fnS2MloWNGYxxbDmteTfYt3Eeo8aME3pz0DCPorSpmYeuxxgp0xs7HDXTZBr7TAP48L6NlynO7Jgns2kEev5vaOl6T2vdG3yOr2TCeGHHil24pWbQ2dnGQ/+z7NZw4W19Fw2lD7moY8LzmlYq4iwZOVH8xriRbDh9ief3Q9ggfnPsiEF8OXAIY8dNY9tRV+THwLxrwuX0EpyvKM7gku2V8yhAFu9FRbxlj0S8xjwXfzdVPERnpcy20WzW8iK7qplHcRex874vX43WVJ6JhdZ2Lj+skK/G6ovm1z7M/kr8tuzdRyzE4koGqW5HmTpY6d8Z8zjl/Uj4N4DJUyb2+PdCxDPyb9kxc8BQxbNCDELucUlHhUEjxojrSajstuJ5/iP01y1i7FiZv8cwZMVRrmZW8fTSHr4crNhTaNrM3aQXFBGorc5RxzSa33WSfS2Ui+a6HFm/ivFjR/HdwAEMHTWOaVO3cVZXlQFDFM/OW3qM2z/LpccS/sPQ1c6j0HMsnzuG2UtWEXCvlo62RiKMV4g0M5bV+wy5X9BOe10+zppLRPody5BtRpQ29Gb6tuqHHFkkK3fGMnSTLhmlzZQ/jeHAssGMGTeBlZtcyBZ5MifRjmXzpzJmzjLOhjyi/e9iKsZ72hpe4bLTkPDn/TeCrStM49CCkXK/DNlqSHFtG1k3fNixfDQTJ43BJlH4+n07b6NMmDtrMqMXrMUi5jkdSr+876gg1uYg86eMEz5bin7wQ+GzLqJOTWToGFk5oobX/Xx5mWV1cBHjxO8M32X1d7Q9RRuvUj0xPBhAv93HZD6LNmPebJnP1mAe/YyWhgz018p8Mo5hKse48UZZ0Ml0w3TZf6nv4nolRJrMjTNllyhHed9JRqIDGxaNYsrMWbher6JN1E8ZIfpMmTqRUYs3czEls98ZeD8HdDY+42h33tygxdPCRipfJqGxfBCjRd5cutae3h0BhX5VJo6aaxk1eigaLk9o5wNvY81YOXsE48fP5oB+NLLzFGriTBg8egzLdmhzM7etd1J5ZzNX7FSZPHkcy9U0ufK6iS7ZzQ9dlN3x44St+JaVdUSZrBc2ie81ZgjfDp6G453e5Ri9BKg8kR1bbAj3PcmEaaoE3c+luvAONsfO8kQ5FT7JZitW6YrZ2zUpBiy07d5kSKCzjiQfG5xCnsg3Rix5FobBIQOep3kwQSdCoaNE8XUHDu4LUOwbU3MHizNuZDxPY8t5l/5bgJdEsmWuGfJzSRszcNeyEJVq75z61vJrHN26h8Qs2YL7XNwPG3K3qIIIsyMcc78qX4JelRHBzp1nuJ9fwV2/k4yfto3AeznUFN3F5qg+T7KusmeWNo9lOza3FHDZyoHYl4oEXXP3EvttwvospRPx3TiHqpYPfvYevJWxGJHo7/nLfCaLN5ua4nsiXj0el2dju3MNNrdkS02rSbS2JPRWAfcibDB1Veyr8yL6JAePO+EdGEf5R9tpNGV6s+fIZcXKmVeXmL3JEj8/GxyCHsv9W/riMgYHz/I03ZMJ2pdlWj0oveeKpm5878qO+gKcHI3x6t6mQIbae5w4aMOzWtlL1JFspMm5wEc8CDzNfn/lPk0yyPYM0t7J+GVHeFxWz5srftjYByLbrqe94jUuNjrEvWoQxLCNFG9ttHtPkZUgoR/eFd1DW8+QmFeV1BXcx+GcAXfup6EXfFfcrSHR1Bb38McUPnZH40wstSLfhB2aj/Xd3lq27KYr5+Nku8U3c9t6I5qBr3ge5YapZQhlyjzUWXaX8wYO3CuoozbvFqH+AeT95ct5Phm0NxWT4HCKxd+sx+OjjRBzUp2xSpEtdW/imuFSToW+4dqVSFIzq3nXcZ0z08zIrHuEzhEbHpTXknPdAwPZWWBKv7QWP8EhMJK86haqMuMx1D3DnbfPuLByPyl9lojlXXfilFEy9VTiv3Mmjs+UN37WaKfwYTRnVi9hs6onyoXqcnQUXeWMjjMvKkVl/iaV4OAIXqT5ohsu28WqjceXDrHf5bb4u4vajCS0VoxjmUXfI49keC/f98xo4xRmaMfQVf0GWyNtPG8XCjKVjevpIyQ/vsqRPTZkNjWRkWDHOTMPin4G+wD1RfVtN+XJEC3ctVdFw/epeJdLmBj7U/xR/SbD2+vOaB/xoqD8LifnaHCtUZQB5kbYRgny3V3Ntz9Ce94BUstrSLA0xsL3Bk1KYtjxIoS1h+3Jbmql4EYwZg5+FDR00VqVgeuhRcw84EBRXe+60eo75uzbFdDv+36fAIXboKWpxxmPBIqzbv44AUrQ5vPp69GQHX9gFERxQ2U/AlT6PALDw2d5lurBsHlrFXp6ztzJraE6K50TW1ewV8Oa9Dwle84XBGjberbu2o/GKUNC7+TR0ZzDhZ0r2KVhQNDVNz2bUnWj/o41KufT5L8nQ0NDqaivn6BrZMfVN92bblcQflQb7wc53L1sw5kjemh5xFOUfUtBgEqL8Ti5jR3qZ3AJfdhv2eP3CVA5vpu3EpCRR5ibFVH3y+V7lMhITW+8txUE6EkMS9XdqFcehdHSUkV9bVMfAlSIg8p2Yl48xNHGVfil/14+/QhQphfzN1n1I0Blr6Ix1NDlSZonw3v868StnGqKb1kzf/xy4V8RZhxOTW0+TrpbmKeyA43DR7EOf0ZzPwLUQKqpJmcDHvLAbSfDFmyWx3fcOp565aaJDsYn0Q58+NMEyFaNcUu3yp/Vdb3a5wRrCRIEMSm8i85ZI+IzRV4ovI3B0d1Ev2jgw/t3PAjV58BBA5IeV9JU/hgPUyNOapzCxMKTjLof6r6pJllXF5u058TbHmDB4m3ydGcc94aK+/6cu3Cc88fPoKFjTOTTv49NpNoaysl4kILzD+wE3YsKYjRP4PxMUf41vbmCke5Wzls8ora9kjux/pw/dowzojEZdSuTpu8trPtA2fN4LPVdeXXPi6lTVRRli4WfvHHaUHAXV+PznNA4jbmNHz3Hhf2s0Ub2tQc8eB6C4UcEqPSGC1omuhgePYmGviWJgrz3op4bVqYYxzyls6GQcFdTrE9tZKPzPeV9BbpE2Z/gZYzZSTXWWKXQVfUa2ws6+NwtprUxG0uNNXhee8X1yz7oHzmGlq41cfez5RvE/jxRQ6rBOSyTn3HF6SDzFirqhPNRfRrWIp09CjfgpMcjOgRhiji+UBDC15gf28H6DbvQOCn8IzvuKjeKxYfcBa3v4k2cPSYe4VQrK/y258GsO+ZEXnMrRbc8Udc24VVZGw8vG6J/TIPtZj69BKgln4tamkR9lGB/kACZXUzhso0eftdTfpwAJekz8agnd+/e5e6zXFraakiy28fYb4YxbsIEJs2Zj2lIBq2PPBiz11Kh9/g1lU3tdHW2KbcGj8V0/QrWbfciV0aATpwlJD6duw+ekVfZJB8Wqsp9KPRScD25l3kTTvKse2dBgdorBiyw7X/EPiX3OGxqz52c7mZLPYkGokC48VZOgEydxbvZnlW8m4wACbWmkpfiN64RYH6K5RMOEJuv6CL7mADVPfZkr24wDV2dvEqwx9QzjOpmBQEydUruE68gQLeDmXTaTxCkXnvlvUVKApR/3YS9ptdEIm/jjtcpLlx+KD8hvhtNr9yY8JtvGSPruhs6E93Ix8Q7HGDsgKFy/06eMw/jYOFfYdPYvRZK/2ZS0dhOyR0ntu+wJkUW9jyf9roCnCxOoecWw91793mVX8s7GQFaMks55Dia6etPc/11HY98j7D6XIA8vgeviujo3jU67SG+BsfwCv4JAuSmiZpZiPzZx2/KpD1bJPRHZzM3vE+zYNYoZk1fw6YjmnICJBgQVXnPSfARrb+wdLJTHFHT9+Ha3atcOr0ej4cfL3lt4I6PHcYXoigV+a829zlXr13jpkh3gY6ncPFyR2Xdetyi0kiO9MLczuxnuhP0D+GHj8JQoIarTuYYi0q2Rjl+0ikahU8f3uGS2V5Sb99DS1TiIVeukhBog7mDJ/kf9Yy973yM8ZoTxD+rEZ+rgkfX0kkVfk0KsMA27jmv46zZd8FffJt03I6vxbfvOaA/c5RlXv4eAcpLsWKpiir+SddICL2IubOT/Lwp2YZ/z+PcMdb2J6u2nbdXL2FkG8OTy9qoufQnQCWPAtG7EMKjWFO22qYIRtTG4wgzVs4dweTJa1E9tB3P0Eg0tCyJuXaDGG8TzF1DfxY7QX8fjTwIdsD4/GUKRV1Ul/+Cq1evyvNmkOMJeo4OFQTorv8pNIIUW00mn5uA3W1BZF4+IPXmTW6kJ+B5yY6HqYFMOOUv18lPtcXA1Y+e/U7baokwXseESZNZMm8pq7RsefUsBk31i9y5FsAxm14CVJRuww49F6pa+zP+HyZA7ndoqbzGrr0a6Bz8S4bAnmO0+CCXn1TT8fT7Q2DtVQVkZFcqdybu4PJ5Fez9w78/BNZczvMXRYrdm3lHhusmDob3nl/RlB3KwQPOZMubMc3kP3tOcckbXM9fwOuaYiimveEpZqpnSXxTrCBAbndorrrOnn3i3Q7IeoBqhNNylZsqdZEbfopdbooE3I8AdebjcWIbU+XzaGTjv2P4btJ2YkW8Pb06It69+w+LeAUByrvPcTUdblfK3rKDypxM3hRWKnTt3dBav5RJ8vk3srhGM2DyQV629TKgfj1AMnQ2kNLTA/QCY+HfcJl/n/21Q2C1ZCS6c+6EB6+q23n0Q0NgMgJ0I4fSjGC2rVHFwFIaApPwF6CzhcLSMhra3lHz9gZWeprcz6viZZEilVeK/HbUPoh0x51oBGbL59g1pegw0+yW/L4MH1rLibPWR/tCGEXyIeguaiuLKa1XlCbXHVU5aWGPvp0LeXVdP/OzwH4IP0yA3jUUEG6iw1nbOMplrugSZU5FiWgQdfBBNNiizDdgcdFNeRZYB51F9zhjakb6G+WZfl2tlD64zOFVGlzp7uRoqRDfRlGKVN+6yEGnBFIdtqMVkSffeLE27jjzbHv39/6544cIUOmNi5x29Ke8+T2NWVcxtTHnYW4pNzyNOXbSA/nsC0HgU6w2yedmjhr4O34zeBL217tHIOC+2x7Gy+ajDvoj//LlYIwTCykrlx0H0UFb5Rtsjm3mcoQnqkYBVLd10ZGbziEjGx4X/i22+vtPREcVSfb6nD4XiHzD7A9d1FUVUVyn6LK5c1EN49SeGo2MFDv0jOLFO+dit2EX8aWtFJeVUS9ISmddIX72p4i4kchBlfNktDVzx8sWa58rdB8FRlsdr4sqefeuk6wUdy44uPHwspHc12OGDuCzz79mp6vgKO/LuWxghU/yq+81yn+cAImgVLMlzFn+IwQoUYdBa45jZ2cnl5tvy/oNgRVc9+XQDi3Soy0YtuZgj17UvTyKr/mwffMBzsrDDDh9Wp9Hd9PYsncvOkYWcr2gxLtUv77GIZUdnJLriQR3YDdJOb0k4V17EZ56mzl81ETcP47auqPEZ1SSle4mPw/MztaOs2dPctBasMb6xl4CJJ5NN1/K7KWCAL1+jIHqHjRtbUUcpmhp7sfvtuL4jF4C1Enti6sYO/uLlmR3QdpKpp8xGr43+wxrwVWLZSJeQYDqmnkcqMkWtXMi3nMc2Lodi/AnQtecI1uPst89lvqemZlC1+YIp5Lls6Lk+GkCBIW3Aji0/TRp0ZYMX3NA7jOZRN7NJf/2DxCg83vZonlernMpMJKc3D5DYO0VRAg/HbAMJ81jH1O3nZHrOTpd5EluLwFqayzDcdc0Np/5EQLkuIf5u3Xkz1509+Jl395iCRIai/ByNeKcsQkXTuzEwP4+taX3OaJzQp5mzC5o4ZbwgMI7QWzduRcTEXZMUxXvO4WUvHzB85clvInRZMyAleiIe7Jnou7lcifKgaN6+vJrF3cn7r/KwcND5ElLa6zMjbD3DfqZngb/Q+hLgNopfPSUl1kVPPLdxcRh69BT+iXxcR4poTacOnsOW1G2mVkZ8uRVJqZah9EyM8fISBcdRy8Kaou4E3Kf/NxUDs+dy5aTsvLKDo/LVyh6kc6B04oy3sHWRH6UT076JdT2HsRUhGke2fYzPgrj++hLgD68L+FW6CNqal7jeNEac2sbLM3O4xgUydO4c0z8chGnlb4OvCk74kiBsng9ZQ9QK7l3HpNRUNOzwKUyzULRA9RaRZS/BdrnDbHQ2cGJ89eorHyO3tED6FlZcd7gDHquQZT3XfHzM0BJ8klGfbEMbaVfLt/J4WGco8jfuvLri6723Clu5s3Vh7wpb6D6TSLndxxER3c/23f4UNBUSoCHCfoXLmBvZ417cDhva8pIPn4ANV1Dju8/hf/VfFraCkWef0p95QvOiTLD0uICZ9Q1cYt52zNNpv5JSG8PUP1bbC2siXpY/L3FRr0EqK2UO7cyKSzM5FV2lbz11VKewY2rz1AejEtp5i0yyhVsrqP4MX5+fj3yqLCJ0txM3hTUylsHnc3V3LuWRMarx0SEB/fopT4vpqOthYxbUT1hd2RneTWXcyulNyz+5jNkxLH8RUpPWOzDvtxchvfUl74gXnn/andrRhQM+XfjFM/FpJNbJeIXbLRK9m5Zfd4tXbxbh2x48G7Pb0TdfEWz/NhjGaHN5l5mAR1dslVjReTly+ak90FdNglP8qjuE29rhSJexRmBVVzz7xNv+zuh+4KrgtxlV9b1/xhVr0jowxjeNeRw92Fh7++976RM5t/8GqV/a7h/PYlXLx8TebmPf58V0VCRxcOnJb3PdopEdz+pR+dynCjcqqp5fD+TOuXuuvUFD4m58oCCzGs9egGBwWSWN5OTkUlBRZMoFIQNrx9xX7yzrFOsq62Bt5lPKZad3yWbef8irefZoLAI+h4YL0GCDA2Fj4kN9yMkIlY5lCAqjWex8jQTfuWuvNDv6mjh6RVFOvJLf0nX+w4y42IIjb3BW6Vut6RmVNFWU8j1OMX1zWwF02kre0l0eBDBkQm8qfh4CO3njBZy770kXz53r4NnwWGEySqUB5f7+eWG8ENLZbZoIIlrf3/uFcj0RaPu7XVCg0RYRCIvSmQ9DNX4HrjA3W5d5fPhKXcoE9+i8EGE/Ppy2kOqW97xrrWeh8kKHf/rf1+9va0Nhby4nSNvyH7oKsdLXXEWWGvJMy6HBBASk0JOdQfVmVcICuj1Vdyj3t44me7tt7Lx1jYeXBJ+e/BKXi/I0CbqnFuvFY3r5rJMkiNFGRscymtlK7c6M1URb9SV/iMhPxNUvkzo8YlMUl6U01ZXzM14xfW1t7IM38otO3ciM/NE8m3i9b1E+b07uYrersaiZ8RfFn4JjeB5qYJriIjlOjFXHyDrf2hvyMPntOIssOrXaXKfRaXcpK/LOmsLeJSZS4usLm+r41lGBiXKnqi+6CVAEiRIkPBJopM3r57w/GX+91pwv2y08+LxAzKzlKfg/0WoJCo4vX/DTgLv35cTFXL9r/BLK4/u3COnoOKv+DZ/j2jhztXbFJb/5T2H7W1FxEfd/pvMMZUIkAQJEiRIkCDhFweJAEmQIEGCBAkSfnGQCJAECRIkSJAg4ReHXgLU1UJZXi5ZWVkKKamhq+sdjVXFPWF5hRW0drZTU1pIZaNiBE42Eba4oIzmPsfbt9UWUdFnh6337Q2UFVfRJl/09I768gpa2tuoLC1Qxp1DcXkdHZ0tlBeKuOSPdtFcVUltfTX53TZ16xaXUliY33NdUtlAp/j5zsaKHr3SH5jw9E7YWpKnuF/VLDdGQHZkRaHiuYJSGttkP/6BtoZqKpTxvn/XRl1VDe2yV2yr7fmN4qpGOtvqKVBeKySbwlKlrkBDVWGfjRR/Il7hl6rC3nhl+we1NddR29Amn/cgW8paV1VKU3fEffHhAy21JT02yN/tvdCvqaNFNsn5g/BlfR0NLR2872joZ++/64fGSvK69XNyKWtol09eKyroTiu5lNe20CVskNtbW0dlcZlyhdt7WutrqGvpnYTa3lhOWZ1iQqYc7fXk5mQr48qT7xPVF601Iq19f7c2CZ8IutqbKFOm25rWPrMdRHporqugXpHpe9Al8ktRfo5IS3nyJdoytNYoyoHCsmr5kRWyjRGrS5RpLquU1j57f3U2lCvDFSKb2Pi+s5WK4jz5dUGNbB2ISHe1ZeRlC53cAqqafh4zXD58aKW6WJSDymtZ/mtvbqBOlr/E1ft3HVQVK947O7tMvhq0P0Q+r66jsVURg7y8K1DoFxTXKuIVZXFebg55RaW0fDSJokOUn/m5WeQWFNHtsuYqhV8Ly8Xzwoi+NpQptx749CHqscpaUXb2LUdEPVYkyl7l1bvmKnJk6SW/RL4Muy/aG8pEGSXqvz4+aygXaVj4oKiyXn5kxQfhl+pSha9yK354+XpXax3lyrLvvcg3pYWiDM3OUW7hIKvvisgWz2flF3/Phk8Ninpf4QOZ5JfViPTxgaYqZZ1eXE2nuJYtaChXlg95+SJ/K5+XoUdXJsIPVbKKv7OZksI8cvLykVU1cijr3ILSSuTV0kfoEs/UlDf0TDavK1XGmVVMY2d3+dNJveA0sqOy+qKXAJUnsmH8XFZt3szmzcsZu+gEz3IK8DPYyNg5K0XYZg7LjqwofMq5LbPYZilb6veO/CRn5o/YSGyNcgp2ewW+hus5ZX2tZ1flxmcuzB29hXD5YVolXFTdTsLje2jsWsWCFSoi7h0YOMdTkp/IxqGzMbsjm0VfQ+Sx/ViFeHNM/PbauWP4cswsNm0SuqdOMGflcpatWS+e3Y2JVzqVdUVc1lFnscz+tXNZr+5OXp9Z4e87a0m5pM2ejWvFMws5YZhESVsnFZnJmGhsYfOmzaxU28NZvyuCKDRz99JRlqw35El5m3Cc4tiMx4K43bPVZ4HsN1QWs2GvCek3ozkps2/hJL4dMw2VDapoW4QhW9gm233S4MBy7MOeK/Yykm2E6HlMxHteGa/y2Iy6dvLv+aGxabWwbSU7DllyN7dGvrzeRLm8vr7gFmcOqBJ4Nft7E/Pe1WTiorGTZTK7Vs9gr4HwZeUbbM/ZEP+8lA/im1y+aINnfAa1rzyYMXA6a2W6mxdx7HwiJSKzVbxOxlRjqwjbxErVPej7pVDf3ML9gFPMHT+f9bJ33LCU7XrR1DwLYcr8RWzctEn4YRP7T3jysqqe+5HCXhMbDs6Zj0ZoprCsiet2BtjEPVNs8thZR7ybJvtOedOzL91DR76auED8ruy7beKQ3mXKu3eEbCvFTVcFPefb0q7SnyK6Onh+xYO9aivE91uAruWjnq0XuupeY3JgDU43++xA+K6RR5ft2am2iTWbVNCwCqWyJBdLXZGONq9Fbe9ZrjwXFVVNNufXDmGhiiyNWvBSuVJRhrJrToq0orKIIZ8NQj3kGQX3IjixexMbNq9ixWEL3uRncdFgL5s3rGPVxg2cvhgnyJkygk8WdTyJMmPbNHNkOUeGztYcLmlqon8hXp5fGooeob1mBEuEX7ap2stXwfTiPbVF1zFYro7zlUxRnb4nN/0SO1dNZ82GLZw0iBUlbxNZvhdYtGadvBz1Ti3prZBaKgm3OcK6TWvYvmcv3klvaKzIwvC4rLxcg9p+Y25miYbskxj2bJiNigg7ej4A5eKyTxiiYZmTwpm5h/DqWUXcTNYNN7YOOYH81K72KlIctFHZsoGlG7diFiLK3G5y2FyGn/Ee1or0unO/BkHpOTRXZHLm0DLhl1XsOGDDw6JmKl+loLN3I+s2r2beTm3e9G53o0BnPffcjrDKOEFkjlYykjw5uHOT3N9qZy+Rm/uEC5oiXW9az9JNWzALvtVrwyeIpqx0DE7sZvNGFWaNHs6cA47kiUaL9aGNom4RYRv2kviiitLH0aivnsjK9Zs5dCywzx5LH7jnd1qRl9fMYsBn47B7WEZxsgdbN25kw5qlmAVmiy9Vz0u7E0xdvpqNqseJeVzdQ3QUqCbJXptDmz3Il1+3YK0ygLlrZGWHEdcFMZKR3eLn4ewbcYDEbp6iRD8CtEP1ouJ8LvGj0cdWYykygZ+rAbapiqjlqBcE6Php1HU9hVYdV0JcODxrL8n1iojLbtly2DGSSINjpChW/NH4wp1ZYzdhGpRATUcfAiTbsbl7LawMwoaNs7aiaX5REAgFAfJ8qaBRVVet2WqTKD/fS3ZsxtaPN00sjWTrcltyZX+3FpMaEM2bPkS8pTBeEC497pfJ2k0VRDu48EK0dPyNtTG9/FB8DtkSvHRObdfhak4pdwP1mT9HDc+bL6lSnhv2OOsae5YY8EpWQXdUcS82kUfKzapq7nlywCa0T28P5Ebs54B5DAHOzryQvYaMAAUp470hi1dJgIpfcH7HPkIyZR+rkXvhflx5WNKPAN312s6pCz54BkRS/FGh05zhxY6t3si3OWzOIT4gkfyKHyFAr33YffiykoA8RG+FIc9riwkw1cE0/IGcqDQWX+P0Dh3SRetbTmpcFDY0lt7HbP9ebqQKAnTGV87wZX6I1NuPZWpmLwHatJutmvq8auhPgGpfRWLo6ELgqYMEdScpQYAmnE1U/N1awqXdq/F8q0jiJenGaNhFEW6sw7W/j9MM/r7Q1U72y7s8lG8nfBetCYYoNgZu5I79SZatXNmfADVl4WhkIwqxIiqzUzA9dpqHrzMJvi3bHrb3LLDSzAhObjPjVd/m4keofhKA7ikHXlRWczXIBhvfB7SKHGC7eQUhj3JJuPVA3vNTm3UFE0M9buX/RGT/5WjjzZVIXC012NBDgBq44W7D6V170VYSoOK7fmgddCTr4xaQQEdzEdE2euyatxdHGQHqauS6qyWmLknUdhdJrS8x2aVLbGYZzyJdMDYLoVRZybZlpXD0nBV3ixqpy76JrZkZ954+JPiurEStIELLAm8R7x33fRzxfSUaYa3cNlXD8MZfvprnPwMtgkxH2OigOnUvl+QEqJOiR+n42h5j5aBjcgLUnBHOAT0fyts6qMl/xK37z1B2TtIqyqw9eo5kys5Ie5GEubUjL17cJ/i+7MhUUW4eMCbgfi7XvY5jFvZGxN7Cy+RAnvUrr7oof5rAufVTmHU2Xt6wC3KwwTflDQ11TzHfvZPERy8Jvf6MjnfvKBWNYW0zJ7KqfqC74xNDR30hAcaH8EsvovzqOXaY3xcpQ7YNTTS33lTy7LIj541EOvuJVylONeCIViQVHcX4G13ALe4VJc8i0TtgSWblXY4tO8X9+nrSnS2w9L1KY08V28LzCD/MdA6wt5sA1V1DY4EoV3oaPO+pyXtCiM1p1g4WpOxPI0BFXBIszPnaW/x0V/L5INkpwxPYYpRMnZwA2eBuqkfK2zf4BNijtVKbVDkBqiJa2wC3q294Fm2Miccjec9H4ytRQauZY+HtzYO3r3oJ0JbZDBk5lgkzV3A2QOgKG7ZvsiYowg7/9Kc/TYBWTmfE6HFMmLsOi6gXtHbW4rBzNKMnrMEk6L5yZ+de1F83ZbnZzR722N7eRGfxI04a23Ejq5uu1xCjdRr3O9nyTRPP6RqjaR9F4dubCgJU1UiU/lLxGws4Zp5E333+vk+A8nBcfIC4kiLCXMU7Xc2jU3kUxjkdY47aRyrjFQTowWXmHvWiVdnz0dnZQntrax8ClInJfE2uFb3A3tSRtNdVcsLWjY66PPRWy47N2IbbjSzF8sCmH+sBcu89YmPCUMaph9FZ8ZjTJnZck+9fIUMNsTpncLuV1Y8A1RYmorPuBPdu9CFAAsWxOuxyudZLgA7acDncBNPQR30IkGwnT0ccPFIpeOCIhkG6ooewLwESyPFV5UCoLBWWEaqhg8/9LO6GmmIT8FxkLAmfIuqfhrF9zXh0vXLk36j2vjsHjfzwMt3RnwB1tVGekYT2hmUsXK5JzLMS+X5SsuHdRIt1LFPV4cbbZorjtRgwcgbzZGn0mA/tsvHivhDpOdLFCs+EZ/ITyxuKH+J4TI1ZIu+7p2Ui25ZKgffk3Q3FQtuX3I+G4j4tyPYZK6ey/gpneghQJ1W5OdyM8MBGSYAygg7z3agZzBF+maodLtfqxvt3rVQWPiPwjIKodDWX4Wu8jYljpjJt0mT2ys6sKBTlpq4L2dXNlD66jKWNOT0bQedf4+BxI5JzqqkQlf7RgwdIfdvE+7YGLhutZsVuYx4UtvLU5wjbbG7SJBq/UUcmsy+k39npnxzetTdTWfwEz/3GBMoJ0Huaq6upbriJ3gRdOQHKiTPglPFptk6dxgSVQ4Q9VrbcBbqyEtiqYcr98gaK7vtw6PAp+Z5KnY3Cv3rLWXPAjhelrQSdGo7aPk0WiG+zwLi3PJOhs7GEsIt62J4/zAbrFGFCJ9WiMX1h1zrmzt5ByIOCPmeyCR+HeWJjn0DVx+n+E0TpI390zvlRItoXDyxnsk3HlFWyfHvQgeKKapIcdjBqzDRmiLC1Dh8fEivQKOopHUMSRJ1GdQZGllbEPSunsSwD57O7uJ4WxixNL0G435OdZIeRezCVPRXBO2oLSsjKvMz5bgL00Irfj5zFQrkN9hTVttHeVE9V5X0sF+mS8lMESGXYKEZNGM23v/8t047601hb9iM9QDZciTjPedcbREd6YXfARBCgRioehaKueZLA+OukRlzi+JGdpGS10iAI0N6jETxLD8A+IgDrTWo/2gO0Q9WZV1mP8PEyx3zHrj+9B6gHlaRYnWDOgLVEVvW2+j4mQHJU/BgBEpWuctfoh/7nuBB6WUGAekxt4mGoGSu+W4HtfUWnXn8C1ElO5HlWaNpw5+49opxOsPesHbm1zXJSI9s1+qG/gTJeQYDu9ydAcijJkolrGvdFq2u5jj/37t0j6MJGVM1j6HNqRh8UEXpsB3OnaJBW9PJP6AHKxGj2OiIf/gQB8tVk3JeDGSvI0hefDcL0qtDJ/PcJ0P2cPMKdTmFySltOgBqK7mOkuQOroDRuX09Df9d0vB6IAvYHCVAhpbe82aOpQ0TyTZKDHdA8fpibBe39iJ+ETwuXz87EJfkOugdP4hgSg6XmMnSCn9CoJB9dJQ84o3WO8Odl1Oanc+HEQVE+9HZn5F+xRsc1jBpRG7SISkrWH1ocdgi9lP7NmYqXyZw9fZw7Ra18aK0l3Poo+qHPRbuzEvf9c3G8K5pdnQ28eRiI7mZzniqKkE8e79plp7b3DoHJuu6f9CFAomVEc02NKH0gN2AXhtc+7goqJ6KbAMkum5upbWoSJLGTVOe9BMQl9yFAEf0IkAw5Ccasnj+B+bPXo6Z7lqs5vU2OnNiznPRIpqYsB+t9ssbTKvZvm8rhyJ9D12wx/j0EqBtPOKskQG8idZi1UYuslk7K7vlj5CA776u3pHkToc2iWVNYPG8tW86a87Cod/bV61BNNL1uYbfjW/H/Y3mDP814Jla3e8evXscbsmWvHWGOGiw65kBO1ktszmtx8VouzQ2vsFJfT/ALEWdHLXdjnTHUVB6x8cmjWRDL2djdUdSfNy+MZ45WsnwY/JXPDk6Fvoa2NhoaGuTz1e6778T5Qd9xvS5ex9qhaeoq33SzHwEq70uAvPsQoKA+BEiBireRvQRIoL2iAlmyLk88i3Zk9y7dWdj9ewRI0QPUxIsIV3SO+5JdVfyjBCj1dSInVI/h5R+F3zFBgKqLSfbSZv0qNdTV1YUcYOP6nVhdvk/ZCwUBqmnJw8XiKNtmrv9JAlTSUUNCsBmbx83C9fmfSIAqnuEfeAfFCSyt3LdYwbGY3oHYj4fArvr6c/fNG/kQmFn3EFjx1d4hsO5jMxqec2rfBvbtEAQo5y0hfmmUyPNGBy+91dl/SXEWTj8C1PwWW211dmzbo/TFXlYs20PY84IeAqSId6OIt3cILFQ5BJaRHEGMIGFyAmRux4HtO9i/94Ayrl0snL+PO/W9rYOO/LsERj5Vzr9oJlp/GabJz3DXOo/31RzeNRTiZnkOz9RsGvoRoArc1dYRlaMYAjP7ySGwQoKOnMA++CUNfQnQDw2ByY7YqKrhcaobqjPncS7iGRmpJqyYv1n5DodQU92Olm00lXd+YAjsZSkRTqfZtHa7Un8/61R24Zj4jA657yV8EpANgb26x6MCRR6NN12GefhtLllqoX7wAEunD2allidZ8vPwRMFUcBt9QxOuvK2lozobO1NN/BOuEXJbMZul7MZFTjqGkJ9xm7gXiv5VGQE6GtnbIpcVmi+TXTE5ryAF71uqCbU+gnVynrxxk2a/iaOB90QDxRPd49Y9x/j8HPDvEaCa7NtcyVTk3Fz/nZxO+Pjl+hCgzmYyXjyQ7/Ys62FLctiFx/V7PzoERlMpaQ+eU9nYTsGtYAxFRf86+wUhd/Pkt4uvmKPhHE9x5i1SMoQNrUW4bF+Jn+L2J46fJkAV1+3YZRshPwGg+kk45+ycyapWNpVF2ZlwT5R5LW28SbqEkdlFcnOeEiIfAoOCWF32uVwl2nwtdjcU9c0duxUYpMrKcgVex9vIy7Fdq6by3YzV+CbdEWlfl6CH5XS21uFnvguruAdc93BE/9wlMj8evvhU0ZzGkUXWdJ9vmuO9kd2hiryaG3qYQ14PyMu4w708RTq957ody+t9Xq6rmjh72bEriuOz+LOHwBToR4DKHhLyUGGDjABp+Hef1vsnEyABUamFHt/ANkMfHGWToOcqJkEfOK7HnVcKAnT9bSau53bhnv6SSEGAYrIe4iUIzc2y7h/oovZRJIet/Hh5y1VBgERo9R1z5gzd0DsJeuU6edynLL3JzlQSIKHX+DqCrWPn4qwswb5HgDauYLl8EvRmtB3DKMx7jfnedSyRTaravJaNh/R5UdFbW3Z1VhNjL0jZAtmk60VsUnfkmSgcyjOTFJOgxXOKSdApiknQfc4Ne+y1i8VLBQHKzydAew8LNsv017Fp/0lSXikSfS8B6qDsfgp2HuHk96w+6aQ0zpqN9km9BEiEPvbaLeLtngRtx8ZpsknQq1i1RZPQWzlC15SdKzXQDU2nqac7VOj6a6EaINi1Eu0F9zm9RfhD/u6r2avnRFZtKwXRTqhskE0OVWOfsTevqlpolk2C/m46KnLdRZwwvCHYsnIS9OGtbBHhq4QfeiZB9xkCq8+5ieb69Xh4mjN+/mI2bRJxrJNNgr7Ey8o+k6BlBKimRfCZu2ivWMSpoHRCtEXLX5kRZBPgmgVpM7W05VroBb6atFDu/+5J0G/zHuNu5cqDyu7JTu9Euglij1WIfDt+CZ8I+k2CFnnYzqvneIsP79qJsekeAssjXD+cvLYa4lzOyCcrr9uqxhG7AIry3ignQW9mu/pRgm6+pfL1VdR3LJKHqZ+34UlpM2/Sr3Al7Q1t7zu5FWSAtt9TRW+usOFFggtqGxeJeDez/owZ11OCUJ00hMlLViniuODec4TPp4x/jwCVP4vl4I4l8nfSNHEW+bmZF3FJpN/NVS6M6EOA3olGYJwje1RXsWXLVkz8EiloaOKtfBL0+j6ToLMJ0Y+gUDYJ2uU0altV2CTyuHNMAa01bzkvnwQtvs3hE1x+UEDJ0ziFDWvnsvlIuLLB+anjpwkQDUWEuZ9j29YtqB1QxzPlCU1tbwg6F0OJbBK07WG2bRF+2aSGV0ox7dXdk6A3s0PztLzHouRxNKeObFekNyMb3tQ08Cg0nuvPixW9cQI9Z4F1NHI9wJgtG5ezfss2dhu7civGloUDBzFn3QbF97UNp6Tn1M9PFC/dmXcqunc1YuULDE7vktu/87g26ZlVZF71Zt92Rfmg5xJCdm0td7xjuJUtGjiNBbg6WOB3o3uH9zaKkjzYtknUWWuXYhagmAT9wu44U1eskU+Cjn5cTXPTC8LMkkRqV6AfAap6yeFdikU1B/VMuJrVTbj+PQLU1UJ5eX3PEFFbXQkFpTXUVRXz9u1bueTkF9LY1k5NVR2tne9oqqugoa2T5qpamjpaaRAfvd8nE5mwrKae9tZ6KqqaFAnhXTOlBWU9y+C7484vqaStvY8NXW1UFZVS365wTd8lhLJ4y4vze54tKKuWL9Fsrem1taDy4z7ED3S01FCovN99erSImaYKpR35Jb3Lv5t6l6C/E79dVqJYrv6uqYIsZRz5ZYI6KIetZMsCK+uaeC8YWqcgUI2NLcqPqkR7A4XVjYp46/vGW61cBt9GaVZWb7xd74VuDaVFwsetHw39tNVSKAhODz68p6Gi1x8lglDJIVuunp/L2+xcyoS+7Gfed9STr9STSWVTd/ZULoOXhQs/yE7slvtBtrRdaa+sJVldVkB1TTWFsnjlccjibu6/DL6yjnZZ75BsKX55OdWNIhlXKJfhdkNUXDV1tTQ3VMuXwSviypO3QLs62miobeyflmTLI0X6km0PIOHTgWwZfGmBIi2VNfTp3hbpobmunHr5kHArMXpmPBN/dTRVUZAr9Pssg2+pVuS/3GLZNhvvFcvgixVx5lc2iqjek5OWSkzaLZpEmmxtrO63tL2vDQXVLSJfNVCSr7juG++nDvky+KK++eQD7U2yZfAif4kr2RL0yiLFOxVWywryLl7HxRF3V3FAsjwPV9fKt7uQQb4MXuYHUa70bEvSXk+eyG95haXKVUYtROqZ80r8JVsGn5cj/JXfuwy+qTJP/nt5JVW0vfugWAavtOFntQxelD+NHy+DL+xdlv2uqVK+BD1H+EW21ciH902EnbVEdtpZe30ZudnCB4UlPSuzGsoVZVZeqWL5d/cyeFlYsbxsfseL0HDin2f2lGNdrbU9dVhnS50g/7Jvky0vr2VnZ8rzhXi+b7yfNNrqKBQN3b5oqlTk5fzyOnnd2NXRTFmh4p0UdW4nj7z8ScgWdEVWP4g6QFHnKiFfBp9Ldm7/ZfCy5wtkHEGodohvFW7mpFjwJCBfBl/Wdxm84ve6bVBA/Jaoa398GbwECRIk/IeglmvXurui/xK8Iz8/S0jfZQcSRFVAVtYbSkr+mlOHq8W3kdEfCX3x4UOl8EtvX9yfjzYyMl6LxmDvUJgEGVp59ixDEJ/+PTF/Djo6yrgtXzn61+NX7e3t5OXlSSKJJJJIIokkkvxi5FeyGdrp6emSSCKJJJJIIokkvxiRCJAkkkgiiSSSSPKLEyUBSiHMw4azutpoa/eKrW/M9x7olrjLAfiERP3gvfTEICyNzAiK7Q1Lio3E3vS8iPcCrr6x/fV7JAZXI4Oe379g5UTMlVTFveTLOJkYYuwYSFKPfhoJscFYyePV5qy1K6FJynuJkbgYG8vDjYzsCYpMVj7TR67E4e1ogb6xCwn97ol4I/2xOt/fH4Y27sQEe6DTJ8zBP4ZIf2fOm9gTGpNEfOBFTKzdiY4MwuzCuR49C9cA4iL9uNDz7AVcQpT+TY4lyMFOHn7unDme/rFcSU0lShavUl9X/xzuftGkxwZh/lG8SVfSSI4NwUHpBxufH/kukkjyV0haWiqe1hfkaczIyp2klFSSooOxNVakxbOGxgTEpBAT4IbhWT30DYzxDY7rF0dcsBvGBgp9Wf6OSJCFpxEt8o2NrRvRIv+mpkTjbmWk0LH2JDUtrV8c6amJBLraYOceTHJqOleSovG0M0Zf6Nu6h8vLh6RwTy4Y6GFg7Ehw7A/k/U9MYgI85T47ZyjsjVDYG3xRkZ9lYu0ZTnJCPC4WMr8YYud2ud/zqSkxwmeKbyP3WWoaiRGhWIuyQkfHFK/IRFKiArE2OdsT53lRXkYlKMtXITGBXgobLvT6LNjFWuiexdTBm9jkVK4kRiht0MbUzrfn2U9bUrjsZY+huSuJ4jolOkjuBz19C3yjEkkW5bK5kX6PXwxtPYhN6vVLtJ875/T1OG/mTGhcMonBLujp6vTom7iGkJoo/G9jKK6NcAr8ofK3vw3x4UFYGJ4V5boFPsIGmU6UtyxePYxMXbks8tH34/jPl4hLjuKd9DA29yAq9kqfe8nCXie5H84ZWRB8OUEe7m2j8IlMHAPiRd6MwcveVJ43bVxD+9TdIs0mxeJuq/CZY0CkPCw5LgQnUY/p6RvgKurWFBEW4dlrQ2RsX78IG3yc0Bc2nJXbEE9ikFPP78vE4tJlkmK6uYcoH4QNvc/3EKBkgpwucEx9H8snfMsfR8xBdZ86xh4Ko74vcRjtXMDykxd/4J6QEF1G/2EQup7K69QreOkcYsaEmayYPZ2xs/bjFddHv0fc2fTFbxm5ZAfqu1WYPmY0+yyD5PfiPbQY94f/ze/GqOIRr9C/khTK8a2LmLd6G/vUd7B01RxWHjQhJDEci+2rmLhgHbvU97JpxQzmLjtJUL/fEs4OdWT95M/5b//feKyi+hayacSFi8LgpDrq62fwT7/+huU71Tll7ECUxU7+9z8PYdUu2f406pgLBzudWs6//uMgdhl54nNmFd9M2oargz5DPh/AfLVDcj0DO28uux1lyL/8kSVb1dmxZDrjFu8VfojFTWcvM2cuQU39ANs3LmbOHDXsQiNxFvEO+XYcG8VvbV88hgnL9uFjp89QWbyq3fF6kZCUjJuuKlOnL2HtgtEMmrn7R/wriSR/uSR7GzFh6CAWq6xn5tgp6DhFCOJ+iomjB7N6y26OndLG28+bw6sXMGq+Kutmj2Du5tOE9KTFZFxOrRbly2T2HzyElqElYSIvR/o4sHbcVwybsRHXcFEROB1j3IiZLF++mEFDJ2Dk3Utg5CTM9BSzv/2MSVvOEZ2QjJfZIZbPW8T25VMZPGkXbgFhGG1fw7y1qmxaNJ81muZEJve+xycnMeHorZ3L2HmbWD5pAmv2mxGRHMfxBb/nq5nr5fnc6GIIIeY6zB09jsVz5zNi7AbcYnrjiHE+zvjhMp8tYfCw8ZxzDuH87jVMnbeaHSsXMmXdSbwCfDDSOcbBfbuZOfgzBi/aj0+0olKTEcYDy+YxbbUqm4XPVh82w9/VmEVjJ7F0gyrz5q7gqG0AgRYHGDd6LquXz+fboVOwDOzzHp+oJIW7sWv+QP7Xd+sJuRKLw8mdLFq2DrXlC5i9TQcf/0ucPXOUg7vVmCLS1YjVxwiKUxCgxBAXdi6Yxay1aqxbuJCNJ20I9rZF87AGezcvZ+BnnzHriAPBdqdZOWchW9YsZ+yCnXj0afz32LBgIP/vd+sIjA1DZ9sKpi6U2TCf2Vt1CAoKQHPuOMYv3MqCidPZfsaZuCv94/hPl3Bf9k8ZxvjF25gzYTb7DDxIFA0O+b2Ii6jNncH4JaosnT6SlQeMiUqMZuv4f2LEQsV+b5ZekfhaHmb53AXiPaczaLwaLqG98YfYnxE+WyB8toKx83fgERmF9Yn1LFi4gS0LxjNluRb+Xn7snyqzQVXYMEvY4N7fhnnCBnFv2bRRwoYLBLlbyn97z4ZFfPWvn7H0jCsu2qqMEdxj08YlTJmwHMc+NvQfAktJwHT7HMatPkGgvGUmJCIQ3QPLGDlyEONnqmIeEILj8bUM+PV/5399OZEDRpdw1Vdn1PChjJu+gHMXfUn+mACJFlx8aAC+fiH4n13HH79ai3OK8l4/cWfz15+jcj6M9Cve7Bv/LQM3m4nwSEzV5vEvY0Yy5bMhHHWKluvH2e7nu2ELueAXT6pg2JGh3lzyCSHBTxTUXw5nv0skV9JTifU5w+TPv+GEV9/fSuaS4S5RwH7L8H/4Z1SMwvvc6yMXNfjjl7MwEQWz/NphD7/5ejFWEcrr1GQFAfrV/813a7VwO7GiDwEajXZQb0si/tJRxn4zFkNfWSvEjPl/HMjec1ZsnTWZeUcsBTtOIyHMGpXxg1mv6yknQFNmb8VD/FaohSoDB07mnN5JQYDGoBXYG2/6lUTMd85h7Mpj+IQE4+7uS8wP+lcSSf5ySY0NwdXDi+iwi2wa+xWzNBxxN1Rj/vztXLqsbB0G27Fk3ETWnfPGes9sRiw6iE9PZRCB0bbZzFK9IO+5kYdFO7Nx3Hf891/9iq+VBCj0rApfjNmEo50BI78aiualJOXzIt8EX2D8v/4T/7fQHyMIUGRUFKdWTRYNjXOi1RyGm7s/oe5mLBIESsPJXxCu5UwUeci9O79+ipKcSJiPJ/5hMeisGsWUtTqEpl5i6+Cv2G2jaFnLJDkiBB/vAPxN9vLVZ3Ow6UPqws+t4/NRG3GwO8/oAcPYa+bChjFfsOywFZGRRkz5/QhOXlT0OMd4ajF58CgOmPr3fIcwJxH21TAOOAbgZarG5PGrOao6gz/8bhGOCSFoqcxk8oazuGgu4dupO3G11WbgH4ej5d9rwycpV+KwO7aaP/w//43/3zfr8Y/wYsfsGWzUciTYYR8jh8zETEniwhwOM3H4JI5bB5OSpggLsdZg1O9HctIrmIt6G5k8bQtuoYKQK+MdOUUFW78YjLZMYfoqbUICDZn85QCOuX9swxr+8D//G//XgHV4BjqxYsTXqJxxJMxfmykDJqHnFEbQJXcCAgLYN3csSw5ZEKO04b9MEmMJcHcjwFekxWnjWXvagfhum3yNGP/tWA7a+KG1fhqTN+sQlnCR5V8N5ISLokcrVZB4bZXJzNmkR5gg+e7ufsR08wpR1xlvFT5bqUVIkEifX37NQRNRrkyZzOazLsQK3nHJK5SEmDiFDX6eChtO2fe3YaCwwdoPbWHDJGFDaKIIT47C/OAShk/fgmtIPDEyXiC4R2LweSb8/gt2Wyr4g0x+kgClJUVxfsdsxizYh29UMqY7RjNw4krsg8M4MudLxqtfJD3EjpUb9mPuZMXeeaOZtEmbMN+PCFC3CN21c+az8rCRsuv7Y3Fn01d/YM5eY5wsTrB41DDW6PqQEmTL8ikDWXzClePzf8u4pccJEBW8x5E5fDvuEL7pV4gO9uaisxPu3v74mx9kwG/mYdfTdS6I1YDPWWsgiJXyt9Liwzmxdjjj1p/EZPcEfvftei7KnNdji1J+gAD99//xT/zxm0EMGrSCC6K1KSNAwz//nN/+ehpbN8/qQ4B+w28HfCf0ZnPI5BKRfQhQenoYu6Z+zqT1+1g4Yhr7HfxJk/9mEKcWCD9uM5YToDFjF6Fj5oTRroUMm70RZ0tZD1CfeI0FKxckL9DpBLP/MJCBIzagb+8pESBJ/kPkSlICtidURAX8j6he8MPi4AJ+/+vfMuDr3zN1xS48I6KxOLCZb78bxOAhQ9l19hIJ3Wkx1oeDi8by299+yaDvvmblPh1CQh05ddQS/T2TeghQfJA7K8cO5ssvfs/g+bsJiO4l+1dCTTmpbsDmRYPkBCgiIoJDK7/hj0J/2FCZDScwNdZkvKicNd0CcdNZxZBRS7EWjaTuOD5VSXE5wYixi9G08CDB/zxj/vVf+f3XXzN45ASO2siGAoXeZXd2r1rMbNUT8t6z7mcTgj1YNXYIXwifDZm/E5+AII6vERXM2oMYG+1hyGcD0bCV9egncGbh54xdoktIn99OCLBl3dRxouI9h+7+hQwZuRj9U7sZ891E9hsasW32MIasOEOIuyC4owfz1ee/ZdgS9X42fIoS4qLF8sVz2LJ0Mr8Ztp5L/vYsFcRyk95FQl0OMeSLUZySN6jjUZ/+GdNUzhPe5/l4HxOWjR/LmmOGnNw+iyETROM9KJHYkIusGv41m2U9Namp7J/yT0xdq09YuAnT//h71hv21jUhrtpyGzYvmyJsWId/pB+Hlk1i1iZNjHS39rEhnSCjnYyZvgY9x15y+l8raVzS3sy42RswdA3hSrdNSTEYbF3G5wO+YfCoSRw19yfJ5xRf/I9/5POvv2TwmBnoXfTiyKoB/EGWN4f9nklLNPHoGcJK44Dw2ZTVghxdNmXm579j6X49VswZyKApouwY9A3LdhkTlKBoWHnqKG1wCe5nw/lty/lC2DBopMwGP5KvpBPpa8mSoYPYcd6jZ8gtKSaCs5uH8y9fDuOcvP5VyE8SoJSYEA7Mm8BydStixP1Ap4NMHz4fM2+/HgIk6zo9tWsrK7epMO3bf2HIMnUCLv0IAZJJrAVz//gVh+wVLLG/uLPx888YMHERq1evZqemKWHJSfiaqzNSMMRFm3eybvrX/J8RCzD1iSdAaxlfj96BR1IiHufVWT5jMANHzsFQ/xgDfzcN0zglAUp0YNXXf2Sbee/co9hQexZ+8y+MW7iBA4Kl/s9/+5r9Nj8wdvsn9gBNmbOCPQun8vt/++2f1AOUnu7LlhFfsGjXCZaNm4qauY+CACX7ojFnOLP32sgJ0Le//445cybyx38eKhhyOOleMgL0UQ+QXFKI9LRCS3URwz4TrT2P3pajJJL8TSTtCq76exgsKtnvlh/CPzoGtwunOGroTEykHbO/+UI+NDx7yFh2i5ahx+mlTJm0BsdgZaEXF4LRyWPoXwwhyEGDsSOnoOcSIfJQCtZ9CJDLwWl8O3EXlwJt2PzdZ6w9L3T62hHlw14lAbp8OZzd0z5nxtazhEeaMunfPmfRll1M+XpcDwEaNWEVDkGf/jyg9LRULhltYsrE1Tg4WLNLlA2XIsM5u3UG3yw+IoikMs/HO7BmwO/YatFL6lzVp/PN+J14CJ9tGfw71pwLJSbAEc2dm1m1cxWTfj+YkxeFfoQpMz7/IzutPp6HmUTYxQuobV7H0lUzmDR+BXaBkbif02T1xtXMG/MdkzYYcGHLWIbPPiQIlhlrvvwNW/rY8OlJPKeXDeRrUZ8smTqQ/++3Y9h3Soelo4b2EKARA8ai5y7qosuGjP/9Vxy06z9nLT09kRB7A7ZsVGHJ4slMmrYJt9AUgqx3MGqoqBe8k0gTBOjovM97CNCMz//Adstu/8ZzZvl3fWwYjaaVF6E+tqirbRL15lImfa20QaafGovV4aVMXbgP/6i+c27+C+VKBEY75zJ15XHClUODMU7HGfH5OLS8g7HaM4upsk4SZxNU9+jiF+mP5uIRfLfmDPtn/JGpG3UJjbRg+m//yNqzAcp40zg2//MeAjRLlClrDhuweOi3rNNzkXON4V9O4LSjcq7blUiMdn1swwlGfjGOM8IGa7kNe/GNvIKn4XpGj1mCtb+i5/hKXDjndi3lX8Xvzz9iRZz89xXy0z1AiZHob53JxOWH5ZMbrQ/NZuy0rbhcDukhQMHm+xj8mfiozm4cWDrgBwlQWkoSNifV2HPamkhvHYb94QvUrQMwPboDTRO/3t/vOwSmDLuSEIHWximMmbqKw6e0OXZwO6NF63KXoQfR/kZMHTqK/Wa+JKfHYHFsNt8IAmTp7sDKb79hzkEH8bKCHOlu4LvfTMQkqvt30nHTXsGgb6ax85histS8Yf/CLDVTopX3e+RPJkDbcLI6zoD/9b/+JAIUE6DLiC/Gc8blEkeWTGHQHA0i0lIItj/JtC+GsU9UID1DYEEh8gQ1SUWLwIvfJ0CpKYkY7lvN4dMuxF62YNYfPmebjCwp70siyd9CUsKsRNr6Dd/NVMPmcjQpSXEiz6mxX9ee6MvWzPj6C5ar7WPqt0NFBSsI0IlFTJm8FqdLzhzauBFjJy9O7FbjtH0ggXYHGTNiKvqukd8jQFZqIwUBEg0bP0s2DvwN6wwCcTXSQP2MtXySdF8CFBUbi9GOJSzZok/4ZROm/O5rduuZsnHSaDboX8JBYxFjRcHo1We+zKcmSSGuHFZTQ881FOeTixkqSKOZkQ4b1u3H9XIoupsFIVxyFEednaiqGxHsa8yUL/8NVdNQHPQOoKHvjPG2UQwYvx13Pys2D/otKrr+uGkdRv20FeEXNRkyYA7moaLcsdrF53+cgVl3WRjtzL4NW7B1D8F4nxrHzAO4eGoVk+ftxtPNDY31G7Bw92H/4mks13RAb813DJt9EG9fE1YJG7ZZfsoNLVH2m+mJ8v04m+cM5X//YRKnza05uHIKi/ca43dBle+GL8NWpLlosy38/ssFWEcrnk2LtGf3hu04uQdybucWztgEYqW+lBkrDuMfl47D3ukMnrEHT/lIRhp2hxcwZd5OPB21GfbFKHS8IrA6vYfDhk5cNO1rw0S0rNyxOXEQDT1HQaT2MXL4Ukxsrdi+Xg1L/1DO75zOqEX7RQOjt4z/r5A4LxM2r9mOY0gopzdMYMyqkwR6mrFn2z6MdQ8x5HcjOO0ZhOWu6YKw7cfJ+ChrtpzA67IfGguGMXSDPqZ7lrBogw4hl82Y8fsv2WXiiYnmdjRN/XA4spDJc3ZwyUmH4V+M5LSzF/sWzmeL7kUCHfYzbtB0TuufFTaoyW04I7fhBAEyG7bKbFBnqNIGq10z5KTRNyoV0y3jhf808JWN6Ig61dt4D0N//QXTd5whKKU/qfyIACViuU985E1aBMsfTiXC14lt62cwZJhI+CMXc9IhkBQRfvHwbP5l4BR2Hz3MynHDGTh8GNOnT2Tcwj34uOsy9buxGHgr4xUtRx9HLWZMGME3X41DZb81sVG+aK6YyPIjfSdSX2LH8MFsMe6tvOMuO7Fm0ihU9V1ITBOVfUwAh1eNY8TaE4TFxuFue5o5U8fy3aBvGTBgGmsP23L5SgrRLhdQGTOFgYMGMn7UEo4b+vWZgR7JkQVDmKF2gUhld5rDwZkMmKoiWj0fZWi34wwauhiLy8pr50P8n19/xlcDZUNgg1h61A4XnXXMXSoKjPB4Tiz+gpGzd+PhfJ5xg7/i828VetO3aePvdIxhv/4XvvhmEN+KFupaLTsSrlwh3s+BY4uW8q3QGz18BjvV7QiPT8RVFu+SXXhGphN+6SSTB8/k9GlNxsvilQ/ByeLVEn5IxMVimwj/gm9FK3zWGsGElV2Hkkjyt5IggzX8n3/4R9GSEulMpL21Wq5cshWEffwIebpbvFkQkpgw7I9tYtjQIQwdMhINHReSw8yY883XopEUhbnWdoYPH8qQocNE48OehGRRyAsCZCcaV8MXquEh8llssDWbp4/ia0GoRs9QIyzyMiZ75zNH5YRiQnW0H+qrxjJtpxExSWlE+duzd+lkRihtiEtKJsDomGhNjpD3/mg5B/XM6fgUJS05ggvHtjB46FBGjlrOKdEoTIj1ZffqGXz5zTeMnLgMC+cQQr0vsGCKIDpfj2H++rNEC1/rb53BvG3nCPKzZcv00UqfqRIWHc8ly+NMHDWEgV9PYodJhHzyqKfWMgYNXI979++HGTHt6+844xaD+cktorwczKjxaznjHENKYjAH10zlD18OZ/KK4zgHJxHpY4yK3IbPGT93r4KQ9nmXT1PisdVYxoAJ2wgVdVGYgyEbJ4xl+KCZ7Lf0Jkn4xeP4bAYN284l5TOpwfpMHDCcs5ciuXBYhQHfDmHMlM2CsMdxRaQlGRGcukJU7Er9uEA31OeJNPjlWJYftSQ+LoiTaycyf48FifLJzMKGwzIbthKaKsrrC+qMHTGEQd/NYp9FJAkJwWjtWSHqlaGMm7gRQ/vQ3qGe/yJJTQzg+LZFfDFgKBOmqWLucplo92NMHjoZI89gzPeu5JuBAxk+cgraJt4kxniwZtYYvvpmAKOmbsDNP4qYICf2L58qz5vz1+vI632NxaNYeNhZPtStMX+K3GfLNM2JF+Qk2OUc66eNZejgIWw/Yif8GMgJ1cV8LrdhG2Yu4UR7HGfSkElyGyyUNgwbIbPBixThs+OLvmTOJgPCZO+QHIf+plH80z/8mt99OYBh46Zw3PHH5gBJIokkkvytRVTwZ3dsxUnZuv6zRbTifCzPoXdBNJykuW29kprEJWNt9C2ce1fG/LmSFI7udlVcP+Eesv8KSUsI5cyO7d9bzfUniyA5rmdPcNbu0idNvv9cSY70RXvffrz/0rlfV+Jx1DrM2Yv+P3z/T5BkQaK09+77y23oIxIBkkQSSf5jJd4HO5u/vMBLv5JAkJcrQUE/tn/YL1SuxOHv4UZY2F8xDyfOCzvbwB++9wuWtBgP7OxCfvDenyQp0Xi7uRMR8fc1FzM50h0np/576fxZkhzJpYsexMT0ruz8cyXlr7Whj0gESBJJJJFEEkkk+cXJrz58+EBnZ6ckkkgiiSSSSCLJL0Z+pTwVXoIECRIkSJAg4RcDiQBJkCBBggQJEn5xkAiQBAkSJEiQIOEXB4kASZAgQYIECRJ+cZAIkAQJEiRIkCDhFweJAEmQIEGCBAkSfnGQCJAECRIkSJAg4RcHiQBJkCBBggQJEn5xkAiQBAkSJEiQIOEXB4kASZAgQYIECRJ+cfhVZWUlbm5ukkgiiSSSSCKJJL8YkXqAJEiQIEGCBAm/OEgESIIECRIkSJDwi4OSADVxx+04C6ZNYMKEXjkV9lZx+weQ/zCB4KsZyquPUJHCoXXbSc5VXv9XouktHifVMI0tUAZIkCDhL0Z7BQn2x9C5mE5jB7QWPeLCoaWivNiE64NiuUp2vDcr581kyWZD0vPr5WHdyE93YPMSRfmy7rART8uhMFZPXM9myxlP3lS30tXRSPJFdZYKnY3HfCjqfK98WglhQ6KDsME5TW5DzZvHaG2V2TABPZf7cpXsBB9WzRc2rDYk7Wl/Gz5VvCuOQ33TXtLyFdfplkfFO81j+7FA8svbaa16jPW+NfL3VNMOVygp0dlUj4vGOnFvBUe9rtP5vttndcQbbELN9Ir4C6pvXWTJ3Jms3GnB7eJGhYoSOYkmrF6g+DabT9mSWQ1v061YJ65XbDfguviWd1x3y+/LZOKkKZheqVA+/QmjJQ8/vd0YhGSKiw5K74ewb/UCpkyfi32oLAxeBVoxY+pMVLY78DirSR7WjerbriwTaWnFDjNuFTXIw2IM9ggfLGDPmcuUVbdxxWpTj1+mzJyH/fUquZ4MnY1l+OqtFfdWczrkPh1V2TifWtmjP3fjAWJfFfEqyJiZUyezQOUQ6Y/KlE9/ungVbMPMacLetQdJeyjs/fCBVGuZH5Zw0CGeurZ31GU/R091ufw9TzvcVD4pg9C16fXZ5Jlzsb1WReENN9SWK8LWHtBHFm35cy82ieslm44T/6qKd8oYulHx8BKaB/TkuuKKwJObFc8ftKeitk2uAw1cs9nHBq0wapQhMvTvAepsFpllIwvV3clrUYZ1tFKWn8HDh/d49Cyb6tY26ovvoL3oayadDCa/sonG8gIe3r/Po6cvqWho4X1REHMHjifwlTIOgfftrZS+fsnDe894+/YFTzOyaWgXN5pKeHHvHvfuPSazoIrOri6aKvN49fIl2a+f8PDRY4orlcY0lfbXFZm8tb6Ety9e8OrJE548LaCuuZ63zx8LnXtkl1Tzrv4pBivHst/zjSIOCRIk/EV431KG40EVPvvVr5inE05tQwPxpgfZqxVEyR17hgxbR0BcGGvGTeFs0mtuOuxmvqoFr2q7lDE0kG61g9G77GntVIR15kWxbthaot9kYb1nFWrWKWQknGPejO1cvZXG/s3qxNwXLEeJ961lOB1S2qAdJmxoJF2Qpe3nvcnPCGPhwFG4J7zB+/BOzoe8xP/QVObvdyW3VRnBp4iuVl4lebPgd//CZ0OnESark1/f4ozKerxir7Nv7gw0gx7zxHUPQxYZcTPJjzEDB2D3SPG4DDdNFjFyvi6PXySyZuwsrO8LuiPizQg6w4B/+1+M3R9CefktNOeux/FmFrHnN7H0sBv5zcoIqCXx/DpGHvJWXotvkx3MsiET8b71Fift45h5ZYjyWdyQ2Rt4hlGj1/Op85/msgyMNi3g1yK9rLV/KF4zG6vdq1mke4WMwKN8NWkdSdefY7VVBbu4V5htmsZGoyiqlEmuq/w2x+avF4Qmi3jDLSxVdyH3XjpHVbbgHx3PZkGatOOUdcu7Zp56ajBy8i768B9eR+igstaUl49CmTFoGj45yhuddcTqLGbyRgtePoxi/uj56EVl431sHjMPu1DYn59+Wii8jobqMuzTC0i02MLyXdZk3HRm3uhD3Hx+jR1z5qEv/HLL/TDb9N3JeRXBsu+G4/ygUxmBEsJnz70OM3LiDq4JLnHDaT/jd1hS26KgOZ0FcWwcOhSHWyUEmZzmrN1dGrs5zbsmHoXbM+p//g++mbVZ0XC4ZcxvBu0iPDmVzbOGsj9QOPt9O9lx5oz74h/4fLUjos3Vg58mQOLBgnRfDu7cyI4D+1m3YCFH3cJID7Nh6ZBf8/kCDUIT0rDS0UJt7w7RepjNGZ906vM/IkDv35GV6MLulUvZtesExzZ8zYCZm0jNKCb1wmbWqmxnj5oqC1R1uJJVzl2PfQwfM5cT50+wac4wVLXCqayX6W5h7do+ujlVvEw8z9xBU9i5+wg6ugFERHiwY/te9qtMZraaKa/LJAIkQcLfAu1Z3qwaO4/Rg/5NToAqKsowVZnADtNEaorDmP/NSM7au7FsxFTMb+XwMkaHhXP2cLW7Rd1ZiO/hZcxaro7DRQ9uZxbyNuo0Q75Q5W5rEX4nl7HkiA9xF1YyaOFezC7Z4RfzkPquD4rnBTqyfRQ2DBY2yAhQd2EoUJ6ux8ivh2J/S1FzvCu4xf5Vq9DyvCOo1yeMhpc4HN3PhnmjegmQDF0dZMY4smblQYKfFZOf4sKKJVs4rbmNsYtP8KRPx1aSzmQRJipZ0eA7O2MoW9xfUpMZy6kdK5jyxf+RE6CXt9yYO3gFgTmFXHfeyYJ1ujwvV7anO3Jw2T6HWSonuejuzf2sEgrjdPh23Dou+NrhGZxCrnC27Es05aZxeJ4oc91vK579hFF0zZw1E2fxrfCBnAC1VBFldpJV249zdu9Slmj6k69sX1c+CEd11Vas417SzZfLb3swb8hy/LMKuemymwUq2jwtEz7rbOFJmCXLV2oSk1Up1214E8POyZPQDHshv+5GxNFJzNl2iYLKNHYM/wKtZEV+qLxjxaxvZ+L6XKTOyufobdrAlhNn2b1xLVo+92n8uKvjE0RnYyluh8YxeYsxEYZL+W6iMRl1T9BfNoYtjk+VWlBx7Txjv/4Oy+v9WV3D2zh2T53E4eBnIsOWEHxqDbMW78fayY2brwooTrdixOjlGPnb4eEfQ2Z5Mz39wTV3OLt1OytmftdLgHKTWTFtGRrHDzF32V7CXlTTUHAdowMrmfb1vzJg7Z9BgLqayvDQWMUGrQBKW7t4GHKIeXN2kpadj9OmoSy0fQCNxYT7eWFpfYI1gz9nzhFXCjL6E6AP7U0EaC5g6VHBatsauWM+T06AIiO8mfPNrxm5YBXrVs7l97/5HepBr+QEaOTMPSRkNfDsoipjlulz/arQ/fafRSunj25IppwAjR28hrBHpXx410bmrVisHYwxXDeJ3w6aR8RjiQBJkPC3wPumPF7cvMW57ePlBKisrAjteV/2EKBZXw7lfNhNAnR2MHOZCmvXzWZyXwJU/YJzmxazZL8hVlobWKWqjbtoAA383cYeAjR5hwOeGsMZMHsLFk56qMxYiFl6qeJ5gW4bDHZM6EeASu9fYfecL/lywQmeysZ6BLrKnmCptY8j573I+5RHwTrryX2TR3Gc9kcEqJPCe+Ec362KcegzsmJsWbJ0B8Z6+1k5dxVxWUo9gbJHPqjNm8vCHZuY88d/Y73NVXxNDnLC2Qub9YPlBOh+sgXTvprbQ4AmLznGg0JlVV/+gOMr5rPyqBlmx9ewdq8RQeab+Wr4DM65WXFo3XJ2216h/V0rT8POsWT+fq5+NLz5KaK1OovX1+PYtWSwggA1VxBqeIQ1+89ie3QF63ca8lTZi9XwOhUDzV1oO8ZTpSRFeSlWTP96Tg8BmrxYk3sF4qbwQ87NIA6rbcUyNltoNnP30nHmLTrO4+4RCyUuqYp6sQ8B2hNcJEIruXxkIbN2eCmGZMoecWKtCrsNrNHdOp/j1nE9NnzKSLM9yeBvvmSPQzKxZ8f3I0CLDNPlOmWPr3JgwQD+OEuDR7XyICVauOd9kvmLjvJQEBtqMzHdvoyFu89irbuFFZtO4G17mMGDRqPj4cBJtVWoGoYLvyh7lDuqeP2ygIcear0E6G00C6asQtvgDKpLFuOQmE2sgzoHTBxx2DuFwev+DALUWV+MjdoSdlsmUfP+A1k3TFk1YzvJb7J7CFDt42DWzVzKUZ9w9HaMZ/I+W3Jf9CdA7wXp8dw/n/Wi0Cz/0MXrS1vlBChYtCzGfjEas5RXvMl8yeOHjymsaZAToMkLDnFbGJHte0hOgFJihe6XozFN7qNb1yQnQEvn7udGTpN8rNXtyAqWHLYh8pIG/yZsCLgtESAJEv5mqHmNiZIAVVVVYr99LtsvxFFdEMK8gePwetJGfUkuLzMySA44xda1p3hU0k5TfT1trc0UvHlNXlUzZaKMWLVgMSYG6oz8eis3GwvxObGMtWdCiTNcxeQVtrxpe4nR9KFMu3CDztYmmlraEcWQbNIPpj0E6AON2TfQXD6CfxyzjNCCat4J4tDU0EBrRycZiedYMX8f1z/pMTAF2tPP9hCg952t1NeLMq2zhMDjq1ikGYTHzkHMUXUjr+ke2qO+4UhkOR0yv7R2iPq4nryMl7x6k4LW5GGou8VwcPrnfDNkKF/98//k//1yBhqnTzBr5Gp83xRwzXEHy7YZklHRTmN9A20tDeRkZlJY20r+HTcWL1mHg+Fuhn23l9ttpYScXCNaz1Y01hTjc3IBsw85U9DQ2zP3SaP4NvuVBKgh7y6HZo3hmO9dSrN9UBk+F597VTQIH7R3NnDN9SBLNxrytrxJ7pfyB4EsG7UK78wCbjjvYtkWA56XNCu/TT6X9ixgsVYcH+pzsT8wi4WnAkQFLfzy4T3tLY3i23SSpL+IOVtcySu9gurwr7lw8x0fCq+yffYQ9vgp5tkWJBoz/ouFRJaVc9N5H8s3nudNZe/Q7yeHD+8oiDnLgM+/YLaWIy+b2skN2M7gCed4UfUYnaXj2Of1mibh71OrRvFPoxfjl11Ol6j/25obaG4TPmjIx+nQbBac9KNS+OxDZwuFWa/JrWyi6m0UKoLQG5zTZPTnKlxtqyHJcidDFumQXVZHY0OjYjhW4K33jh4C9MRuPt+M0+dp82ucVaawTNeDM3P+yFffDWHAb/6B/+ezkRx2u0P3LK+fHgJ718y9gLMs33QQ9+Aozm2dy+azQRS21hF4cAJjD3lwJdCIOQNnctbHkxMqw0QLzpysZwH9h8DetXPPQ525KutwDgzCfNsAxRDYs+eYbp7GWjVLwhwNWLPsKPH5iiGwjwnQkwKZ7nTWqvbRLayUE6CVQvdWXjPtdYWYbhjLqr3G+Fmr8uU3Y/C8el8iQBIk/K3QhwDVNbfyOOgsahsP42mgybT153nyVjSOti9mxRFHbDTUBDmKpSQ3lrVDhmAd+5hz21ewQfciHhfUWLlei7tPb3J++TQ0DTw5vE2Nc2GPKX0ejrrKAVw8LNg0bSbed4qJNtqAioYrRbIe9D4EqKahnljj1fz6VwPZbupGQto1XjxK4/j6pWwz8sD20BrWHHcmq1/L89NEXwJUe9+VeZOXcNbBhT1rlnDc+xE3L+5lwfL9OFmeYM04ofekmIDTK1ivFUJ2gjcrp4kKw+AC8xYeFGVjd+VZiY/qMHkPUFVzFq77lrPrlBvGB7ax3zaBytxwlgwahVPsLU5sWMpWQw9c9DazRtWQpy+uobNmG+YelzixaSlaHvdpLM/m3OpZHHK+9mkPK/ZFHwLUUZ2Ds8Ya1mla4KOrwtpVmly5EsWWeQs4YueNrkifO0wiKHvpx9zBkwl5kI37/hXsFD4zPbiNfdZxZKbZMm3ySgztHdi6fBHaoW9oLnrM8UVzORV4H3nHTXMurgfns8kwidxbHuxYrIKNwVmmz9vLtSrxVe55s3D4KvxyFJOFGjOi2TVf2GDrienWWagbhFDRMz/r00NnYTI7JnzJv/5uLY4JCVx9/JamojR2T50h0qAVa1bsxOt+PsmWKvzLr75h2/mLxF+5SlbuU6y2TmOrzT1aip9xcslcTvqLv0Wc7eUvMN6zCpUz9nia7Wb56uPceHwbk01bMfLw55y4d9QynoJ7jiwYu4gYZQ9oXwJUdc2EGRNVMLU1Zs+sKVjGFSqUqCHy6Ix/pweoq4O3V8PwjX9EnXKuUntjFekJl7hwQR8z+3BeVCq+Svn9IPSNHYi/eYcYTweMLlzA3csL96A0Kkqe4G3vKnTlqrLmDBnRJqxatZz9JxxE5lNjyHx1bpdBQ+ENnM7qo69vQfitLNrevaPocQzuvnEUCiNqnsXhEpBOWZtC1/ns2R7d1q4uKrKuESjXFRm+q43s25ex0NfHKTAQd2snbmfmcDXQhdgn1UpjJEiQ8BejtYobka74pGaIvAodNaVc93bmgr4jabmyzvx2cp5ewcLECAunODJk5XvTG4zXL8D/bQcFGdextTDG0MSaG8qxh5onaTjqX8A5+DqlTR28f9fGi1QfLEU+dvS/wbuOZu77GaFl6U+ZrKRsreZmpJuw4RXNLeJepL0oE2RliD6GFnbcyKkh55mwwVTYYBvJK9mQxc8A7/LSsXC8xCt5ndjEnXhf8U4muPrfoaq+k47GfBI8beXv6RJ6X9RCDVx30ULLOZbKhjKifGR+sML/egnveiZKNPM0wgmX2JfySqbp7UN8TUywdovjbU2rKFQz0FdZTHiOaME/S8VS+OyCuSP3FEZQlpGAvfg9K9cISqpahA2VJHraE/cgX3zpnwkaCon1dyD4Xom4eEddzj0u2ZpiYGhMsjyshYw70Zw3MMLONZm88jbe1z7ltMpK4kSlKvOZn6nMZ7EKn9FIeoS78LUZHsEPREPgHa01hUS7O5Hyohh51dlRS7LVEbQ8r9Hc1MSTcE/M9W0IvquYAV2XcwdPW2+e1XanzVaKhQ1GBucwE0QsI085jvuJQrb685K9sTwtysQmOI3KpndkJQRiI+pnr+SnNLW08CjaoUfH0Myaq6/yiDLYjVbwE9pqi4hxdyT5udJn4t+i1zdxsDLmvLGFIFWKlXD1hddxEs9bOAaQXdxIi+ABZ7ZtI1Wx6JTqp5HYeYWTK3dZA3cCneS/Z+eVTENz96TrVjITPXEIud/T+yNDfwL0H4UPXWSl+rJy+iSmzVnErLEq8uWqDR9NCJcgQcLfIWrv43Tem4q/tMZ818DDGD+SUl/S8dGK+F80OgQRDPMhTTQG3/2lo1HVt3AwDOhZ9SRBgfcV6dgbh1Lzl/qlrYxUPy9uPi5QDNtKUKBVkFF3Tx5k9u2H+fPQmp+Ei3V0TyfNX4NfvXv3jpqamv9wqa6soCA3h7dv35KVnU9pedUP6kkiiSR/Z1JVTnFx+Q/f+5OkmoqyUioqpDKjn1RXUf7X+qWq7K/8Nn+nIvdLxQ/f+1NEfJuy0lIqK6t/+P4vVaorhV/KqKr6y/1SXVlKSclf8W36yK9qa2sJDw+XRBJJJJFEEkkk+cXIr+rr60lISJBEEkkkkUQSSST5xcivOjo6KC4ulkQSSSSRRBJJJPnFyH/OJGgJEiRIkCBBgoRPCP0IUO3r1J5dMXvRQfHbu3i6X8TO2Z2wu2+o7RChVc+JDIqSLz1rzrmBi7MzQTH3qPzZrI2UIEGCBAkSJPxS0UOACq5exmHXIjbpXerdup4uSp5Hob59B2dsXLh00YY9O7djEvWM+qo3pManUtTYxA3T1Xy96hTxV5/JyZEECRIkSJAgQcKnjB4C1FZ9jeMbRzPPxJu8VuUe061VhMjO5DjmQW5jFx+6OqguLaKstoWGTH+2r9qMnZ0p87/9B/7nF+M57hZJ0Pl9bNl7iI0TFnLMLI7kQHsWzJzC9HlLcEp8SIuI47b1CZaOHsfYxZs4m5zVe7iZwIf2eu5Y72Th2HGMG7MCg9jndDbm4nlyE2v2a3Bs41hmLd1NyoMS+cF8ctQ/xWTLIo4cOsLqcWOYd8CUp0UtdNVkE6W7iTnjxjNpyhZc7xbwrusdhbFubJk4mXFzlnHAM42S1vd01RYRaa3O7LnjmThxIxfv5NL5Tqk7Saa7lAOXFLoSJEiQIEGChJ83eghQ3cMkvMOfcSPYlUzlga2ddUVYbp3Mat0Q+U7MfdHwzIn5YxcS/baGyGMzGH46RoSWEKSxnH+doEWljJ1UPMXQyJag1Hist81k9j4HsvMSWfn5l2w5H4avqTqL9tkrdJWouGbI6G+Gou8egp/tfv44cBERL19jrTqd3250orjiNYYbZ7HFIoHa7o2Qau5yfOZgJhtdp6T6Gcc3jGepUTr33NWYMGE2Vr7hOBms55vJu7mW9QjdOcOYccCJEDcbtu49QVpODQ889jBjkSY3C1vJiTrC8BFzCb17F925w5i+X6G7TakrQYIECRIkSPh54ycnQXc1lnJx/3TmH7tEUd/9owV+igANU/OQ9860l7/C3eAMB87rs3PWAMZs0udFZQmXDY+wcd4cvh08m+XbzXjR51C9584q/PPnE9l5UrF99gULWx69VRCgyUdC+VCXh/3+NT9IgE5Fy7ZvLyH48ArmCt2wo+P44/D5HDyjiMvSxZfX1TXc87fkoMoihnwzg5lrTxP5rILwY/NYejAA2e7aLXXxbPpuGm53soSulUJ3QK9uH74mQYIECRIkSPgZ4icJEF0t3PU/xbQFu0jOrqWjtgAfw2OYhz+k9NGPE6C5moKoyK5uuDB/0Awsrj/H4/AYBQHKvIOO2iasQm4Ta6PPV/86jcDCXkpRcc2Icd/OI+hGCdV33Nh7wJOcxj+NAE0+FP5RD9BOpkxS5eqLavLiTNHQiaJExOV+So3Tbimk+7sxd9hMjoS84L6sB2hxdw/QMcZP2EHyqxe4n1bjlGsKV/voSgRIggQJEiRI+HnjpwmQQFdnNelhViyaN4Px0+ex9ZwXLwvracz0R23VDlLz6kkx3sRS8zShXUGswV62GSXIScL72udY7V7NpEmT2bpbDZWd53lS2MDtgBMsGTWOcaMXs0c/mfY+02q62uuJstzO/FFjGTdqGW73K+hqls0B2sg6QxFvQzE+egc55n6N+nfKh5QEaMu2g6weN5uN+93JLGqhtSYbT60NzB4zjsmTNxOV00aX7Bj/u25smTyJ8WNns2GfJ29LWmirKcKz3xygfPl8oYJ7QndKt+4lua4ECRIkSJAg4eeNf5cA/SzQbwhMggQJEiRIkCDhp/H3QYDayrgR7svN3FZlgAQJEiRIkCBBwo/j74MASZAgQYIECRIk/Bn4lQQJEiRIkCBBwi8Lv/rV/x8WpzgecKJ47gAAAABJRU5ErkJggg==" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">RESUMEN DE INFORMACIÓN FINANCIERA</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt; font-style:italic">Efectivo y equivalentes de efectivo.</span>
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<span style="font-family:Arial; font-size:8pt">En el siguiente cuadro se detalla el efectivo y equivalentes de efectivo al cierre de los último tres ejercicios y los intereses del 1 de enero al 31 de diciembre de cada ejercicio</span><span style="font-family:Arial; font-size:10pt">:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<img 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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">Los intereses ganados se registran en el estado de resultados en el rubro de “Ingresos 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 </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a </span><span style="font-family:Arial; font-size:8pt">la nota 3 a) y 4 </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de</span><span style="font-family:Arial; font-size:8pt"> 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>
</p>
<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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<p style="margin:0pt; text-align:justify">
<span 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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<p style="margin:0pt; text-align:justify">
<span 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 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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<p style="margin:0pt; text-align:justify">
<span 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 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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<p style="margin:0pt; text-align:justify">
<span 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 2023, el Consejo de Administración del INFONAVIT propuso un mecanismo para determinar la actualización de los créditos denominados en salarios mínimos, el cual fue aprobado en Sesión Ordinaria número 875, celebrada el 15 de diciembre de 2022. Dicho mecanismo contempla la aplicación de la tasa que resulte menor entre:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:31.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">La tasa de incremento porcentual anual del salario mínimo vigente en el año en curso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">La tasa del incremento porcentual anual de la UMA vigente en el año en curso.</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">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>
</p>
<p style="margin:0pt; text-align:justify">
<span 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, el portafolio hipotecario denominado en salarios mínimos se actualizó en 2024 en 4.66 %, toda vez que el incremento porcentual, correspondiente a la tasa que resultó de promediar de manera aritmética los incrementos anuales que observó el INPC durante los últimos cinco años, es la menor entre las tres tasas utilizadas conforme al mecanismo aprobado, por lo que el valor de la Unidad Mixta de INFONAVIT para el año 2024 fue de $100.81 pesos diarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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 muestran los Derechos de Cobro sobre Cartera Hipotecaria al cierre de los últimos tres ejercicios:</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"> </span>
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" 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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">A partir del 1 de enero de 2018, los derechos de cobro sobre cartera hipotecaria se valúan a valor razonable con el método de valor presente de los flujos esperados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 3 c) y 5 </span><span style="font-family:Arial; font-size:8pt">de los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; 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 18 de julio de 2014, el Fideicomiso emitió certificados bursátiles correspondientes a 5,541,417 y 240,457 certificados con valor nominal de 100 </span><span style="font-family:Arial; font-size:8pt">UDI´s</span><span style="font-family:Arial; font-size:8pt"> cada uno, bajo las claves CDVITOT 14-U y CDVITOT 14-2U por un importe equivalente en moneda nacional a $2,845,432 y $123,472, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 2.49% y 3.30%, 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 2042, de acuerdo con lo que establece 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">Las obligaciones sobre los CDVITOT del Fideicomiso que devengan intereses se valúan a valor razonable para el ejercicio </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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a 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><span 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 la siguiente tabla, se muestra el saldo de las obligaciones sobre el CDVITOT 14-U y CDVITOT 14-2U por los últimos tres ejercicios:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<img 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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">INFONAVIT COMO ADMINISTRADOR</span>
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<span style="font-family:Arial; font-size:8pt">De acuerdo con la sesión ordinaria número </span><span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">31</span><span style="font-family:Arial; font-size:8pt">, celebrada el día </span><span style="font-family:Arial; font-size:8pt">07</span><span style="font-family:Arial; font-size:8pt"> de </span><span style="font-family:Arial; font-size:8pt">octubre</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">, la H. Asamblea General del INFONAVIT aprobó las adecuaciones al Estatuto Orgánico del Instituto del Fondo Nacional de la Vivienda para los Trabajadores</span><a style="color:#000000" href="#_ftn1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Organigrama del Administrador</span>
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" width="484" height="274" alt="Interfaz de usuario gráfica

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<span style="font-family:Arial; font-size:8pt"> Estas adecuaciones se publicaron el día </span><span style="font-family:Arial; font-size:8pt">29</span><span style="font-family:Arial; font-size:8pt"> de </span><span style="font-family:Arial; font-size:8pt">noviembre</span><span style="font-family:Arial; font-size:8pt"> de 2024 en el Diario Oficial de la Federación.</span>
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<span style="font-family:Arial; font-size:8pt">Principales funciones de:</span>
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<span style="font-family:Arial; font-size:8pt">La Dirección General:</span>
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</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Representar legalmente al Infonavit con todas las facultades que corresponden a los mandatarios generales para pleitos y cobranzas, actos de administración y de dominio, y las especiales que requieran cláusula especial conforme a la Ley, en los términos de los tres primeros párrafos del artículo 2554 del Código Civil para el Distrito Federal. Estas facultades las ejercerá en la forma que acuerde el Consejo de Administración. </span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:0.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El </span><span style="font-family:Arial; font-size:8pt">Director</span><span style="font-family:Arial; font-size:8pt"> o </span><span style="font-family:Arial; font-size:8pt">Directora General</span><span style="font-family:Arial; font-size:8pt"> podrá delegar la representación, incluyendo la facultad expresa para conciliar ante el Centro Federal de Conciliación y Registro Laboral, así como ante los Tribunales federales en materia laboral, así como otorgar y revocar poderes generales o especiales.</span>
</p>
<p style="margin:0pt 0pt 0pt 35.4pt; text-indent:0.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El </span><span style="font-family:Arial; font-size:8pt">Director</span><span style="font-family:Arial; font-size:8pt"> o </span><span style="font-family:Arial; font-size:8pt">Directora General</span><span style="font-family:Arial; font-size:8pt"> podrá suscribir instrumentos jurídicos con instituciones o entidades del sector público o privado con la finalidad de cumplir con los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:26.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejercer las facultades y atribuciones que corresponden al Infonavit, en su carácter de organismo fiscal autónomo, conforme a lo señalado en los artículos 23 y 30 de la Ley;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de la Asamblea y del Consejo de Administración, con voz, pero sin voto;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de los otros Órganos Colegiados del Infonavit, con voz, pero sin voto, cuando lo considere necesario para el cumplimiento de los fines del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar los acuerdos de la Asamblea y los del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar anualmente al Consejo de Administración, dentro de los dos primeros meses del año siguiente, los estados financieros y el informe de actividades del ejercicio anterior;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar al Consejo de Administración, a más tardar el último día de octubre de cada año, los presupuestos de ingresos y egresos y de gastos de administración, operación y vigilancia, el plan financiero a cinco años y sus actualizaciones, así como los programas de labores y de financiamientos para el año siguiente y, en su caso, las modificaciones necesarias a este Estatuto Orgánico;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar a la consideración del Consejo de Administración, un informe mensual sobre las actividades del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Presentar al Consejo de Administración, para su consideración y, en su caso, aprobación, los programas de crédito a que se refiere la fracción II del artículo 42 de la Ley;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las estrategias y líneas generales de acción del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración las políticas necesarias para la operación del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar que existan los sistemas y mecanismos necesarios para el cumplimiento de los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Consejo de Administración los nombramientos del personal directivo y de las o los </span><span style="font-family:Arial; font-size:8pt">Delegados</span><span style="font-family:Arial; font-size:8pt"> Regionales del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XIV.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Dirigir las actividades de la Administración del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XV.</span><span style="width:23.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Nombrar y remover al personal del Infonavit, señalando sus funciones y remuneraciones, con sujeción a las leyes, presupuestos, tabuladores y, en su caso, del Contrato Colectivo de Trabajo;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XVI.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Efectuar la readscripción de las unidades administrativas y del personal del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XVII.</span><span style="width:18.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Resolver los casos de duda que se presenten con motivo de la interpretación o aplicación del presente Estatuto, así como los casos no previstos en el mismo;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XVIII.</span><span style="width:16.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la integración de los Comités Internos con carácter temporal o permanente para el mejor cumplimiento de los fines del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XIX.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Elaborar las bases para el establecimiento, organización y funcionamiento de un sistema permanente de profesionalización y desarrollo de los trabajadores del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XX.</span><span style="width:23.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Después de ser aprobado por la Asamblea, enviar al Congreso de la Unión, durante el mes de octubre de cada año, un informe sobre la situación financiera, patrimonial y operativa que guarda el Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXI.</span><span style="width:20.88pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Alinear los esfuerzos que, para conocer las necesidades de los usuarios, realicen todas las áreas;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXI Bis. Conducir las actividades de las Delegaciones y </span><span style="font-family:Arial; font-size:8pt">Cesi</span><span style="font-family:Arial; font-size:8pt">, con el apoyo de las áreas competentes;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXII.</span><span style="width:18.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar evaluaciones periódicas de la operación de las Delegaciones, en el cumplimiento de los objetivos y metas institucionales;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIII.</span><span style="width:16.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Constituir a través de la figura jurídica correspondiente, centros de investigación, análisis estadísticos, agencias, comisiones especiales o cualquier otra unidad que permita llevar a cabo estudios y publicaciones relacionados con el quehacer del Instituto, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIV.</span><span style="width:15.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer al Comité de Auditoría el establecimiento, diseño y actualizaciones al Sistema de Control Interno Institucional. El Comité de Auditoría, a su vez lo someterá a aprobación del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXIV </span><span style="font-family:Arial; font-size:8pt">Bis.Designar</span><span style="font-family:Arial; font-size:8pt"> a la o el Oficial en </span><span style="font-family:Arial; font-size:8pt">Jefe</span><span style="font-family:Arial; font-size:8pt"> de Seguridad de la Información quien deberá vigilar el cumplimiento de las </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">políticas institucionales para la seguridad de la información;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XXV.</span><span style="width:17.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Garantizar el mantenimiento, supervisión y cumplimiento del Sistema de Control Interno Institucional, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XXVI.</span><span style="width:15.55pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Las demás que le señalen la Ley del Infonavit y sus disposiciones reglamentarias o que le sean encomendadas por la Asamblea o el Consejo de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las Direcciones Sectoriales</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de la Asamblea General, con voz, pero sin voto;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones del Consejo de Administración y de la Comisión de Vigilancia, con voz, pero sin voto; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asistir a las sesiones de los otros Órganos Colegiados del Infonavit, con voz, pero sin voto, cuando lo consideren necesario para el cumplimiento de los fines del Infonavit, relacionados con su competencia;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Solicitar la incorporación de asuntos en el orden del día de las sesiones de la Asamblea General, del Consejo de Administración y de sus Órganos Auxiliares, de la Comisión de Vigilancia, del Comité de Auditoría, del Comité de Transparencia, de la Comisión de Inconformidades y de las Comisiones Consultivas Regionales, por conducto del </span><span style="font-family:Arial; font-size:8pt">Director</span><span style="font-family:Arial; font-size:8pt"> o </span><span style="font-family:Arial; font-size:8pt">Directora General</span><span style="font-family:Arial; font-size:8pt">;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar el nombramiento y funcionamiento de los miembros de la Asamblea General, del Consejo de Administración y de sus Órganos Auxiliares, de la Comisión de Vigilancia, del Comité de Auditoría, del Comité de Transparencia, de la Comisión de Inconformidades, del Comité de Inversiones y de las Comisiones Consultivas Regionales, en lo referente al sector que representan; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Plantear las políticas y criterios del sector que representan al </span><span style="font-family:Arial; font-size:8pt">Director</span><span style="font-family:Arial; font-size:8pt"> o </span><span style="font-family:Arial; font-size:8pt">Directora General</span><span style="font-family:Arial; font-size:8pt">, para coadyuvar a la mejor realización de los objetivos del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar y recopilar las opiniones, sugerencias, políticas y criterios de su sector y propiciar su enlace adecuado con el Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ser órgano de enlace de las organizaciones respectivas y la Dirección General, para la participación de ésta en reuniones de trabajo e informativas en materia de vivienda;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Suscribir los contratos, convenios y demás instrumentos jurídicos relativos a las contrataciones requeridas en la Dirección Sectorial a su cargo, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En general, todas aquellas cuestiones necesarias y relativas al debido cumplimiento de los fines del Infonavit, relacionadas con su competencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Secretaría General y Jurídica</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fungir como unidad de apoyo a los Órganos Colegiados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Tener a su cargo las Secretarías de la Asamblea General, del Consejo de Administración, de la Comisión de Vigilancia, del Comité de Auditoría y del Comité de Transparencia, así como de todos aquellos Comités, Comisiones y Subcomisiones que se deriven de éstos; y convocar a los integrantes de dichos órganos, así como, de la Comisión de Inconformidades y las Direcciones Sectoriales a sus respectivas sesiones y reuniones; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Representar legalmente a los Órganos Colegiados para efectos de rendir los informes previos y justificado que en materia de amparo les sean requeridos por la autoridad judicial, cuando algún Órgano Colegiado sea señalado como autoridad responsable o intervenir cuando alguno de éstos tenga el carácter de tercero perjudicado en los juicios de amparo; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer comunicación permanente con las Direcciones Sectoriales; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fungir como unidad de enlace entre la Dirección General y las Comisiones Consultivas Regionales;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar las funciones de la Unidad de Transparencia y de la Secretaría de la Comisión de Inconformidades, en los términos de la normatividad aplicable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar las relaciones institucionales con el Poder Legislativo Federal y de las entidades federativas, autoridades estatales y municipales e instituciones académicas, a efecto de propiciar acuerdos que deriven en el mejor cumplimiento de la labor del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Dar seguimiento a las recomendaciones, resoluciones y acuerdos dictados en las sesiones de los Órganos Colegiados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Controlar y conservar en documento original y formato electrónico los libros de actas y acuerdos de los Órganos Colegiados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX Bis. Tener a su cargo la Secretaría de Actas o equivalente de los Grupos de Trabajo que constituya el </span><span style="font-family:Arial; font-size:8pt">Director</span><span style="font-family:Arial; font-size:8pt"> o </span><span style="font-family:Arial; font-size:8pt">Directora General</span><span style="font-family:Arial; font-size:8pt">, así como de los Comités Técnicos de los Fideicomisos en los que el Instituto sea parte;</span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X. </span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar el envío, conforme a las Reglas de Operación de cada Órgano Colegiado, de la información de los asuntos que sean parte del orden del día de las sesiones de dichos Órganos, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI. </span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Para efectos de lo establecido en las fracciones V y VII, mantener una vinculación permanente con las delegaciones, en coordinación con la Subdirección General de Operaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Contraloría General</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Difundir los objetivos y lineamientos del Sistema de Control Interno al personal del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Previa autorización de la Dirección General, proponer a la consideración del Comité de Auditoría para aprobación del Consejo de Administración, las actualizaciones o ratificaciones a los Lineamientos Generales en materia de Control Interno que el Infonavit requiera para su adecuado funcionamiento, por lo menos una vez al año; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Verificar que los modelos, políticas, procesos y procedimientos de operación elaborados por las áreas responsables, cumplan con los aspectos y lineamientos de control interno aprobados por el Consejo de Administración y gestionar la aprobación del Comité de Auditoría en la parte relativa a políticas, procesos y procedimientos en materia de control interno, previa autorización de la Dirección General; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar y establecer programas de verificación y autocontrol sobre el cumplimiento del Sistema de Control Interno, para su aplicación en los niveles estratégico, directivo y operativo, sobre todo en los procesos con mayor exposición al riesgo y mayor impacto financiero asociado a su operación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En el caso de desviaciones o incumplimientos a la normatividad, por iniciativa propia o por encargo expreso de un Órgano Colegiado del Instituto, investigar y, en su caso, instruir a las áreas responsables las medidas preventivas, correctivas y sanciones a que hubiere lugar, de conformidad con los ordenamientos correspondientes y asegurarse de su aplicación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Contar con un registro permanentemente actualizado de los objetivos del Sistema de Control Interno, de los</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> lineamientos para su implantación, así como de los manuales que se consideren relevantes para la operación acorde al objeto del Infonavit;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proveer al menos dos veces al año un reporte de su gestión, a la Dirección General y al Comité de Auditoría, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Participar en calidad de testigo en los eventos de entrega-recepción de oficinas, Delegaciones y transmisión del conocimiento; y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar un diagnóstico del diseño, implementación y operación de los Objetivos y Lineamientos Generales de Control Interno, a través de los elementos de control para identificar las debilidades significativas de control y las desviaciones que pueden afectar el cumplimiento de los objetivos institucionales, a efecto de promover el establecimiento de medidas correctivas y preventivas, y consolidar el Sistema de Control Interno institucional. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Planeación Financiera y Fiscalización</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la operación financiera y contable, y elaborar los estados financieros;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer, de manera conjunta con la Subdirección General de Administración y Recursos Humanos, los lineamientos y medidas de eficiencia y eficacia en el ejercicio del presupuesto de gastos e inversiones propias; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Formular y administrar los presupuestos globales anuales de ingresos y egresos; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los recursos financieros con que cuenta el Infonavit y los depósitos puestos a su cuidado o disposición; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Realizar los cálculos de los remanentes de operación de cada ejercicio para aplicar al pago de intereses de las Subcuentas de Vivienda de los derechohabientes y asegurar el rendimiento de los fondos, procurando incrementar el valor patrimonial de los mismos conforme a lo estipulado en la Ley del Infonavit;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, formular, dar seguimiento y evaluar los criterios financieros para la regeneración de la vivienda recuperada; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, formular, dar seguimiento y evaluar los criterios financieros para los Recursos del Fondo revolvente de Recaudación Fiscal, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la operación financiera asociada a la captación y dispersión de los recursos financieros con que cuenta el Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Crédito</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, desarrollar e implantar alternativas de financiamiento a soluciones de vivienda para atender las necesidades de los derechohabientes del Infonavit, bajo la observancia del marco jurídico aplicable y asegurando su viabilidad financiera; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la implantación de los mecanismos tecnológicos que procuren la satisfacción del derechohabiente en la tramitación y formalización de su crédito hipotecario, bajo estándares de operación y servicio de calidad, basados en las mejores prácticas nacionales e internacionales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la originación de crédito, procurando que los responsables internos y externos cuenten con los mecanismos tecnológicos, soporte operativo y controles adecuados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la actuación de los terceros participantes en el proceso de originación de crédito, desarrollar y establecer mecanismos de prestación de servicios por dichos actores y promover y coordinar las redes de difusión y colocación de crédito, internas y externas;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Supervisar la operación financiera de la originación y administración de crédito; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar la participación de las entidades financieras en los programas crediticios conjuntos; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar y ejecutar el proceso de originación hasta la titulación del crédito, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Supervisar, monitorear y apoyar las actividades que realizan las gerencias de las Delegaciones que competen a su área, a fin de dar seguimiento a la ejecución y desarrollo de los programas y proyectos de la Institución en beneficio de los usuarios del Infonavit. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> La Subdirección General de Gestión de Cartera</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:28.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Planear, diseñar e instrumentar estrategias para la adecuada administración del portafolio hipotecario y del cobro de éste;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, ofrecer, instrumentar y monitorear soluciones de cobranza social individuales o a la medida de las posibilidades y situación particular de cada acreditado, siempre y cuando éstas impliquen una recuperación que considere la situación real de la cartera;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar e instrumentar la cobranza social, a través de programas de facilidades de pago a los acreditados;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III Bis. Presentar ante los órganos colegiados competentes, en coordinación con aquellas áreas que por sus facultades y funciones corresponda la intervención, los mecanismos que permitan atender y operar los casos no previstos en los procedimientos vigentes que se originen por diversas causas y que sean instruidos a través de resoluciones, dictámenes o recomendaciones;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt"> Establecer e instrumentar programas y soluciones de cobranza que permitan regularizar los créditos y promover la cultura de pago oportuno;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer mecanismos para la recuperación extrajudicial, vía mediación o justicia alternativa;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Analizar y determinar el nivel de riesgo y no pago por tipo de cartera, estableciendo las estrategias por canal, por perfil de acreditado y problemática social;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Instrumentar mecanismos de control por los diferentes esquemas de recuperación de cartera; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Emitir periódicamente estados de cuenta para el cobro de los créditos, así como información a los acreditados sobre la situación de su crédito; IX. Derogada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Derogada.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar la liberación de los gravámenes constituidos por el otorgamiento de los créditos;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar las acciones pertinentes o gestionar las autorizaciones requeridas para la segregación en función de las estrategias que se implementen para tales efectos y castigo de los créditos que, por sus características, no cuenten con los elementos suficientes para gestionar un juicio hipotecario ordinario, o bien, que por su alta precariedad social resultaría inequitativa la ejecución de las garantías hipotecarias, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">En coordinación con la Subdirección General de Operaciones, supervisar, monitorear y apoyar las actividades que en materia de recuperación del crédito que realizan las áreas competentes de las Delegaciones y de los </span><span style="font-family:Arial; font-size:8pt">Cesi</span><span style="font-family:Arial; font-size:8pt">, a fin de dar atención, soporte y seguimiento a la ejecución y desarrollo de los programas sustantivos de la Institución en beneficio de los usuarios del Infonavit. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Operaciones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2pt; text-indent:-33.4pt; text-align:justify; padding-left:33.4pt">
<span style="font-family:Arial; font-size:8pt">I.</span><span style="width:28.95pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar la entrega de productos y servicios con oportunidad y calidad, buscando superar las expectativas de los usuarios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Recibir por los canales institucionales establecidos todas las quejas, denuncias, infracciones, solicitudes y manifestaciones relacionadas con el Instituto; para posteriormente remitirlas al área competente; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, normar, administrar y operar los canales de atención dirigidos a las y los derechohabientes y acreditados en las vías tradicionales y digitales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fomentar y facilitar el uso de los canales digitales de atención dirigidos a las y los derechohabientes y acreditados; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer mecanismos para asegurar la homogeneidad y consistencia de la información en los diversos canales de atención dirigidos a las y los derechohabientes y acreditados, así como la calidad y disponibilidad de los servicios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Recibir de las distintas áreas del Infonavit, especificaciones de productos y servicios a implantar en los canales de atención dirigidos a las y los derechohabientes y acreditados; desarrollar los procesos de atención requeridos y definir conjuntamente los mecanismos de enlace entre los procesos de atención y los de operación; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">. Solicitar a las distintas áreas del Infonavit la atención ágil y oportuna de los requerimientos relacionados con los trámites y servicios que se brindan en las Delegaciones y </span><span style="font-family:Arial; font-size:8pt">Cesi</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">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Mantener permanentemente actualizado el catálogo institucional de servicios;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Desarrollar y mantener actualizado el modelo de atención en los canales de atención dirigidos a las y los derechohabientes y acreditados;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar la Base Única de Contactos de conformidad con la normatividad aplicable;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar la correcta implementación de las iniciativas de orientación que se operen en los canales internos; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Garantizar la emisión oportuna de informes y estadísticas que permitan medir la eficiencia de la operación de los canales de atención dirigidos a las y los derechohabientes y acreditados; y</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Recibir, procesar y analizar los resultados de encuestas, quejas de usuarios, reportes internos, niveles de servicio e indicadores de los canales de atención dirigidos a las y los derechohabientes y acreditados, para proponer correcciones inmediatas y soluciones permanentes</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> La Subdirección General de Administración y Recursos Humanos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:-35.4pt; text-align:justify; padding-left:35.4pt">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:28.73pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Negociar y dar cumplimiento al contrato colectivo de trabajo, así como atender los conflictos laborales que surjan entre el Infonavit y sus trabajadores;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Difundir y promover entre los empleados el cumplimiento del Código de Ética;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer y supervisar el sistema permanente de profesionalización y desarrollo del personal del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar las compensaciones, prestaciones y programas de previsión social para el personal del Infonavit, con base en los lineamientos determinados por el Consejo de Administración, así como controlar las estructuras de organización que soportan la operación;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Diseñar, desarrollar e implantar planes de formación y desarrollo para los empleados del Infonavit, a los que deberán proporcionarles cursos, talleres o conferencias respecto al origen y evolución del Infonavit, así como la participación tripartita de los Sectores en ese proceso;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Ejecutar las sanciones procedentes, cuando se deban imponer a los trabajadores del Infonavit atendiendo en todo momento a las disposiciones del Reglamento Interior del Trabajo;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer lineamientos en materia de gastos de operación del capital humano, cuidando su optimización;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los pasivos laborales, con criterios que aseguren su viabilidad en el mediano y largo plazo; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Medir el clima laboral, y establecer los planes de acción para promover un entorno organizacional favorable;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Participar en calidad de testigo en los eventos de entrega-recepción de oficinas y transmisión del conocimiento, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Fomentar la aplicación de prácticas en materia de igualdad, inclusión, no discriminación y respeto a los derechos humanos, para prevenir el hostigamiento y acoso sexual y laboral; promover la igualdad laboral en el acceso al empleo, el desarrollo profesional, la capacitación y la promoción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Comunicación</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer la imagen institucional de los productos, materiales y eventos del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer las políticas de comunicación institucional, interna y externa, desarrollar campañas de difusión y actuar como enlace con los </span><span style="font-family:Arial; font-size:8pt">medios masivos de comunicación</span><span style="font-family:Arial; font-size:8pt">; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Coordinar los eventos institucionales nacionales e internacionales que sean solicitados por la Dirección General o el personal directivo;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la normatividad en materia de comunicación interna, administrar los canales de comunicación interna y validar la difusión y/o publicación de contenidos que propongan las unidades administrativas en la materia;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V. </span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, supervisar y validar el diseño, control y contenido editorial, así como del desarrollo audiovisual y experiencia del usuario de los canales de atención y comunicación; y hacerlo de conocimiento del Consejo de Administración;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI. </span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Normar, administrar y supervisar el uso de la imagen y marcas del Infonavit, de conformidad con las acciones de protección de la propiedad intelectual e industrial que determine la Secretaría General y Jurídica; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII. </span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y operar en coordinación con la Subdirección General de Tecnologías de Información el portal Institucional;</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VIII.</span><span style="width:21.77pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y operar en coordinación con la Subdirección General de Tecnologías de Información el portal Institucional;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IX.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir y ejecutar la estrategia de difusión cultural y académica del Infonavit, </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">X.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar y coordinar el funcionamiento del Museo Nacional de la Vivienda, el Centro de Información Documental-Biblioteca del Infonavit y coordinar las redes de colaboración cultural y académica con instituciones sociales, públicas, privadas y organismos nacionales e internacionales, y </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">XI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Gestionar y coordinar a nivel institucional las investigaciones cualitativas y cuantitativas dirigidas a los derechohabientes, los patrones, usuarios y trabajadores del Infonavit, en materia de satisfacción, evaluación, detección de necesidades, opinión y experiencia directa sobre los productos, programas, servicios y aspectos de cultura organizacional del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Subdirección General de Tecnologías de Información</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir e implementar la estrategia tecnológica del Infonavit; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Desarrollar y actualizar los sistemas de informática que requiere el Infonavit; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Administrar los activos informáticos;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Implementar, monitorear y dar soporte a la infraestructura tecnológica y sistemas informáticos; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Derogada.</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir, diseñar, administrar e implementar la arquitectura tecnológica y la plataforma e infraestructura de comunicaciones y tecnologías de la información del Infonavit, así como dirigir su rediseño técnico y evolución, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VII.</span><span style="width:24pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer la arquitectura de seguridad de la información, así como procedimientos, normas y estándares para la conservación, integridad, confiabilidad, confidencialidad y disponibilidad de los datos que se encuentran en los sistemas del Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Coordinación General de Riesgos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> I.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Establecer y difundir la normatividad operativa de administración de riesgos al personal del Infonavit; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">II.</span><span style="width:29.33pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Proponer para aprobación del Consejo de Administración, a través del Comité de Riesgos, la normativa, metodologías, modelos, límites, niveles de tolerancia y parámetros para la administración de riesgos del Infonavit para identificar, medir, vigilar, limitar, informar y revelar los distintos tipos de riesgo a que se encuentra expuesto y que requiera para su adecuado funcionamiento, estimar los impactos cuantitativos y cualitativos de las contingencias operativas, así como sus actualizaciones anuales; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">III.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Definir la estrategia y coordinar las actividades de la Institución en términos de la identificación, medición y administración del riesgo operativo, legal, tecnológico, de mercado, de crédito, de extensión, de contraparte, de liquidez y no cuantificables, en apego a la normativa aplicable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">IV.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Asegurar que en las áreas del Infonavit se implementen los indicadores de riesgos que fueron identificados y aprobados por la Subdirección General, Coordinación General, Contraloría o Secretaría responsable; </span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">V.</span><span style="width:28.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Informar periódicamente al Consejo de Administración, a través del Comité de Riesgos, la información mandatada en las disposiciones establecidas por la Comisión Nacional Bancaria y de Valores, y</span>
</p>
<p style="margin:0pt; text-indent:-36pt; text-align:justify; padding-left:36pt">
<span style="font-family:Arial; font-size:8pt">VI.</span><span style="width:26.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:8pt">Evaluar los riesgos y emitir opinión sobre los nuevos productos y servicios que son propuestos por las áreas del Infonavit.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Coordinación General de Inversiones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">(Se deroga)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Antecedentes del Administrador</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT es la entidad que administra la mayor cantidad de Créditos Hipotecarios individuales en México, además de ser la entidad que administra la mayor cantidad de cuentas y recursos relacionados con la actividad de gestión de fondos para el retiro en México (Ver inciso d) de la sección III. “La Operación de Bursatilización” para una descripción más detallada del INFONAVIT).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Estas actividades han sido desarrolladas por el INFONAVIT desde 1972, dentro de un contexto de actuación mixta, es decir, combinando la recaudación de aportaciones patronales como organismo fiscal autónomo, y gestionando los recursos de los trabajadores y administrando los créditos hipotecarios originados, actividades que se asemejan a las inherentes a la de una institución hipotecaria.</span>
</p>
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<span style="font-family:Arial; font-size:8pt">La ejecución de </span><span style="font-family:Arial; font-size:8pt">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><span style="font-family:Arial; font-size:8pt"> </span>
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<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>
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<span style="font-family:Arial; font-size:8pt">En base a lo anterior el INFONAVIT tiene la capacidad, experiencia e infraestructura adecuadas, para proveer el servicio de administración de cartera de los créditos hipotecarios que conforman el patrimonio del Fideicomiso, especialmente por los siguientes atributos:</span>
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<span style="font-family:Arial; font-size:8pt">Experiencia probada en la adecuada administración de grandes volúmenes de Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">Calificado por Moody´s SQ1- (fuerte) como Administrador de Hipotecas.</span>
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<span style="font-family:Arial; font-size:8pt">Capacidad de administrar diferentes modelos de contrato hipotecario (</span><span style="font-family:Arial; font-size:8pt">multimoneda</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">multiproducto</span><span style="font-family:Arial; font-size:8pt">).</span>
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<span style="font-family:Arial; font-size:8pt">Cobertura nacional a través de las 32 delegaciones regionales.</span>
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<span style="font-family:Arial; font-size:8pt">Contexto de actuación y atribuciones de carácter fiscal.</span>
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<span style="font-family:Arial; font-size:8pt">Mecánica de cobro a través de las Aportaciones Patronales y el descuento directo en nómina que efectúa el patrón, que entera y paga bimestralmente al INFONAVIT para acreditados en ROA.</span>
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<span style="font-family:Arial; font-size:8pt">Amplia red de captación de pagos para acreditados en REA a través de seis de los principales bancos y sus redes de sucursales, así como a través de distintos establecimientos comerciales. También se reciben pagos provenientes de los Estados Unidos de América, a través del sistema Dolex y a través de la página electrónica de la red mundial (Internet) del INFONAVIT: www.INFONAVIT.org.mx.</span>
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<span style="font-family:Arial; font-size:8pt">Infraestructura para atender cartera con omisiones a través de despachos externos de Cobranza con cobertura a nivel nacional.</span>
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<span style="font-family:Arial; font-size:8pt">La capacidad operativa del INFONAVIT por su volumen de administración de créditos hipotecarios</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 </span><span style="font-family:Arial; font-size:8pt">entidades hipotecarias con mayor número de créditos administrados, si se compara con otras instituciones a nivel internacional. </span><span style="font-family:Arial; font-size:8pt">La calificación de SQ1 menos (SQ1-) otorgada por Moody´s reconoce cinco componentes de la operación de INFONAVIT previamente evaluados por encima del promedio: la calidad del desempeño de INFONAVIT como administrador de los créditos hipotecarios, su capacidad de cobranza, los fuertes resultados en mitigación de pérdidas de crédito, la administración de procesos de recuperación y su estabilidad institucional. Cabe mencionar que dicha calificación es la más elevada en la escala nacional que otorga Moody´s. Durante 2023, Moody´s realizó la revisión correspondiente y el dictamen con la ratificación de la calificación fue otorgado en 2019. Moody's elevó la evaluación de SQ2 a SQ1- (SQ1 menos) de calidad como administrador de hipotecas del INFONAVIT. Dicha evaluación se encuentra en el rango más alto de la escala de evaluación de Moody´s.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Sistemas de administración</span>
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<span style="font-family:Arial; font-size:8pt">El sistema de administración de cartera hipotecaria que utiliza el INFONAVIT es el </span><span style="font-family:Arial; font-size:8pt">Advance</span><span style="font-family:Arial; font-size:8pt"> Loan </span><span style="font-family:Arial; font-size:8pt">System</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Servicer</span><span style="font-family:Arial; font-size:8pt"> Manager (“ALS/SM”) desarrollado por Fidelity </span><span style="font-family:Arial; font-size:8pt">Information</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Services</span><span style="font-family:Arial; font-size:8pt">, basada en Arkansas, Estados Unidos de América. Dicho sistema es una solución probada de alta utilidad y aceptación a nivel internacional para el manejo de créditos hipotecarios. Las principales ventajas de este sistema son: que permite el manejo de información con altos niveles de seguridad, la capacidad de manejar altos volúmenes de crédito y su flexibilidad, lo que ha permitido adaptarlo a las distintas necesidades del INFONAVIT, como Administrador de Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema ALS/SM es utilizado por el INFONAVIT desde mayo del 2003. A partir de marzo 2004 se migraron 1.8 (uno punto ocho) millones de créditos del viejo sistema al ALS/SM, y en marzo de 2007 se actualizó a la versión 205, al mes de diciembre de 2017 se administraban en el ALS/SM alrededor de 6 (seis) millones de créditos hipotecarios, incluyendo los Créditos Hipotecarios, segregados con reserva y los portafolios que respaldan las emisiones de CEDEVIS. El proceso de migración fue diseñado y se implementó bajo el esquema de servicio continuo, de tal forma que en ningún momento se interrumpieron los procesos de la administración y Cobranza de los Créditos Hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema ALS/SM está desarrollado en plataforma IBM mainframe y sus características principales son: </span>
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<span style="font-family:Arial; font-size:8pt">Mejora los niveles de atención al acreditado contando con conexión automática con los diferentes canales de atención y distribución de información.</span>
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<span style="font-family:Arial; font-size:8pt">Garantiza la seguridad y la integridad de la información relacionada a los cargos y abonos de los acreditados. </span>
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<span style="font-family:Arial; font-size:8pt">Facilita la administración de los créditos ya otorgados, considerando sus características. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con facilidades para generar paramétricamente nuevos tipos de créditos (productos). </span>
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<span style="font-family:Arial; font-size:8pt">Opera eficientemente al menos cinco millones de créditos. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con las interfases automatizadas necesarias para interactuar con otras áreas del Instituto, así como con organismos externos. </span>
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<span style="font-family:Arial; font-size:8pt">Operación multiempresa con cierres independientes, permitiendo administrar cartera de terceros. </span>
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<span style="font-family:Arial; font-size:8pt">Opera transacciones </span><span style="font-family:Arial; font-size:8pt">multimoneda</span><span style="font-family:Arial; font-size:8pt">. Esta funcionalidad permite el registro de los créditos en la moneda o unidad monetaria en que fue escriturado el crédito, conservando sus características financieras de manera directa, facilitando su administración. </span>
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<span style="font-family:Arial; font-size:8pt">Administración de la seguridad del sistema a través de perfiles, claves de acceso y registros de auditoría. </span>
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<span style="font-family:Arial; font-size:8pt">Permite esquemas de cifras de control, conciliándose la aplicación con ella misma y sus interfases, ejemplo: Créditos al mes anterior + altas – bajas = Créditos actuales. </span>
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<span style="font-family:Arial; font-size:8pt">Cuenta con las herramientas de conciliación en el Sistema de Administración de Cartera y su interfase al módulo contable. </span>
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<span style="font-family:Arial; font-size:8pt">Procesamiento a través de múltiples terminales.</span>
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<span style="font-family:Arial; font-size:8pt">Funciones que permiten, de origen, administrar carteras </span><span style="font-family:Arial; font-size:8pt">bursatilizadas</span><span style="font-family:Arial; font-size:8pt"> como es el caso de la cartera hipotecaria correspondiente a las emisiones de CEDEVIS.</span>
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<span style="font-family:Arial; font-size:8pt">Capacidad de procesamiento de información en tiempo real.</span>
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<span style="font-family:Arial; font-size:8pt">Control de archivos a través de la generación de aproximadamente 400 tipos de reportes impresos.</span>
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<span style="font-family:Arial; font-size:8pt">Explotación de la información a través de reportes predefinidos y consultas ad hoc.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema de administración de cartera hipotecaria utilizado por el INFONAVIT registra todos los créditos otorgados, en sus diferentes modalidades. Con respecto a cada uno de ellos, registra todas sus características, tales como plazo de amortización, tipo de Tasa de Interés (fija o variable), la Tasa de Interés, moneda (Pesos o VSM) y factor de descuento sobre el salario o monto del pago fijo, etc.</span>
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<span style="font-family:Arial; font-size:8pt">La información se procesa, actualiza y respalda en forma diaria. Los respaldos diarios son de la actividad del día y la base de datos completa actualizada se respalda en forma semanal. El sistema le permite al INFONAVIT llevar a cabo la facturación de la cartera en forma mensual. Los pagos recibidos se aplican en forma diaria.</span>
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<span style="font-family:Arial; font-size:8pt">El sistema identifica los segmentos omisos, y al aplicar los pagos correspondientes a periodos atrasados, ubica el pago en el periodo más antiguo y recalcula saldos e intereses para el crédito. </span>
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<span style="font-family:Arial; font-size:8pt">Los respaldos son almacenados físicamente en dos sitios:</span>
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<span style="font-family:Arial; font-size:8pt">En la bóveda ubicada dentro del centro de cómputo del INFONAVIT; y</span>
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<span style="font-family:Arial; font-size:8pt">En la bóveda ubicada en Toluca, Estado de México, en donde se custodian los respaldos semanales realizados en el centro de cómputo del INFONAVIT. Este servicio está incluido en el contrato celebrado con la empresa </span><span style="font-family:Arial; font-size:8pt">SunGard</span><span style="font-family:Arial; font-size:8pt">, proveedor actual de contingencia en caso de desastre</span>
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<span style="font-family:Arial; font-size:8pt">En caso de catástrofe, se toman los datos con el último respaldo efectuado y es aplicado en el ambiente de producción una vez restaurada la infraestructura.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobro de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">El flujo de la cobranza de los Créditos Hipotecarios se da a través de la deducción directa sobre la nómina del trabajador empleado, misma que es enterada al INFONAVIT bimestralmente a través del sistema único de autodeterminación (SUA). Los pagos son recibidos por los bancos receptores autorizados, concentrando la recaudación en las cuentas del Instituto en Banco de México. La cobranza realizada a los trabajadores que no se encuentran afiliados al sistema, se lleva a cabo mediante el pago que los trabajadores realizan directamente en la red de bancos y establecimientos comerciales autorizados, éstos transfieren la cobranza a la cuenta que el Instituto mantiene en el Banco de México.</span>
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<img 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" width="480" height="258" alt="Diagrama

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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt 0pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Aspectos Operacionales del Cobro</span>
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<p style="margin:0pt 0pt 0pt 42.55pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Régimen Ordinario de Amortización (“ROA”)</span>
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<span style="font-family:Arial; font-size:8pt">Los pagos al INFONAVIT por servicio de los Créditos Hipotecarios de los trabajadores empleados (ROA), se realizan por periodos bimestrales y deben ser pagados por el patrón al INFONAVIT a más tardar el día 17 del mes siguiente al bimestre o el Día Hábil posterior.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Mientras el trabajador acreditado está laborando formalmente en una empresa considerada en el apartado A del artículo 123 Constitucional, el patrón deberá realizar el pago al INFONAVIT por concepto de Aportación Patronal y Descuento de Nómina para la amortización del crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El proceso de cobranza para los acreditados con relación laboral comienza con la emisión de la cédula de autodeterminación por parte del IMSS.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En dicha cédula de autodeterminación se incluyen las cuotas del </span><span style="font-family:Arial; font-size:8pt">IMSS</span><span style="font-family:Arial; font-size:8pt"> 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"> </span>
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<span style="font-family:Arial; font-size:8pt">Posteriormente la responsabilidad recae en la empresa, quien es obligada solidaria del trabajador, y tiene la obligación de enterar el pago a través del sistema bancario. Este proceso se realiza de forma electrónica a través del SUA (Sistema Único de Autodeterminación). El uso del SUA como medio de pago es obligatorio, sólo las Empresas Empleadoras con </span><span style="font-family:Arial; font-size:8pt">menos de 5 trabajadores, pueden optar por el uso de la cédula de determinación como medio de pago ante las entidades bancarias.</span>
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<span style="font-family:Arial; font-size:8pt">Una vez recibido el pago por la institución bancaria, dicha institución envía: (i) los fondos a las cuentas de INFONAVIT en Banco de México y (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) la información individualizada de los pagos recibidos a Procesar, S.A. de C.V. para su concentración y envío al INFONAVIT conforme al calendario pactado.</span>
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<span style="font-family:Arial; font-size:8pt">Una vez recibidos los pagos y la información por el INFONAVIT, éstos son verificados internamente y conciliados con Banco de México y Procesar, S.A. de C.V.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Acto seguido, se lleva a cabo la aplicación de la Aportación Patronal, la cual se transfiere a la subcuenta de vivienda del trabajador, o en caso de existir un crédito hipotecario a la amortización de dicho crédito junto con el Descuento de Nómina.</span>
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<span style="font-family:Arial; font-size:8pt">Los pagos no efectuados por las Empresas Empleadoras de las Aportaciones Patronales y Descuentos de Nómina, respecto a trabajadores formalmente empleados son detectados a través de los procesos de conciliación bimestral y registrados como una cuenta por cobrar del INFONAVIT a la Empresa Empleadora. El INFONAVIT notifica y le requiere el pago para aclararlo o realizarlo dentro de los 45 (cuarenta y cinco) días siguientes. Si en dicho plazo la Empresa Empleadora no realiza la aclaración o el pago correspondiente, entonces se procede a contabilizar como crédito fiscal y se inicia el proceso administrativo de ejecución contra la Empresa Empleadora, mediante el cual se garantiza el adeudo con bienes o interviniendo cuentas de cheques de dicha empresa. Aún y cuando el Deudor Hipotecario no necesariamente ha incumplido en su pago, el crédito se clasifica como ROA vencido bajo estas circunstancias.</span>
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<span style="font-family:Arial; font-size:8pt">Se clasifica en este régimen a los acreditados que han perdido su relación laboral </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> 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">La Cobranza Social es un derecho que le otorga la Ley del Infonavit a sus acreditados para apoyarles en momentos de dificultad. Es un modelo orientado a preservar el patrimonio de las y los trabajadores a través de soluciones accesibles y financieramente viables para el Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt">En primer lugar, se destaca la administración integral de los Créditos Infonavit y la cartera hipotecaria, priorizando la viabilidad del pago de los acreditados a través de soluciones clasificadas. Además, se enfatiza en un enfoque de servicio y plena información para los trabajadores acreditados, basado en el respeto a los derechos humanos, la seguridad jurídica y la protección de datos personales. </span>
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<span style="font-family:Arial; font-size:8pt">La mediación se establece como un mecanismo clave para facilitar acuerdos de regularización crediticia. Se promueven alianzas estratégicas con entidades especializadas en cobranza y mediación, así como el reconocimiento de la diversidad de formas de obtener ingresos. Finalmente, se subraya la importancia de medir la eficacia de la aplicación de la Cobranza Social, evaluando el desempeño de los agentes internos y externos con un enfoque basado en evidencia.</span>
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<span style="font-family:Arial; font-size:8pt">Uno de los cambios principales que se implementaron durante 2023 y se continuará aplicando hacia los siguientes años es la Cobranza Dual, la cual consiste en aplicar estrategias y programas a créditos de manera continua, sujeto a las reglas de cada una de las soluciones aprobadas, a todos aquellos créditos que aún no se encuentran bajo proceso judicial y que podrían ser atendidos. Esta estrategia permitirá consolidar un modelo de soluciones para todos los créditos, de manera independiente a su estatus contable, situación laboral, omisiones en el pago, la etapa de recuperación en la que se encuentra, entre otros.</span>
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<span style="font-family:Arial; font-size:8pt">El esquema de Cobranza Social propuesto en la Política de Cobranza Social engloba los siguientes procesos:</span>
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<span style="font-family:Arial; font-size:8pt">Acciones previas a la Cobranza:</span><span style="font-family:Arial; font-size:8pt"> Es la etapa de seguimiento y análisis de las y los acreditados. Durante esta etapa, a través de herramientas construidas con otras áreas de la administración del Infonavit, se debe dar seguimiento a la totalidad de las cuentas, en especial aquellas que tengan un perfil de riesgo específico, para anticipar los problemas que se presenten por cambios exógenos al Instituto, como son: las condiciones económicas adversas, dinámica del mercado laboral, revolución tecnológica, desastres naturales, entre otros.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Preventiva:</span><span style="font-family:Arial; font-size:8pt"> Es la etapa que corresponde a la reciente pérdida de la relación laboral, que incluye el uso de las prórrogas por pérdida de relación laboral, cuando se registre la primera mensualidad no pagada, mensualidades incompletas, créditos vigentes con cierto perfil de riesgo, entre otras estrategias que se desarrollen para atender el portafolio. Se incentiva el uso de programas, seguros y soluciones que pagan los </span><span style="font-family:Arial; font-size:8pt">acreditados con su crédito, como es el Fondo de Protección de Pagos. El objetivo es promover la recuperación de pagos completos y atender preventivamente el potencial deterioro de las cuentas.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Administrativa:</span><span style="font-family:Arial; font-size:8pt"> Esta etapa comprende las acciones que permitan, mediante esfuerzos de cobranza temprana, ofrecer apoyos a las y los acreditados con problemas de pago. En esta etapa las cuentas tienen exhibiciones atrasadas (no cubiertas), y se impulsa recuperar el hábito de pago, ofreciendo soluciones con la información suficiente que mitigue el deterioro de la cuenta. Primordialmente, esta etapa se enfoca en cartera sin deterioro. Los productos que se ofrezcan en esta etapa deberán privilegiar, entre otros, los siguientes aspectos: regularización de pagos, reducción en las exhibiciones atrasadas y, de requerirse, reducción temporal en el pago que se haga con el consecuente regreso al nivel original de pago en un lapso razonable. El objetivo siempre será obtener el pago completo por parte de las y los acreditados.</span>
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<span style="font-family:Arial; font-size:8pt">Recuperación de Cartera deteriorada: </span><span style="font-family:Arial; font-size:8pt">En esta etapa se incluyen a las y los acreditados que presentan dificultades en el pago y presentan cuatro o más mensualidades atrasadas y que no se encuentren dentro de un proceso judicial. Se buscará ofrecer facilidades para regresar el estatus de estos créditos a una situación de cartera vigente (etapa 1) a través de pagos completos para que se reduzca el deterioro de la cuenta.</span>
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<span style="font-family:Arial; font-size:8pt">Cobranza Dual:</span><span style="font-family:Arial; font-size:8pt"> En esta etapa se incluyen a las y los acreditados que presenten nueve o más mensualidades atrasadas y las acciones se coordinan con el área de Recuperación Especializada (RE).Las y los trabajadores que pierdan una relación laboral podrán solicitar una prórroga en términos del artículo 41 de la Ley del Infonavit, dicha solicitud puede ser a través de los medios que el Infonavit ponga al alcance de las y los acreditados o mediante la aplicación del mecanismo contractual establecido directamente en los contratos de originación. El Instituto tendrá disponibles y ofrecerá a las y los acreditados que utilicen las prórrogas, esquemas y soluciones que les permitan reanudar con los pagos de su crédito lo más pronto posible; lo anterior, en beneficio tanto de la o el acreditado como del Infonavit.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Soluciones de Cobranza Social</span>
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<span style="font-family:Arial; font-size:8pt">A partir de la reforma a la Ley del INFONAVIT del 15 de enero de 2014, mediante la cual se incorpora el artículo 71 a la Ley del INFONAVIT, el INFONAVIT buscó evolucionar el esquema de garantía INFONAVIT al esquema de cobranza social, con el fin de atender los requerimientos de los acreditados durante toda la vida de su crédito y buscar 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="#_ftn1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> a las personas acreditadas que cumplan con el pago sostenido una vez reestructurado su crédito, con la finalidad de hacerlos volver a la senda del buen pago.</span>
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<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; font-style:italic">:</span><span style="font-family:Arial; font-size:8pt"> La estrategia de </span><span style="font-family:Arial; font-size:8pt">Flexipago</span><span style="font-family:Arial; font-size:8pt"> 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 puede hacer la conversión a pesos a través de la nueva Ventanilla Universal de Responsabilidad Compartida de forma fácil y sencilla. Conforme al Contrato Prestaciones de Servicios de Administración y Cobranza celebrado entre el Infonavit y el fideicomiso emisor, los créditos cedidos al fideicomiso no son elegibles a este programa.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza y Gestión Móvil</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic; text-decoration:underline">Modelo operativo de la asignación de cuentas del portafolio hipotecario para la cobranza social</span><span style="font-family:Arial; font-size:8pt; font-style:italic">.</span>
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<span style="font-family:Arial; font-size:8pt">El objetivo es establecer un proceso transparente de evaluación y asignación de cartera a cobrar, que mida los resultados de recuperación de las agencias de cobranza extrajudicial; como se muestra en el siguiente modelo.</span>
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" width="578" height="251" alt="Una captura de pantalla de un celular con texto e imagen

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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 </span><span style="font-family:Arial; font-size:8pt">Power</span><span style="font-family:Arial; font-size:8pt"> 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 </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> su geolocalización, asignando cuentas a través de polígonos, lo que permite que las cuentas a gestionar se concentren en posiciones cercanas a los centros de operación de dichos despachos, mejorando la distribución y logística de asignación de cuentas a ser visitadas, y disminuyendo el número de casos que no se gestionan por los altos costos que generan cuentas que se encuentran dispersas.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza Especializada</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Especializada se dedica a resolver definitivamente la situación de los créditos, bajo las siguientes alternativas: Procesos de cobranza judicial o Castigos de cuentas irrecuperables. Esta cartera tiene las siguientes características: ya pasó el proceso de Cobranza Social, y en general tiene más de ocho meses sin pago, las viviendas pueden estar abandonadas o invadidas, y en algunos casos no se cuenta con evidencia física o jurídica de que la hipoteca haya sido inscrita en el Registro Público de la Propiedad, o bien, no se cuenta con el instrumento legal que formalizó la operación.</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Especializada tiene las siguientes características: es posterior al proceso de Cobranza Social y en general se inicia transcurridos más de ocho meses del incumplimiento de pago. Asimismo, las viviendas pueden estar abandonadas o invadidas, por lo que la Cobranza Especializada se dedica principalmente a resolver de manera definitiva la situación de los créditos, con el objetivo de diagnosticar y canalizar de forma adecuada una solución bajo las siguientes alternativas: procesos de cobranza judicial, cobro extrajudicial a través de la mediación o a través de algún órgano conciliador, ejecución de sentencia, tercería o integración de expedientes o quebrantos.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Cobranza Judicial</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Si a pesar de los procesos de cobranza mencionados anteriormente, la cuenta continúa sin reflejar pago, se da inicio al proceso de integración del expediente para demanda que es canalizado a despachos jurídicos externos, quienes se encargarán de realizar la cobranza judicial.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante la cobranza judicial se busca solucionar los asuntos en el menor tiempo posible, para lo cual se ofrece al demandado la posibilidad de firmar un convenio judicial con el apoyo de una reestructura, antes de llegar a una adjudicación del inmueble. </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el segmento de Cobranza Judicial se prioriza el cobro del crédito a través del ejercicio de acciones legales ante autoridades jurisdiccionales para requerir el cumplimiento del contrato de otorgamiento de crédito y la obligación de pago a cargo de las personas acreditadas, o bien, la recuperación de la garantía hipotecaria constituida a favor del Instituto, una vez agotadas todas las gestiones de cobro en el segmento de Cobranza Social.</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Judicial permite al Instituto garantizar la rentabilidad del Fondo Nacional de la Vivienda para los Trabajadores mediante la obtención de recursos económicos e incorporación de bienes inmuebles al patrimonio del Instituto</span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_240">,</span><span style="font-family:Arial; font-size:8pt"> lo que permite la continuidad de sus operaciones.</span>
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<span style="font-family:Arial; font-size:8pt">El proceso de Cobranza Judicial inicia con el traslado de las cuentas de la Subdirección General de Gestión de Cartera a la Secretaría General y Jurídica realizando la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">transferencia de manera automática, acreditando la transición satisfactoria de los créditos. Para que un crédito pueda ser asignado a un Agente de Recuperación Especializada e iniciar las gestiones tendientes a su cobro por la vía judicial, deberá contar con el Dictamen de término de Cobranza Social.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Identificación de créditos</span>
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<span style="font-family:Arial; font-size:8pt">Para garantizar una Cobranza Judicial Efectiva, es necesario analizar la situación del crédito y su garantía. Para ello, son considerados créditos susceptibles para ejercer su cobro a través del</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">proceso de Cobranza Judicial los que cuentan con las siguientes características:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Infonavit / Bursatilizado (CEDEVIS):</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_248">C</span><span style="font-family:Arial; font-size:8pt">réditos que hayan sido objeto de un dictamen de término de Cobranza Social emitido por la Subdirección General de Gestión de Cartera y haya sido remitido a la Secretaría General y Jurídica para el inicio de las gestiones de cobranza judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Cobranza Dual:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Como mecanismo excepcional, para la atención del portafolio que haya sido transferido al segmento de cobranza judicial previo al inicio de emisión del Dictamen de Terminación de Cobranza Social y no se encuentren perfiladas para ser demandadas de forma inmediata, </span><span style="font-family:Arial; font-size:8pt">podrán ser susceptibles de soluciones y productos del segmento de Cobranza Social en tanto no se presente la demanda ante órgano jurisdiccional competente </span><span style="font-family:Arial; font-size:8pt">con las limitantes en la Política de Cobranza Judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio financiado con entidades externas al Instituto:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Los créditos que pertenecen al pool “Infonavit Total” y se encuentren vencidos, se pueden asignar al segmento de Cobranza Judicial con más de </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_249">2</span><span style="font-family:Arial; font-size:8pt"> atraso</span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_251">s</span><span style="font-family:Arial; font-size:8pt"> para créditos especiales, </span><span style="font-family:Arial; font-size:8pt">y </span><span style="font-family:Arial; font-size:8pt">con más de 4 atrasos para los demás créditos.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Segregado: </span><span style="font-family:Arial; font-size:8pt; -aw-sdt-tag:goog_rdk_254">C</span><span style="font-family:Arial; font-size:8pt">réditos segregados del balance general del Instituto que realiza la Subdirección General de Gestión de Cartera conforme a la normativa aplicable, que se encuentren reservados al 100% con 48 o más atrasos (tomando en cuenta el monto de reservas por Riesgo de Crédito, Riesgo de Extensión y complemento al pago).</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Del portafolio Fideicomitido:</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Todos los créditos que se encuentren en el Fideicomiso irrevocable número 80537 denominado Infonavit Cartera Vencida I, así como en el Fideicomiso irrevocable número 80560 denominado Infonavit Cartera Vencida II, sin distinción de estatus y retrasos.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Figuras legales en la cobranza judicial</span>
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<span style="font-family:Arial; font-size:8pt">La Cobranza Judicial se implementa con apego a los derechos establecidos en los artículos 14 y 16 de la Constitución Política de los Estados Unidos Mexicanos, así como a lo señalado en el artículo 8, numeral 1, de la Convención Americana sobre Derechos Humanos, y en el marco de los siguientes puntos:</span>
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<span style="font-family:Arial; font-size:8pt">Respeto irrestricto a los derechos humanos de los y las acreditados, derechohabientes, sus beneficiarios y terceros que sean partícipes en la recuperación de la cartera hipotecaria.</span>
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<span style="font-family:Arial; font-size:8pt">Ejercicio de la función conforme al marco normativo vigente aplicable al orden Federal y/o Estatal correspondiente.</span>
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<span style="font-family:Arial; font-size:8pt">Observancia de los principios de legalidad, honradez, lealtad, imparcialidad, eficiencia, diligencia, economía, disciplina, eficacia, integridad, igualdad, objetividad, profesionalismo, rendición de cuentas y respecto, por parte del personal del Instituto dedicado a la Cobranza Judicial, así como de los Agentes de Recuperación Especializada.</span>
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<span style="font-family:Arial; font-size:8pt">Prestación de servicio alineado a la vocación social y atención al servicio que presta el Instituto, cuidando que todo contacto con los y las acreditados, derechohabientes y sus beneficiarios se realice con un trato empático, guiado por el respeto y compromiso con los derechos humanos y perspectiva de género.</span>
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<span style="font-family:Arial; font-size:8pt">Contratación de Agentes de Recuperación Especializada con capacidad técnica y jurídica para el establecimiento de acciones legales de recuperación, y personal del Instituto capacitado para la supervisión de la estrategia de recuperación judicial.</span>
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<span style="font-family:Arial; font-size:8pt">Establecimiento de esquemas de pago de honorarios a Agentes de Recuperación Especializada, sujetos a criterio de avance procesal efectivo, y distribuido en forma tal que conserve el incentivo de dar continuidad a las etapas procesales hasta su conclusión, a la vez de prever la aplicación de sanciones en caso de incumplimiento o malas prácticas.</span>
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<span style="font-family:Arial; font-size:8pt">Con el objetivo de garantizar una Cobranza Judicial efectiva, dentro de dicho segmento se identifican las siguientes figuras legales, mismas que confirman la finalización de las gestiones de cobro en esta etapa o bien la formalización de un producto o solución:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Remate: </span><span style="font-family:Arial; font-size:8pt">Se deriva de la ejecución de una sentencia judicial a favor del Instituto, o de un convenio judicial incumplido en términos de la cláusula de ejecución, mediante el cual el Agente de Recuperación Especializada solicita a la autoridad jurisdiccional el remate de la garantía hipotecaria conforme a la legislación correspondiente, permitiendo que el bien sea ofertado en subasta pública y en caso de que se presente un postor tercero y su oferta sea financieramente viable respecto del adeudo, se le adjudique la propiedad del inmueble, liquidando directamente el saldo del crédito con el pago de dicha operación.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Adjudicación:</span><span style="font-family:Arial; font-size:8pt"> Se deriva de la ejecución de una sentencia judicial a favor del Instituto, o de un convenio judicial incumplido en términos de la cláusula de ejecución, mediante el cual el Agente de Recuperación Especializada obtendrá la propiedad de la vivienda a favor del Infonavit, una vez haya concluido la etapa de remate. Posteriormente, dicha adjudicación se debe formalizar mediante escritura ante Notario Público, quien además coadyuvará en los trámites para su inscripción en el Registro Público de la Propiedad correspondiente a favor del Instituto. En el caso de adjudicación por proceso judicial, una vez dictada la sentencia a favor del Instituto, el agente de Recuperación Especializada se hará cargo de gestionar los gastos posteriores a la adjudicación (costos de disposición) para sanear la vivienda y formalizar la escrituración ante Notario Público, los cuales podrían ser pagados directamente por el Instituto a los organismos públicos o privados involucrados en el proceso de escrituración según la legislación local aplicables que se encuentren registrados como acreedores del Instituto o bien serán reembolsados en caso de haber sido cubiertos directamente con los recursos propios del agente. Posterior a la adjudicación del inmueble en favor del Instituto, se realizan las siguientes acciones:</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Se efectúa la formalización de la adjudicación de la vivienda a favor del Instituto, mediante Escritura Pública, debidamente inscrita en el Registro Público de la Propiedad correspondiente.</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">En la fecha en que se registre en la contabilidad un inmueble adjudicado a favor del Infonavit, el saldo del crédito se debe dar de baja de la cartera en el Sistema Integral de Administración de Cartera Hipotecaria. </span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Asimismo, se deberá efectuar el registro del alta del activo, registrando los gastos que se erogaron derivado del proceso judicial y de la escrituración de la vivienda en el momento que las disposiciones aplicables al Infonavit lo establezcan.</span>
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<span style="font-family:Arial; font-size:8pt">-</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:8pt">Una vez formalizada la inscripción de la vivienda adjudicada, debe integrarse el expediente completo de la formalización de la adjudicación para su entrega al área de Regeneración de Vivienda, para su comercialización dentro de los programas autorizados para este efecto.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Dación en Pago: </span><span style="font-family:Arial; font-size:8pt">Es el pago en especie que el acreditado hace al Instituto, a través de la transmisión de los derechos de propiedad de la vivienda, formalizada mediante escritura pública debidamente inscrita en el Registro Público de la Propiedad correspondiente; incluyendo los derechos de propiedad del Inmueble, a título de liquidación, tanto del saldo insoluto del crédito otorgado y sus accesorios, así como en su caso, de los gastos causados por la cobranza del crédito, extinguiendo el contrato de crédito y sus obligaciones.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Entrega de vivienda con poder notarial: </span><span style="font-family:Arial; font-size:8pt">El acreditado suscribe un poder notarial irrevocable a favor del representante legal del Instituto, para actos de dominio en relación con la vivienda, por el cual concede la facultad de poder enajenar en su nombre y representación la vivienda, y con el producto de la venta liquidar el saldo que se tenga pendiente a la fecha.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Reestructuración de créditos a través de convenio:</span><span style="font-family:Arial; font-size:8pt"> Consiste en un documento legal mediante el cual se modifican las condiciones del contrato original de crédito.</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio Privado:</span><span style="font-family:Arial; font-size:8pt"> Documento que se formaliza con la finalidad de regularizar el adeudo antes de iniciar el proceso judicial, a través de los productos aprobados que se encuentren disponibles conforme a las características del crédito;</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio de Justicia Alternativa:</span><span style="font-family:Arial; font-size:8pt"> Documento que modifica las condiciones del contrato de crédito antes o durante el proceso judicial, debiendo estar inscrito y avalado por la autoridad del Centro de Justicia Alternativa o análogos en cada Delegación Regional; dependiendo de cada legislación, su incumplimiento puede poner fin a la controversia y permitir acudir a la autoridad jurisdiccional para solicitar la adjudicación directa de la vivienda sin agotar el proceso jurisdiccional.</span>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio Judicial:</span><span style="font-family:Arial; font-size:8pt"> Documento, que se formaliza en caso de que la o el trabajador derechohabiente acepte el producto de solución de cobranza ya iniciado el proceso judicial, desde la presentación de la demanda hasta antes del dictado de un sentencia definitiva firme en favor del Instituto y es ratificado ante la Autoridad Judicial con el propósito de hacerlo exigible entre las partes involucradas a través de la inclusión de cláusulas que ponen fin a la controversia sin necesidad de agotar de nueva cuenta todo el proceso judicial.</span>
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<p style="margin:0pt 0pt 0pt 86.2pt; text-indent:-18pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt; font-style:italic">Convenio en Ejecución de Sentencia:</span><span style="font-family:Arial; font-size:8pt"> Es el documento que se formaliza en caso de que la o el trabajador derechohabiente acepte un producto de solución, durante el proceso de ejecución, habiéndose dictado previamente una sentencia definitiva que condena al pago y que debe ser ratificado y aprobado por la Autoridad Judicial, permitiendo de manera directa continuar con el proceso de ejecución en caso de incumplimiento sin necesidad de agotar de nueva cuenta el proceso judicial.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Liquidación: </span><span style="font-family:Arial; font-size:8pt">Pago del total del saldo insoluto del crédito otorgado por el Instituto por parte del acreditado o actualización de un supuesto de liberación por autoseguro, defunción o invalidez.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 44.68pt; text-indent:0pt; text-align:justify; padding-left:9.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Castigo de crédito:</span><span style="font-family:Arial; font-size:8pt"> Determinación de incobrabilidad del crédito conforme a los criterios determinados para ello. </span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">También son consideradas como soluciones legales aceptadas, que confirman la finalización del cobro de un crédito, aquellas aprobadas por el Consejo de Administración del Instituto, así como las que se encuentren establecidas en el marco jurídico Federal y/o Estatales vigentes aplicables.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Obligaciones de los Agentes de Recuperación Especializada</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los Agentes de Recuperación Especializada y su personal, en términos de los instrumentos contractuales suscritos con el Instituto, se encuentran obligados a:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">a)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Contar con licenciados en derecho, abogados y personas con carta de pasante de derecho, expertos en la materia de seguridad social, tener un dominio de la legislación aplicable al Instituto en materia de Cobranza Judicial y las etapas en que ésta se puede desarrollar.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">b)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">En caso de requerir la prestación de servicios por parte de terceros, tales como, valuadores, peritos, dictaminadores, especialistas, o cualquier otro, con motivo de la implementación de las estrategias utilizadas al amparo de las presentes Políticas, deben cerciorarse de que los mismos cuenten con los permisos, certificaciones, autorizaciones o registros vigentes, así como los conocimientos necesarios en la materia de que se trate.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">c)</span><span style="font:7.0pt 'Times New Roman'">        </span><span style="font-family:Arial; font-size:8pt">Hacer del conocimiento de forma oportuna de las y los Acreditados, preferentemente de forma presencial, las diferentes soluciones y mecanismos existentes para que estén en posibilidades de conservar su patrimonio, o por mecanismos que acrediten la correcta y clara transmisión de la información.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">d)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Cerciorarse fehacientemente que están tratando con la acreditada o el acreditado como paso previo a divulgar información sensible con respecto al adeudo y la potencial solución, congruente con las disposiciones en materia de Transparencia y Protección de Datos Personales.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">e)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Toda comunicación que se tenga con las y los Acreditados deudores debe sujetarse a en términos de los Lineamientos de Servicio en materia de Cobranza de Créditos.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">f)</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Abstenerse de toda conducta de intimidación o engaño en contra de la o el acreditado, así como actos que tiendan a discriminarla, desmoralizarla, acosarla o provocar cansancio a través de la intensidad y frecuencia de los mensajes, llamadas, actos que tiendan a criminalizarlo o exhibir su conducta de impago con su comunidad y entorno.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">g)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Abstenerse de recibir dinero, dádivas, privilegios o cualquier otro tipo de beneficio propio o en nombre del Instituto.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">h)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:8pt">Conducir su actuar con apego a los Lineamientos de Servicio en Materia de Cobranza de Créditos Infonavit, así como a lo descrito en la Carta de Derechos del Acreditado y en apego al Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt 0pt 0pt 50.2pt; text-indent:-18pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">i)</span><span style="font:7.0pt 'Times New Roman'">         </span><span style="font-family:Arial; font-size:8pt">Atender a las Trabajadoras y los Trabajadores Derechohabientes, a sus beneficiarios y al público en general, de forma íntegra, amable, respetuosa, eficiente, oportuna, responsable e imparcial, de conformidad con el Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los Agentes de Recuperación Especializada atienden a los acreditados derechohabientes y sus beneficiarios con base en los Lineamientos de Servicio en Materia de Cobranza de Créditos Infonavit, así también, conforme a lo descrito en la Carta de Derechos de la persona acreditada y en apego al Código de Ética del Instituto.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Evaluación de desempeño de los agentes de recuperación especializada</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Para medir el desempeño de los Agentes de Recuperación Especializada, el Instituto cuenta con indicadores que permiten identificar la eficacia, constancia y apego a la normativa de la gestión de la Cobranza Judicial que realizan los Agentes de Recuperación Especializada.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Se analizan métricas mensuales como los avances en las etapas del proceso judicial, soluciones colocadas y firma de convenios, entre otros conceptos, que permiten comparar y generar competencia entre los Agentes de Recuperación Especializada y así tener una referencia de su desempeño en cada región, zona o Delegación Regional, conforme se establece en el Método para el cálculo del Ranking de Agentes de Recuperación Especializada.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">El Ranking arroja el número total de porcentaje de efectividad de los Agentes de Recuperación Especializada, que sirve como insumo para la asignación de cuentas a éstos.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic; text-decoration:underline">Aspectos Legales del Cobro</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">Los ordenamientos legales que regulan la ejecución de garantías para los adeudos por Créditos Hipotecarios en México y del INFONAVIT, además del contrato de crédito con garantía hipotecaria, se indican de manera enunciativa más no limitativa a:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Constitución Política de los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Ley del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Ley Federal del Trabajo.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Estatuto Orgánico del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código de Civil para la Ciudad de México y Códigos Civiles de cada uno de los Estados de la República Mexicana.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código Federal de Procedimientos Civiles.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Códigos de Procedimientos Civiles de los Estados de la República Mexicana.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Disposiciones de Carácter General aplicables a los Organismos de Fomento y Entidades de Fomento</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Política de Cobranza Social.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Políticas de Cobranza Judicial.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Código de Ética del Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Manual Institucional de la Actividad Crediticia.</span>
</p>
<p style="margin:0pt 0pt 0pt 53.25pt; text-indent:-35.25pt; text-align:justify; line-height:8pt">
<span style="font-family:Arial; font-size:8pt">•</span><span style="font:7.0pt 'Times New Roman'">                      </span><span style="font-family:Arial; font-size:8pt">Lineamientos de Servicio en materia de Cobranza de Créditos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Seguros sobre los Inmuebles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador, por cuenta del Deudor Hipotecario, estará obligado a mantener con respecto a cada Inmueble, un seguro contra daños que cubra los daños que pueda sufrir el Inmueble respectivo (incluyendo, entre otros, daños por incendio, terremoto, movimiento de subsuelo, explosión, inundación, erupción volcánica y caída de aeronaves) que señale, con respecto al pago de la indemnización total bajo dicho seguro, al Fiduciario por cuenta del Patrimonio del Fideicomiso, como primer beneficiario.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Los riesgos cubiertos, el monto de las coberturas y los términos y condiciones de dicho Seguro deberán ser, en todo momento, iguales o mejores que aquellos que apliquen a los seguros contratados por el INFONAVIT para la cobertura de los inmuebles que garantizan su propia cartera hipotecaria. Cualquier pago relacionado con indemnizaciones parciales bajo dichos Seguros (por daños de menor cuantía a los Inmuebles) deberán ser aplicados a la reparación de los Inmuebles de conformidad con las políticas y procedimientos vigentes del Administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los montos que por concepto de indemnización total sean recibidos por el Administrador bajo los Seguros sobre Inmuebles descritos con anterioridad, deberán ser depositadas en la Cuenta del Fideicomiso hasta por el monto del saldo insoluto del Crédito Hipotecario respectivo (más los intereses devengados y no pagados), el remanente, si lo hubiere, será entregado al Deudor Hipotecario respectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador llevará, </span><span style="font-family:Arial; font-size:8pt">en relación a</span><span style="font-family:Arial; font-size:8pt"> cada Crédito Hipotecario, el registro del monto de cualquier indemnización total o parcial que se reciba en relación con los Seguros sobre Inmuebles y la descripción de la forma en la que dichos montos fueron aplicados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En el caso de que el Administrador reciba los montos necesarios de los Deudores Hipotecarios o estando obligado a pagar dichas primas como un Gasto de Cobranza, no haga el pago oportuno de las mismas a la Aseguradora, será directamente responsable ante el Patrimonio del Fideicomiso por el monto total de los daños no cubiertos en el caso de un siniestro que ocurra durante el periodo en el que las pólizas de Seguros no estuviesen vigentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desde su creación, el INFONAVIT ha mantenido la política institucional de cubrir a las viviendas contra daños por fenómenos de la naturaleza. Entre los años 1973 y 1981 el INFONAVIT contrataba los servicios de aseguramiento de una compañía de seguros. Posteriormente, con base en la autorización de la Secretaría de Hacienda y Crédito Público, entre los años 1981 y 1999 se implementó un servicio propio de administración de siniestralidad. De manera consistente, de 1999 a la fecha se han contratado los servicios de aseguradoras para cubrir el portafolio hipotecario con daños.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desde el año 2010, el INFONAVIT, en búsqueda de un mejor esquema de cobertura de siniestros, 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 0pt 0pt 14.2pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Fondo de Protección de Pagos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Antecedentes.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la sesión ordinaria número 690, celebrada el 29 de octubre de 2008, el H. Consejo de Administración del INFONAVIT tomó la Resolución RCA-2386-10/08, mediante la cual se aprobó la creación de un fondo para la cobertura de riesgos de desempleo, que estará constituido con las aportaciones periódicas de los trabajadores que ejerzan su crédito entre los años 2009 y 2010.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la sesión antes referida, el H. Consejo de Administración del INFONAVIT tomó la Resolución RCA-2387-10/08, mediante la cual se aprobaron modificaciones al texto de las reglas Sexta, Décima Octava, Vigésima Sexta y Trigésima Primera, de las “Reglas para el Otorgamiento de Crédito a los Trabajadores Derechohabientes del Instituto del Fondo Nacional de la Vivienda para los Trabajadores”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Derivado de lo anterior, la Regla Sexta ahora establece lo siguiente:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">“SEXTA. En todos los casos, al formalizarse los créditos, deberá constituirse hipoteca en primer lugar a favor del Instituto y otorgarse una cobertura de protección de pagos del crédito.</span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">La cobertura a que se refiere el párrafo anterior deberá otorgarse mediante seguros de protección de pagos que los trabajadores contraten al efecto o mediante un fondo que los trabajadores constituyan con aportaciones de su propio peculio para tal fin.</span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic"> </span>
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<p style="margin:0pt 35.1pt 0pt 28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">El H. Consejo de Administración emitirá los lineamientos que establezcan las características, condiciones y modalidades que deberá reunir la cobertura de los seguros de protección de pagos o la cobertura que le proporcione el fondo.”</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Por su parte, en el último párrafo de la Regla Vigésima Sexta antes mencionada, determina que:</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">“Sin perjuicio de lo antes dispuesto y por instrucción de los trabajadores, el Instituto incorporará en el importe de la cuota mensual de amortización, el importe de la aportación mensual que los propios trabajadores deban efectuar al fondo a que se hace referencia en la Regla Sexta para el efecto de mantener debidamente otorgada su correspondiente cobertura.”</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Mediante resolución RCA-2460-01/09, tomada por el H. Consejo de Administración del INFONAVIT en su Sesión Ordinaria número 693, de fecha 28 de enero de 2009, se facultó al Comité de Riesgos para que estudiara y aprobara, en su caso, la propuesta de Lineamientos que establecen las características, condiciones y modalidades que deberá reunir la cobertura de protección de pagos que, mediante un fondo, otorguen los trabajadores que reciban crédito del Instituto del Fondo Nacional de la Vivienda para los Trabajadores (en lo sucesivo, los “Lineamientos”).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Durante la sesión 016 del Comité de Riesgos, celebrada el 20 de febrero de 2009, fueron aprobados los Lineamientos, los cuales prevén la constitución de un fideicomiso para llevar a cabo la administración del fondo, cuyo Comité Técnico deberá integrarse con al menos tres funcionarios del INFONAVIT y sus respectivos suplentes, los cuales serán designados por el </span><span style="font-family:Arial; font-size:8pt">Director General</span><span style="font-family:Arial; font-size:8pt"> del Instituto, señalando cuál de ellos presidirá el Comité Técnico.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Con fecha 18 de septiembre de 2009, el INFONAVIT, como Fideicomitente, celebró con HSBC, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria, como Fiduciaria, el Contrato de Fideicomiso de Administración número F/261459, en virtud del cual se constituyó el Fondo de Protección de Pagos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Alcance</span>
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<span style="font-family:Arial; font-size:8pt">El Fondo de Protección de Pagos cubre a aquellos créditos hipotecarios originados a partir de 2009. Desde esa fecha, todos los créditos que otorga el Instituto cuentan con el Fondo de Protección de Pagos, es decir, es aplicable a todos los productos de crédito que ofrece el INFONAVIT.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Características</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El acreditado realiza aportaciones equivalentes al 2% del pago REA mientras cuenta con relación laboral (factor ROA + el 2% de su factor REA).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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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">-Aplica para créditos originados a partir de enero de 2009.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Cubre toda la vida del crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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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">-Se complementa el 100% del pago (máximo 12 meses, mínimo 2 meses).</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Reinstalación cada 5 años.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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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">-Deben transcurrir mínimo 6 meses con relación laboral contados a partir del otorgamiento del crédito (el “Periodo de Carencia”) más 4 meses de desempleo (el “Periodo de Espera”) para ser sujeto a los Beneficios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Si durante el periodo de carencia pierde el empleo, se aplica la prórroga automática de manera tradicional y utilizará el Fondo de Protección de Pagos en un evento futuro de pérdida de empleo.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Aplicación del Beneficio</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El beneficio del Fondo de Protección de </span><span style="font-family:Arial; font-size:8pt">Pagos,</span><span style="font-family:Arial; font-size:8pt"> aplicará cuando:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-La pérdida de relación laboral sea posterior al Periodo de Carencia;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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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">-Continúe en estado de Desempleo durante el Periodo de Espera;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El beneficio se otorga mensualmente mientras el Acreditado permanezca en el estado de desempleo, cubra su aportación complementaria y siempre que no se supere el número de pagos del beneficio a que tenga derecho;</span>
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<p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-El número máximo de pagos que se efectúen por concepto de beneficios será el que establezca el Comité Técnico para cada acreditado (actualmente son 6 amortizaciones del crédito en un lapso de 5 años); y</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-14.2pt; text-align:justify; padding-left:14.2pt">
<span style="font-family:Arial; font-size:8pt">-Los pagos pueden ser consecutivos o interrumpidos por diferentes períodos de desempleo durante el período de protección. En cada evento de desempleo será necesario cumplir el Periodo de Espera.</span>
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<img 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" width="404" height="198" alt="Diagrama

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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para que un acreditado se encuentre en posibilidad de acceder a los Beneficios del Fondo de Protección de Pagos, sin excepción alguna, deberá, entre otras:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Haber realizado la aportación complementaria para recibir cada </span><span style="font-family:Arial; font-size:8pt">uno</span><span style="font-family:Arial; font-size:8pt"> de las amortizaciones que por concepto de beneficios corresponda.</span>
</li>
</ul>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus aportaciones.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus pagos de amortización.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Haber transcurrido el Periodo de Carencia.</span>
</li>
</ul>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Haber transcurrido el Periodo de Espera.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">No tener una relación formal de trabajo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">No haber agotado el número de pagos máximo de protección a que tiene derecho en el quinquenio en que ocurrió el evento de desempleo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando el acreditado incumpla con cualquiera de los requisitos anteriores, procederá la suspensión del otorgamiento de los beneficios.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Exclusiones</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando se cumpla con el límite de 6 beneficios por un mismo evento de pérdida de relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando recupere la relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">Si el crédito alcanza una morosidad de 30 días será motivo para suspensión de beneficios.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Si el </span><span style="font-family:Arial; font-size:8pt">acreditado firma</span><span style="font-family:Arial; font-size:8pt"> un convenio de reestructura.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando la relación laboral del Deudor Hipotecario se extinga por haber alcanzado una pensión por jubilación, incapacidad e invalidez por disposición de ley o por contrato individual o colectivo de trabajo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
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<span style="font-family:Arial; font-size:8pt">En casos de huelga.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Término del beneficio</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando se cumpla con el límite de 6 beneficios consecutivos por un mismo evento de pérdida de relación laboral o con el límite máximo de 6 meses cada 5 años. Estos valores son referencias que se pueden ajustar a petición del Comité Técnico del Fondo de Protección de Pagos.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando recupere la relación laboral.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Si el </span><span style="font-family:Arial; font-size:8pt">acreditado firma</span><span style="font-family:Arial; font-size:8pt"> un convenio de reestructura.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando opere la liberación de los gravámenes pendientes de amortización, en los términos del artículo 51 de la Ley del INFONAVIT.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al término del periodo que comprenda la protección del pago, se debe considerar lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">El acreditado se deberá reincorporar al pago directo de su crédito por el importe del 100% de su factor REA.</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Cuando los beneficios a que se tenga derecho que no se soliciten o que no proceda su aplicación durante la etapa de Desempleo correspondiente, prescribirán a favor del Fondo.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ul type="circle" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 34.15pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:8.4pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Esquema Descriptivo</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:207.25pt">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Concepto</span>
</p>
</td>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobertura</span>
</p>
</td>
</tr>
<tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Riesgo Cubierto</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Desempleo</span>
</p>
</td>
</tr>
<tr>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Beneficio</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">De 6 pagos de amortización, </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Se complementa al 100% del pago de amortización siempre que el acreditado haga el pago mínimo.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Reinstalación</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El beneficio se reinstala cada 5 años y nuevamente tendrá derecho al mismo número de mensualidades.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Aportación al fondo</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bimestral durante la vida del crédito.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Importe de la aportación</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">2% del pago bimestral</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Pago mínimo</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Factor de pago:</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Menor a 1.179: $207.59</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Mayor a 1.179 y menor a 2.358: $404.26</span>
</p>
<p style="margin:0pt 0pt 0pt 4.5pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8pt">-Mayor a 2.358: $622.78</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:77pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de espera</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:119.45pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">4 meses. El pago es retroactivo al mes donde ocurrió el siniestro</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:1pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:198.35pt">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Concepto</span>
</p>
</td>
<td style="border-bottom-color:#666666; border-bottom-style:solid; border-bottom-width:1.5pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cobertura</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de carencia</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6 meses</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Período de cobertura</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Toda la vida del crédito</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Beneficiarios</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En la primera fase los créditos originados a partir del año 2009. Para estos créditos la cobertura es obligatoria.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Comprobación para obtener el beneficio</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Haber hecho el pago mínimo y confirmación de aceptación de pasar de Prórroga a REA.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Administración</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Autoadministrable o transferencia a aseguradora.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Dividendos</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">No existen, se aplica un ajuste de aportación anual o modificación del beneficio.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Periodo de reclamaciones</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">6 meses con relación laboral continua.</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:64.2pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Requisitos</span>
</p>
</td>
<td style="border-bottom-color:#999999; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#999999; border-left-style:solid; border-left-width:0.75pt; border-right-color:#999999; border-right-style:solid; border-right-width:0.75pt; border-top-color:#999999; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:112.05pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Estar al corriente en sus pagos de amortización.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">ADMINISTRADOR MAESTRO</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Concepto del Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro es la institución responsable de llevar a cabo la supervisión y monitoreo de las actividades del administrador primario respecto de las transacciones de bursatilización acordadas y de las prácticas estándares de prestación de servicios en la industria. La vigilancia prestada por el Administrador Maestro tiende a generar un impacto directo sobre los niveles de pérdidas realizadas en transacciones de bursatilización.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para esta emisión, el Fiduciario celebró un Contrato de Administración Maestra con la empresa 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; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Actividades del Administrador Maestro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">ACFIN como parte de sus actividades de Administrador Maestro realiza una revisión y verificación de la información generada por el Administrador en relación con la administración y cobranza de los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro es responsable de proveer a los inversionistas la información relacionada con el comportamiento de los Créditos Hipotecarios que respaldan cada transacción.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Administrador Maestro tiene las siguientes obligaciones y facultades:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Validar con el Administrador Primario la información generada en relación con la cobranza de los Créditos Hipotecarios con el objetivo de detectar posibles inconsistencias y verificar la integridad de dicha información;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="2" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Conciliar la información proporcionada por el Administrador Primario respecto del comportamiento de los Créditos Hipotecarios, con la información generada por los sistemas propios del Administrador Maestro;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="3" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.22pt; text-indent:0pt; text-align:justify; padding-left:6.78pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Revisar la información generada por el Administrador Primario con el fin de validar la correcta aplicación de la cobranza, y demás pagos en términos de los Créditos Hipotecarios y cualquier movimiento realizado bajo los mismos;</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="4" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proporcionar a los Tenedores una herramienta mediante la cual puedan acceder, a través de internet, a los reportes con información sobre cada Crédito Hipotecario. Actualmente, esta información cubre los siguientes aspectos: </span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Fecha de originación y plazo remanente; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Relación del monto de los Créditos Hipotecarios respecto al valor del inmueble o garantías puestas a disposición como colateral en la fecha de originación y a la fecha del reporte; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Esquema de amortización; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Tasa de interés aplicable; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Saldo remanente;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Mensualmente información sobre cada Crédito Hipotecario respecto a: </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Morosidad actual e histórica; </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Reportes de desempeño actual e histórico;</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Información sobre la amortización parcial o total de cada crédito; </span>
</p>
<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:-14.15pt; text-align:justify; padding-left:14.15pt">
<span style="font-family:Arial; font-size:8pt">•Información sobre el número de Créditos Hipotecarios Vencidos y aquellos que se encuentren en cobranza judicial o extrajudicial;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<ol start="5" type="a" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 65.67pt; text-indent:0pt; text-align:justify; padding-left:6.33pt; font-family:Arial; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">Proporcionar reportes con las tablas de frecuencia respecto a la cartera de Créditos Hipotecarios que incluya los siguientes conceptos:</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Distribución geográfica; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Distribución por empleador;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Antigüedad de la cartera (por año y mes de originación);</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Saldo insoluto de principal; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Tasa de interés; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Maduración esperada de los Créditos Hipotecarios;</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Relación del monto de los Créditos Hipotecarios respecto al valor del inmueble en la fecha de originación y a la fecha del reporte; </span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Ingreso mensual; </span>
</p>
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<span style="font-family:Arial; font-size:8pt">–</span><span style="font-family:Arial; font-size:8pt">Razón entre los niveles de deuda e ingresos.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Reportes e información disponible sobre las carteras administradas en: </span><a href="http://www.acfin.com"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">www.acfin.com</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Ventajas de una transacción con Administrador Maestro </span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Para el Administrador. </span><span style="font-family:Arial; font-size:8pt">Se complementan reportes elaborados por el Administrador primario y se cuenta con un </span><span style="font-family:Arial; font-size:8pt">hot-backup</span><span style="font-family:Arial; font-size:8pt"> sin inversión adicional.</span>
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<span style="font-family:Arial; font-size:8pt; font-style:italic">Para los Tenedores, Inversionistas y el Mercado en general. </span><span style="font-family:Arial; font-size:8pt">Mitiga conflicto de interés en el análisis y seguimiento de las carteras; genera información de fácil acceso, confiable e independiente que facilita el desarrollo de un mercado de instrumentos bursatilizados, más líquido y transparente.</span>
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<a style="color:#000000" href="#_ftnref1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> Estas adecuaciones se publicaron el día 25 de mayo de 2022 en el Diario Oficial de la Federación.</span>
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<a href="#_ftnref1"><span style="font-family:Arial; font-size:5.33pt; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Al evaluar la adquisición de Certificados Bursátiles Fiduciarios, los posibles inversionistas deben analizar y evaluar cuidadosamente toda la información contenida en este Reporte Anual, en el prospecto y/o suplemento; sobre todo considerar los factores de riesgo que pudieran afectar al Patrimonio del Fideicomiso y por lo tanto a los Certificados Bursátiles Fiduciarios. Los riesgos e incertidumbres que se describen en el Reporte Anual y en el correspondiente prospecto y/o suplemento, no son los únicos que pueden afectar a los Certificados Bursátiles Fiduciarios, al Fiduciario, al Administrador, a los cedentes y/o a los deudores hipotecarios.</span>
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<span style="font-family:Arial; font-size:8pt">Existen otros riesgos e incertidumbres que se desconocen o que actualmente se considera que no son significativos y que podrían tener un efecto adverso sobre alguno de ellos. En el supuesto de que llegue a materializarse cualquiera de los riesgos que se mencionan a continuación, el pago a los Tenedores de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta emisión podría verse afectado en forma adversa.</span>
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<span style="font-family:Arial; font-size:8pt">Los factores de riesgo que se describen a continuación podrían afectar de manera general el programa, por lo que es necesario que los posibles Tenedores analicen y evalúen cuidadosamente, además de la información contenida en el prospecto, la información contenida en el suplemento correspondiente a esta Emisión, incluyendo el capítulo correspondiente a factores de riesgo.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Activos limitados del Fideicomiso</span>
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<span style="font-family:Arial; font-size:8pt">Todas las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios que se emitan en esta Emisión se pagarán únicamente con cargo al Patrimonio del Fideicomiso Emisor.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El Patrimonio del Fideicomiso Emisor estará constituido, principalmente, por los derechos derivados de los Créditos Hipotecarios y sus accesorios. En tanto los deudores hipotecarios continúen empleados en el sector formal y las empresas empleadoras efectúen las aportaciones patronales y los descuentos en nómina que correspondan o que en caso de que los deudores hipotecarios que no continúen empleados, obtengan ingresos suficientes para continuar cumpliendo con sus obligaciones de pago bajo los Créditos Hipotecarios, el Patrimonio del Fideicomiso Emisor contará con los recursos líquidos para efectuar los pagos de intereses y amortizaciones de principal bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el caso de que, por cualquier motivo, los recursos líquidos del Patrimonio del Fideicomiso Emisor no sean suficientes para pagar íntegramente las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios, los Tenedores no tendrán el derecho de reclamar su pago a los cedentes, al INFONAVIT, a los </span><span style="font-family:Arial; font-size:8pt">co-acreditantes</span><span style="font-family:Arial; font-size:8pt"> que en este caso participen, al Fiduciario, al Representante Común, a los intermediarios colocadores o a cualquier otra persona.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Obligaciones limitadas de las personas participantes</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios no serán garantizados ni avalados por ninguna de las personas participantes en la Emisión, incluyendo los Fideicomitentes, el Administrador, el Fiduciario, los intermediarios colocadores, los auditores independientes y el Representante Común. En consecuencia, ninguno de ellos estará obligado a realizar pagos a los </span><span style="font-family:Arial; font-size:8pt">Tenedores de los Certificados Bursátiles Fiduciarios, con excepción, en este caso del Fiduciario, de los pagos que tenga que hacer con cargo al Patrimonio del Fideicomiso de acuerdo con lo previsto en el Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">Todos los pagos que deba realizar el Fiduciario bajo los Certificados Bursátiles Fiduciarios serán efectuados exclusivamente con cargo al Patrimonio del Fideicomiso, y el Fiduciario en ningún caso tendrá responsabilidad de pago alguna respecto de los Certificados Bursátiles Fiduciarios con cargo a su patrimonio propio, liberándosele de cualquier responsabilidad a dicho respecto. El Fiduciario en ningún caso garantiza rendimiento alguno bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Las empresas empleadoras y los deudores hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 32.2pt; 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">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"> </span>
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<p style="margin:0pt 0pt 0pt 32.2pt; 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">Solvencia de los deudores hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Con respecto a aquellos deudores hipotecarios que no mantengan una relación laboral formal que genere aportaciones patronales y descuentos en nómina, el pago total de las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios dependerá de que los deudores hipotecarios cumplan sus obligaciones bajo los Créditos Hipotecarios que sean aportados al Fideicomiso Emisor. La capacidad de los deudores hipotecarios de efectuar en forma oportuna y completa el pago de las cantidades que adeuden bajo los Créditos Hipotecarios, en ese caso, dependerá a su vez de diversos factores incluyendo su capacidad de encontrar una nueva relación laboral y otras fuentes de ingresos y, en general, de su situación económica, familiar y otras.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En la medida en que los deudores hipotecarios incumplan sus obligaciones bajo los Créditos Hipotecarios, se encuentren en prórroga de sus obligaciones, no logren obtener ingresos suficientes o establecer una nueva relación laboral con ingresos iguales o superiores a su relación laboral inicial, el Patrimonio del Fideicomiso Emisor podría contar con menos recursos líquidos y esto puede afectar en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Cobranza administrativa y judicial</span>
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<p style="margin:0pt 0pt 0pt 32.2pt; 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">Duración de los procesos</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En el caso de que, debido a un incumplimiento bajo algún Crédito Hipotecario, se requiera de un proceso de cobranza administrativa o judicial, el Patrimonio del Fideicomiso Emisor dejará de obtener los pagos correspondientes a dicho Crédito Hipotecario por el período que dure dicho proceso, afectando así el flujo de pagos hacia el Patrimonio del Fideicomiso. Es difícil determinar la duración de un proceso judicial de cobranza, así como la rapidez con que el inmueble respectivo pueda ser adjudicado y vendido por el Administrador. En tanto no termine dicho proceso judicial y el inmueble respectivo no sea adjudicado y vendido, los reembolsos del valor nominal de los Certificados Bursátiles Fiduciarios y el pago de intereses sobre los mismos podrían verse afectados.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">El INFONAVIT ha implementado procedimientos para llevar a cabo la cobranza extrajudicial y judicial de Créditos Hipotecarios que no estén vigentes.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Las políticas de administración y cobranza del Administrador establecen los parámetros para la cobranza de estos créditos.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT cuenta con el personal y los recursos para cumplir con sus obligaciones al amparo de los distintos Contratos de Administración que celebre con el Fiduciario en relación con el Fideicomiso Emisor, sin embargo, muchos de estos procedimientos han sido establecidos recientemente, por lo que existe el riesgo que el cobro de dichos créditos vencidos provoque retrasos en dicha cobranza.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> A partir de agosto de 2003 el INFONAVIT estableció un proceso mejorado de recuperación de cartera por vía judicial.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 32.2pt; 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">Ejecución de Garantías</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">Pueden existir retrasos considerables en los procedimientos judiciales que se inician para la ejecución de la garantía respectiva. Inclusive, en algunos casos, la ejecución de las garantías se ha visto obstaculizada por problemas de procedimiento fuera del control del Administrador.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT no tiene la certeza de que los inmuebles sean objeto de arrendamiento o de que los mismos se encuentren en posesión de un tercero; dichas causas podrían alargar los procesos judiciales o de venta de dichos inmuebles. En procesos prolongados, existe también el riesgo de que los costos involucrados sean cuantiosos en comparación con el valor de los inmuebles. En términos de los distintos Contratos de Administración que celebre el Fiduciario con el Administrador, el Administrador estará obligado a pagar los gastos necesarios para la cobranza de Créditos Hipotecarios que estén vencidos y éstos le serán reembolsados sólo en la medida en que dichos Créditos Hipotecarios que estén vencidos efectivamente sean recuperados. El Fiduciario, por lo tanto, sólo </span><span style="font-family:Arial; font-size:8pt">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.</span>
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<span style="font-family:Arial; font-size:8pt">Estos gastos incluyen los gastos de abogados, gestores, notarios públicos, mantenimiento, corretaje de inmuebles y registro, entre otros. Todo lo anterior puede tener como resultado que el Patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Administración y cobranza de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 32.2pt; 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">INFONAVIT como Administrador</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En virtud del Contrato de Administración que celebre el INFONAVIT con el Fiduciario respecto a la emisión, el INFONAVIT será responsable de la administración y cobranza de los Créditos Hipotecarios. El pago oportuno de los Créditos Hipotecarios y, por lo tanto, que existan recursos suficientes en el Patrimonio del Fideicomiso para pagar en forma total las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios depende directamente del desempeño que el INFONAVIT tenga como Administrador.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En la medida en que el desempeño del INFONAVIT como Administrador no sea adecuado o bien, en caso de que el INFONAVIT incumpla con sus obligaciones bajo el Contrato de Administración, puede tener como resultado que el Patrimonio del Fideicomiso Emisor cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 14.2pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">b) Administrador único</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La principal fuente de repago de los Créditos Hipotecarios son las aportaciones patronales y los descuentos en nómina que hagan los patrones de los deudores hipotecarios. El INFONAVIT tiene la facultad y obligación legal del cobro de las aportaciones patronales y los descuentos en nómina correspondientes a los trabajadores cuyas relaciones laborales se regulen por el apartado “A” del artículo 123 de la constitución política de los Estados Unidos Mexicanos, y en caso de que dichos pagos no le sean efectuados, el INFONAVIT tiene la obligación de llevar a cabo su cobro. En su carácter de Administrador de los Créditos Hipotecarios, el INFONAVIT ha asumido la obligación de aplicar las cantidades cobradas por estos conceptos al pago de los Créditos Hipotecarios. En virtud de que legalmente sólo el INFONAVIT puede llevar a cabo la función de cobrar las aportaciones patronales y los descuentos en nómina que hagan los patrones de los deudores hipotecarios, no existe un administrador substituto para desempeñar esta función.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por lo anterior, no se contempla la posibilidad de sustituir al INFONAVIT como Administrador de los Créditos Hipotecarios por ninguna causa. Por lo tanto, en el caso de que INFONAVIT no cumpla con sus obligaciones bajo el Contrato de Administración que se celebren para la emisión, el único recurso disponible para el Fiduciario Emisor será buscar exigir su cumplimiento por la vía judicial. No es posible prever la duración de dicho procedimiento, sin embargo, es posible que éste sea largo.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Tampoco es posible asegurar que el procedimiento será exitoso o que se obtendrá plena compensación adecuada por los incumplimientos. Esta situación puede afectar en forma negativa al Patrimonio del Fideicomiso Emisor y que esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 32.2pt; 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">Cambios en las Políticas y Procedimientos de Administración y cobranza</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Las políticas y procedimientos para la administración y cobranza de los Créditos Hipotecarios que seguirá INFONAVIT como Administrador han sido desarrolladas por el INFONAVIT. La obligación asumida por INFONAVIT es de llevar a cabo la administración y cobranza de los Créditos Hipotecarios de la misma manera que lleva a cabo la administración y cobranza de su propia cartera y </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> sus políticas. La administración de INFONAVIT mantiene el derecho de modificar esas políticas y procedimientos de tiempo en tiempo.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Si bien el objetivo de cualquier modificación es mejorar los procedimientos de cobranza, no se puede asegurar que los cambios en las políticas y procedimientos de cobranza que pudiere adoptar INFONAVIT resulten, en su caso, igual o más efectivos y/o eficientes que los que actualmente mantiene, por lo </span><span style="font-family:Arial; font-size:8pt">que</span><span style="font-family:Arial; font-size:8pt"> de ocurrir, la cobranza de los Créditos Hipotecarios puede verse afectada de forma adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 32.2pt; text-indent:-18pt; text-align:justify">
<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">Otorgamiento de prórrogas bajo 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">De acuerdo con lo establecido en la Ley del INFONAVIT, cuando un deudor hipotecario deje de percibir ingresos salariales podrá solicitar al INFONAVIT prórrogas en los pagos de la amortización que tenga que hacer por concepto de capital e intereses ordinarios, los cuales se capitalizarán al saldo insoluto del crédito.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Dichas prórrogas no podrán ser mayores a doce meses cada una, ni exceder en su conjunto más de veinticuatro meses y terminarán anticipadamente cuando el trabajador inicie una nueva relación laboral.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Actualmente el INFONAVIT aplica dicha prórroga en el momento en que el acreditado pierde la relación laboral y simultáneamente inicia las gestiones de cobranza del crédito.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El INFONAVIT aplica dicha prórroga en el momento en que la información proporcionada por la empresa empleadora o por el empleador indica que el acreditado pierde la relación laboral.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Lo anterior, podría ocasionar que el Patrimonio del Fideicomiso no cuente con recursos líquidos para efectuar los pagos de intereses y amortizaciones de principal bajo los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 32.2pt; text-indent:-18pt; text-align:justify">
<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">No hay segregación de fondos cobrados hasta su transferencia a la Cuenta del Fideicomiso</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bajo los términos del Contrato de Administración, el INFONAVIT no tiene la obligación de abrir una cuenta especial para depositar las cantidades cobradas bajo los Créditos Hipotecarios.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Por lo tanto, antes de cada Fecha de Transferencia, las </span><span style="font-family:Arial; font-size:8pt">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>
<p style="margin:0pt 0pt 0pt 32.2pt; text-indent:-18pt; text-align:justify">
<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">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>
<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>
<p style="margin:0pt 0pt 0pt 32.2pt; text-indent:-18pt; text-align:justify">
<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">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">Los inversionistas, previo a la inversión en los Certificados Bursátiles Fiduciarios, deberán considerar que el cumplimiento de los criterios de selección de los Créditos Hipotecarios no ha sido revisado por algún experto independiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Deterioro del valor de las garantías</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Como resultado de factores que se encuentran fuera del control de los deudores hipotecarios, del Fiduciario, del Representante Común, los intermediarios colocadores y del Administrador,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">por ejemplo, una severa desaceleración económica, causas de fuerza mayor (sismo, inundación, erupción volcánica, incendio o cualquier desastre natural) puede haber una afectación sustancial en el valor de las viviendas adquiridas por los deudores hipotecarios con los Créditos Hipotecarios.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Esta afectación tendría como resultado que el valor de las garantías otorgadas bajo dichos Créditos Hipotecarios se vea disminuido. Si esto ocurre y como resultado de un incumplimiento por parte de los deudores hipotecarios afectados es necesario ejecutar dichas garantías, es posible que el Patrimonio del Fideicomiso Emisor cuente con menos recursos líquidos de los esperados y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios correspondientes a esta Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Seguros de Daños</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Ver en la sección de Aspectos operacionales del Cobro lo referente a: Seguros sobre los inmuebles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Riesgo de muerte e incapacidad total y permanente de los deudores hipotecarios</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Bajo los términos del Contrato de Administración que celebre el Fiduciario con el Administrador, el Administrador asumirá la responsabilidad de efectuar el pago de un monto equivalente al del saldo insoluto de principal e intereses bajo el Crédito Hipotecario en caso de muerte o incapacidad total y permanente, incapacidad parcial y permanente del 50% o más, o invalidez definitiva de un deudor hipotecario, en los términos de lo dispuesto por los artículos 145 de la Ley Federal del Trabajo y 51 de la Ley del INFONAVIT.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En caso de que el Administrador no cumpla con dicha obligación el Patrimonio del Fideicomiso contaría con menos recursos líquidos y esto afectaría en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Procedimiento para liquidar al INFONAVIT</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El INFONAVIT fue creado como un organismo social mediante la promulgación de una ley. En su carácter de organismo social, el INFONAVIT no es una sociedad mercantil y por lo tanto no está sujeto, en cuanto a su existencia y posible liquidación, a la legislación mercantil, incluyendo, sin limitar, a la Ley de Concursos Mercantiles. El INFONAVIT sólo puede entrar en liquidación en el caso de que el Congreso de la Unión apruebe un decreto que así lo disponga. Los términos y condiciones, así como los plazos y procedimientos de una posible liquidación se determinarían, en todo caso, con base en dicho decreto. Por lo tanto, no es posible prever qué consecuencias tendría la liquidación del INFONAVIT en sus obligaciones como Administrador, en términos de los Contratos de Administración correspondientes a esta Emisión. Los posibles inversionistas deben tomar en cuenta que dicho procedimiento no necesariamente será equivalente a un proceso de concurso mercantil.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Factores de Riesgo Económicos y Políticos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El pago de los Créditos Hipotecarios a favor del Fiduciario depende preponderantemente de la situación económica de las empresas empleadoras y de los deudores hipotecarios. Eventos políticos, económicos o sociales nacionales o internacionales adversos (tales como la falta de crecimiento económico, ciclo crediticio adverso, posibles devaluaciones del peso, altos índices inflacionarios, fluctuaciones en tasas de interés o cambios adversos en las disposiciones gubernamentales) pueden afectar la capacidad de pago de las empresas empleadoras o de los deudores hipotecarios, así como también pueden afectar de forma negativa el valor de las garantías. Cualquier cambio en la situación económica y/o solvencia de las empresas empleadoras o de los deudores hipotecarios puede tener un efecto adverso en su capacidad de pago. La totalidad de las empresas empleadoras y de los deudores hipotecarios se ubican en México, por lo tanto, el desempeño de los Créditos Hipotecarios y el pago de los Certificados Bursátiles Fiduciarios dependen, entre otros factores, del desempeño de la economía del país, incluyendo el nivel de crecimiento en la actividad económica y de generación y estabilidad del empleo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En atención a la fecha de originación de los Créditos Hipotecarios, del Patrimonio del Fideicomiso y a las condiciones macroeconómicas prevalecientes a esa fecha y en la actualidad, no se cuenta con información histórica para la formulación de estudios o proyecciones sobre el comportamiento en el pago de los Créditos Hipotecarios ante escenarios económicos y/o políticos adversos según se describe en el párrafo anterior. De presentarse alguno de los referidos escenarios adversos la solvencia y capacidad de pago de las empresas empleadoras y los deudores hipotecarios pudiera verse afectada y como consecuencia pudiera existir un impacto desfavorable sobre el Patrimonio del Fideicomiso lo cual puede afectar en forma negativa el comportamiento esperado de la amortización de los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios fideicomitidos, que constituyen el patrimonio del Fideicomiso, no cuentan con un historial de pago suficiente como para poder haber estudiado su comportamiento durante una época de crisis económica. De presentarse una crisis podría tener como consecuencia que el patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Modificaciones a la Ley del Impuesto Sobre la Renta</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Es posible que el régimen fiscal actualmente aplicable a los Tenedores de los Certificados Bursátiles Fiduciarios sufra modificaciones durante la vigencia de los Certificados Bursátiles Fiduciarios, esos cambios, de ocurrir, podrían tener un efecto adverso sobre el rendimiento que generen los Certificados Bursátiles Fiduciarios a sus Tenedores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">El régimen fiscal de los Certificados Bursátiles Fiduciarios no ha sido verificado ni validado por la autoridad tributaria competente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los inversionistas, previo a la inversión en los Certificados Bursátiles Fiduciarios, deberán considerar el régimen fiscal aplicable a estos instrumentos, toda vez que el mismo no será verificado ni validado por la autoridad tributaria competente. Asimismo, deberán considerar que la operación no contemplará la opinión de un asesor independiente respecto al régimen fiscal de los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">El pago de los Certificados Bursátiles Fiduciarios está respaldado sólo con el Patrimonio del Fideicomiso</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 25.1pt; 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">Denominación de los Créditos Hipotecarios en VSM</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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 </span><span style="font-family:Arial; font-size:8pt">co-acreditantes</span><span style="font-family:Arial; font-size:8pt"> 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 </span><span style="font-family:Arial; font-size:8pt">UDI’s</span><span style="font-family:Arial; font-size:8pt"> y el valor de la UDI varía de manera diaria en función a la inflación observada (según lo determina Banco de México), el saldo de dichos Certificados Bursátiles Fiduciarios se ajustará en forma diferente al saldo de los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Por lo anterior, durante la vigencia de los Certificados Bursátiles Fiduciarios, existe el riesgo de que el porcentaje del aforo inicial disminuya si la actualización de los créditos hipotecarios es menor a los aumentos en el valor de la UDI, lo cual traería como consecuencia que el Patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 25.1pt; 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">No se asume una recuperación significativa de parte de deudores hipotecarios morosos</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</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 </span><span style="font-family:Arial; font-size:8pt">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 </span><span style="font-family:Arial; font-size:8pt">excedan</span><span style="font-family:Arial; font-size:8pt"> el valor de las </span><span style="font-family:Arial; font-size:8pt">Constancias,</span><span style="font-family:Arial; font-size:8pt"> 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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">c)Sustitución o Readquisición de Créditos no Elegibles</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En términos del Contrato de Cesión, el INFONAVIT y, en su caso, los </span><span style="font-family:Arial; font-size:8pt">co-acreditantes</span><span style="font-family:Arial; font-size:8pt">, en su carácter de cedentes de los Créditos Hipotecarios, estarán obligados, en la proporción que corresponda a sustituir o readquirir un Crédito no Elegible. El procedimiento para sustituir o readquirir un Crédito no Elegible involucra plazos de tiempo largos. El flujo de recursos al Patrimonio del Fideicomiso derivado de un Crédito no Elegible será menor o inexistente hasta en tanto el procedimiento de sustitución se concluya, por lo tanto, en el caso de que sea necesario que el INFONAVIT sustituya o readquiera algún Crédito no Elegible y este último efectivamente lo sustituya o readquiera en los términos del Contrato de Cesión, es posible que se afecte temporalmente en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 25.1pt; text-indent:-18pt; text-align:justify">
<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">Situación Financiera de INFONAVIT</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">Si durante la vigencia de los Certificados Bursátiles Fiduciarios se determina que uno o más de los Créditos Hipotecarios cedidos es un Crédito no Elegible y, adicionalmente, la situación financiera del INFONAVIT se deteriorase, la capacidad del INFONAVIT de cumplir cabalmente con su obligación de sustituir o readquirir el Crédito no Elegible puede verse afectada en forma negativa, así mismo de presentarse dicho supuesto podría afectar su capacidad como Administrador de los Créditos Hipotecarios. Lo anterior puede tener como resultado que el Patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt 0pt 0pt 25.1pt; text-indent:-18pt; text-align:justify">
<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">Subordinación</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">De conformidad con los términos del Contrato de Fideicomiso, el Fiduciario deberá pagar los Gastos Semestrales y se cobrará la Comisión por Administración antes de pagar cualquier cantidad a los Tenedores bajo los Certificados Bursátiles Fiduciarios, por lo que los pagos de principal e interés a los Tenedores se encuentran subordinados a los pagos que se deban realizar para cubrir dichos Gastos Semestrales y la Comisión por Administración. Los Gastos Semestrales incluyen, entre otros, los pagos de honorarios al Fiduciario, al Representante Común, el pago de los gastos de registro ante la CNBV y listado ante la BMV. Asimismo, el monto de la cobranza de los Créditos Hipotecarios será transferido a la Cuenta del Fideicomiso después de descontar la Comisión por Administración y los Gastos de Cobranza, si los hubiere.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">En la nota </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">que se adjunta al presente reporte anual se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo.</span>
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<span style="font-family:Arial; font-size:8pt">Los inversionistas interesados en obtener una copia del presente documento</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">deberán solicitarlo mediante escrito dirigido a alguna de las siguientes personas:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Fiduciario:</span><span style="width:35.1pt; text-indent:0pt; display:inline-block"></span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Georgina Mariana Bravo Carranza</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<a href="mailto:gbravoc@nafin.gob.mx"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">gbravoc@nafin.gob.mx</span></a><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 </span><span style="font-family:Arial; font-size:8pt">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 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tel. (55) 5325-6</span><span style="font-family:Arial; font-size:8pt">063</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">INFONAVIT:</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Karina Acevedo Coutiño</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<a href="mailto:kacevedo@infonavit.org.mx"><span style="font-family:Arial; font-size:8pt; text-decoration:underline; color:#0000ff">kacevedo@infonavit.org.mx</span></a><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Barranca del muerto 280</span>
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<span style="font-family:Arial; font-size:8pt">Col. Guadalupe </span><span style="font-family:Arial; font-size:8pt">Inn</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 01029</span>
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<p style="margin:0pt 0pt 0pt 72pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tel. (55) 5322-6674</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Representante Común:</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-indent:1.1pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Freya Vite Asensio</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">repcomun@invex.com</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Torre Esmeralda I</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Blvd</span><span style="font-family:Arial; font-size:8pt">. M. Ávila Camacho No. 40, Piso 9</span>
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<p style="margin:0pt 0pt 0pt 70.9pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">México, CDMX, C.P. 11000</span>
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<span style="font-family:Arial; font-size:8pt">Tel. (55) 5350-3109</span>
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<span style="font-family:Arial; font-size:8pt">La información pública que fue entregada a la BMV y que se encuentra a disposición de los inversionistas, es la siguiente:</span>
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<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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<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; font-style:italic">Información Anual</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 más tardar el tercer día hábil inmediato siguiente al 30 de abril de cada ejercicio:</span>
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<span style="font-family:Arial; font-size:8pt">Estados financieros anuales acompañados del dictamen de auditoría externa y de la constancia suscrita por representante legal del Fiduciario.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span>
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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; font-weight:bold; font-style:italic">A más tardar el 30 de abril de cada ejercicio:</span>
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<span style="font-family:Arial; font-size:8pt">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; font-style:italic">Información Mensual</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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<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">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; font-style:italic">Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">Los datos estadísticos que se presentan en esta sección hacen referencia a las características principales de los Créditos Hipotecarios que integran el Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">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 mayo del 2008 a diciembre del 2009.</span>
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<span style="font-family:Arial; font-size:8pt">Los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso fueron otorgados por y con base en la Ley del INFONAVIT, por lo que las obligaciones y derechos crediticios contractuales originalmente pactadas en el contrato de crédito, tanto para el acreditado, así como para el acreditante, no son modificadas por el Contrato de Cesión ni por el hecho de formar parte del Patrimonio del Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt">El despacho Galaz, </span><span style="font-family:Arial; font-size:8pt">Yamazaki</span><span style="font-family:Arial; font-size:8pt">, Ruiz Urquiza, S.C., firma miembro de Deloitte </span><span style="font-family:Arial; font-size:8pt">Touche</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Tohmatsu</span><span style="font-family:Arial; font-size:8pt">, llevó a cabo una revisión de las Declaraciones efectuadas por el INFONAVIT relativas a los Expedientes de Crédito.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La totalidad de los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso serán administrados por el INFONAVIT bajo los términos del Contrato de Administración. Los Créditos Hipotecarios fueron cedidos por el INFONAVIT a favor del Fideicomiso al valor del saldo insoluto de los mismos.</span>
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<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; font-style:italic">Originación de los Créditos Hipotecarios</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">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>
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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 otorgamiento de crédito se establece en el Plan de Labores y Financiamientos anual que es aprobado por la asamblea general del INFONAVIT, el cual especifica el número de créditos a otorgar durante el año por entidad federativa y por municipio.</span>
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<span 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>
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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 evaluación de los solicitantes toma en cuenta los siguientes criterios: salario diario integrado, edad del trabajador, tiempo de laborar ininterrumpidamente, monto del crédito al que tenía derecho el trabajador, saldo de la subcuenta de vivienda de la cuenta individual en el SAR del trabajador, número de aportaciones patronales hechas a su nombre por uno o más patrones durante la vida laboral del trabajador, aportaciones voluntarias del fondo de retiro del trabajador.</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">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, construcción, reparación de vivienda o pago de pasivos.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> La suma total por concepto de crédito, más el saldo de la subcuenta de vivienda, que podrá recibir un trabajador con ingresos hasta de diez veces el SMG, será la cantidad máxima de doscientas diez veces el SMG.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Si el trabajador percibe más de diez veces el SMG, la suma total que reciba podrá ser hasta de doscientas veinte veces el SMG.</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 cantidad del saldo de la subcuenta que no se entregue al trabajador por ser mayor a los límites establecidos en el párrafo anterior, o porque el trabajador haya optado por utilizarlo como ahorro voluntario, se aplicará para reducir el monto de crédito otorgado por el INFONAVIT.</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">El trabajador debe entregar al INFONAVIT documentación legal, personal y del inmueble que desea adquirir. La documentación es revisada por el INFONAVIT y, en caso de que fuese suficiente, el INFONAVIT emite una carta de asignación de crédito, documento que consigna la asignación formal del crédito, mismo que está respaldado por los recursos financieros suficientes para el ejercicio </span><span style="font-family:Arial; font-size:8pt">del mismo</span><span style="font-family:Arial; font-size:8pt">. El INFONAVIT verifica dicha información en la base de datos del IMSS.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">A opción del trabajador acreditado, es posible incrementar el monto del crédito solicitado hasta por un monto igual al 75% del monto máximo a que hubiese tenido derecho su cónyuge. El INFONAVIT, aprobaría un crédito conyugal si el cónyuge es derechohabiente del INFONAVIT, ha trabajado sin interrupción durante los últimos dos años anteriores a la fecha en que se solicite el crédito conyugal, y que el crédito complementario fuese utilizado para financiar la misma propiedad.</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">El trabajador debe presentar al INFONAVIT las escrituras de propiedad, un certificado de libertad de gravámenes, la carta compromiso de </span><span style="font-family:Arial; font-size:8pt">compra venta</span><span style="font-family:Arial; font-size:8pt"> celebrada entre las partes interesadas, y el avalúo de la propiedad emitido por una institución de crédito, en el caso que el inmueble no sea parte de un desarrollo habitacional registrado ante el INFONAVIT.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Una vez entregada dicha información, el INFONAVIT a través de verificadores de obra se certifica que la propiedad es apta para ser habitada, que tiene una vida útil de por lo menos 30 años, y que cumpla 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.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> Después de su formalización dichas escrituras se presentan para registro en los registros públicos de la propiedad correspondientes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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, o pago de pasivos por los conceptos anteriores, se constituye una hipoteca en primer lugar a favor del INFONAVIT.</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 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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Criterios de Selección de los Créditos Hipotecarios</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">-Las hipotecas sean transferidas a instituciones de crédito o fideicomisos.</span>
</p>
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">-Que el objetivo de la transferencia sea la emisión y colocación de valores en el mercado.</span>
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<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-21.25pt; text-align:justify; padding-left:21.25pt">
<span style="font-family:Arial; font-size:8pt">-Que el cedente mantenga la administración en cuanto al cobro de los créditos transferidos.</span>
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<p style="margin:0pt; text-align:justify">
<span 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:381pt">
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Aguascalientes</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:97pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Guerrero</span>
</p>
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<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Querétaro</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Quintana Roo</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<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:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Sinaloa</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Sonora</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Morelos</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tabasco</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Tamaulipas</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Veracruz</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<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:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Yucatán</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:middle; width:97pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Oaxaca</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:151pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Zacatecas</span>
</p>
</td>
</tr>
<tr style="height:1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:112pt">
<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:97pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:151pt">
<p style="margin:0pt">
<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">Se seleccionó 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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 18.88pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:9.47pt; 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>
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<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>
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<span style="font-family:Arial; font-size:8pt">Créditos que no estén participando en ningún esquema o programa de apoyo a deudores.</span>
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<span style="font-family:Arial; font-size:8pt">La totalidad de los Créditos Hipotecarios deben cumplir con las características antes mencionadas.</span>
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<span style="font-family:Arial; font-size:8pt">En la presente sección, se detalla el estado general que guarda la cartera de activos o flujos de efectivo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Características de los Créditos Hipotecarios</span><a style="color:#000000" href="#_ftn1"><span style="font-family:Arial; font-size:5.33pt; font-weight:bold; font-style:italic; vertical-align:super">[1]</span></a>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Recuperación de los Créditos Hipotecarios</span>
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<span style="font-family:Arial; font-size:8pt">A continuación, se detallan los ingresos históricos generados como producto del desempeño de los créditos hipotecarios, desglosando el total en intereses ordinarios, comisiones y pagos de principal programados</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">Entre diciembre de 2023 y diciembre de 2024 se observa una disminución generalizada en los principales conceptos reportados. Los intereses ordinarios pasaron de $84,774.3 a $64,795.3 miles de pesos, lo que representa una reducción del 23.6 %. Las comisiones u otros conceptos accesorios también registraron una caída, al pasar de $15,835.7 a $14,360.2 miles de pesos, es decir, una variación de -9.3 %.</span>
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<span style="font-family:Arial; font-size:8pt">Por su parte, los pagos de principal programados presentaron una disminución más pronunciada, al pasar de $235,986.7 a $176,130.5 miles de pesos, lo que equivale a una caída del 25.4 %. Este comportamiento es consistente con la maduración progresiva del portafolio y el agotamiento paulatino del saldo amortizable.</span>
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<a style="color:#000000" href="#_ftnref1"><span style="font-family:Arial; font-size:5.33pt; font-weight:bold; font-style:italic; vertical-align:super">[1]</span></a><span style="font-family:Arial; font-size:8pt"> Las cifras contenidas en las siguientes tablas consideran información de capital para el cierre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, 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:8pt">4</span><span style="font-family:Arial; font-size:8pt">. 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">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.</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 prácticamente todas las entidades federativas. El número de créditos pasó de 4,301 a 3,284, una reducción del 23.6 %, mientras que el saldo total disminuyó de $953,641.2 a $821,923.4 miles de pesos, lo que representa una variación del -13.8 %.</span>
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<span style="font-family:Arial; font-size:8pt">Este comportamiento es coherente con el proceso natural de amortización del portafolio. La disminución proporcionalmente mayor en el número de créditos respecto al saldo sugiere que los financiamientos liquidados en este periodo correspondieron, en su mayoría, a montos bajos.</span>
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<span style="font-family:Arial; font-size:8pt">La mayor concentración geográfica del portafolio al cierre de 2024 se encuentra en las entidades de Nuevo León, Tamaulipas, Querétaro, Veracruz y Quintana Roo, que en conjunto representan más de la mitad del saldo total.</span>
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UQPWtR0EForbXUt9B9J9KFO0b4U2N6rFrpHYDc+OHvp4CjXS7ntceda2q5x9C3tI+hVB+D+X6KVDuB7QvalLiLH1PpBrzpkjjnY7Ha30IF65rzs5V7ktrt2ULJx8enklHcG3cg4+jX+S482iVobp42ov7pcM05jKFyn/uOPPz60UfRfmj6v5vRzn8vH6XwrPEl6A98VH6dkMwlEWRt0lSbYQrJyLjIvZK/bzlEa3uJTT9xi9xZaXNLBbUtbVadIB+3XBH961gK7M+dgzz0hiJ/rUIu7cNtdC7jWp14o2QutdADXwu1LHUB116HUD3rW4ZzNaXcrHWpa+DlH3w9nfOpXjBEZMZ4lm0keT6Ct2GqNUfO6lRZb6jD3xPVsOf/U4Ta2WmNUHdLuI+hwV8YTo2dGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+HRybJZZZplllllmmeU1Ksd7wm7JiPE8Yg6M6tPRtMCfuSf6YOrQB6PqcDQtFp+Ol2AtGTGeR8yBUX06mhb4M/dEH0wd+mBUHY6mxeLTySm+zc1rZBS9MsaXj/x1dcErZ1C7Drx2zly1vqzn3+ZW3e2g6BrnvIrIt7m9D3MyN20U0DwUrXHO1jXpJUnkL0XfiOecGHLupM3EjL7E1zV6KtIHNHe+9pr28c1/aS57a2Mo+S3/XnRwZH/66uylRc0GtWdM03a/XtJK4E9vWvSgg1OyQ22Ks17zpei+VrI9xzm96OC2O1mHPXXIGAvPb35xWOfEuuYL7Zor7expP1xznwVsdru31KGWw2mrx/6nn34qjrm0H+7KySkeevTDgXQGkoD37lnYwQioXaedOZhL82Zf2vVqG6judlB8Ls3hfThXwReC4u2cQ83WtfEkaQlJoRjpBkqdmHB00mb6qH8mza1obeZUXfpIG0j7XEeO6Jd2po9OLzoItx+fVDwGsJcWGW9RiqnbXrqeWjmM60kL96UWA9hSh4S5VRS/jLNijA268XMvo7jtI+wJ7MI+97e0v2FPHTLGwvP7m2++eWR7yReQLrTpwUL0ogO4bxzP6eDtW+pQy+G01ffAW2+9VRxzaT/clZNTTMoDAg83HBGNHxVSm6N67TpzJdlXTgjV3Q7EyLmoex/98BFtOEq76hStUbN1bTxJWoLwFJIELd1v4uKkzXpqZozfCJ6Dr4muaOEJWbIPO9hk/BYUbald+uj0ogNgm9tPTiofS5vS2UqLUrwhY5q212LOOVpVbjJLrS3pSy0GsIcOopQPpTjLfuCo+5nbXtMHetoTfg9IXZw9dQCPsUO78tvPoXQ/kz+96wDyp3afBWx2uxmzlQ7ncthjj63aA7/61a+KYy7th7tycorJ9KTE+RdffHF/pC5xWRhYUA8Zfl3QrqCw6AcffPCzvqoL1Tn6E5vPBTiiPhTqoPF6CKKutnO2ro0nSUsQHb/1EKkEUEydtJnrjCVepc3wFHxNbJAmIu3jiA9oTx3dsBN/RPro9KIDpP1uN/nq7KVFLR8ypuds1zjXKmFcL1qkL633hCjlQynOHLFVEG/scdtL40QvOgB+YCc2Ukr7G/bUAZjfYwye334u3BdBGzZmO/Smg/y5pIPbvaUOtRwuxV57gAeg0pjaXLD4dHJKzuMMx3/4h3+4bwcGM5H30YMH6LrAUOalH8d33nlnuVKeiwcr6trMHAVz8V9H9OPIde/DDSPb6Ott52xdG8WzNfhOfIkZCUDhnOLxhbSZvrQp3mugeYi/tFRiksRpH5rRj/Lll1/et+EP+aAx6aPTiw6AzW7/LXZvpUXGuxbTc7azbxnjWjGPg+29aJG+ZAycPXQQpZimDuD3Ldq0j/BlpD2BrbIdG1MXZ08dwGOsmHp+//rXv34453r6ojHZ7vSiA5y7zzrY7HZvqUPmcEkH2rimGLNvSmMu7Ye7cnJKSUjhv4oY7OgGcem6oA9tzFvq6+txnbr+a4xjojGQfXRNbZpHbZdsXRNPktbgt/uuOCclm0kgylr4uq4lSSk93D7Oafe+8oW6tKZN7U5POgi38xa7t9KC9Ws6pG1e13XpwHlqJfCnNy3Sl7QZ9tDBUUzP6eDn4PGWFpDjRE86lHLlWpu31kFIC9o4Ur7//vuHc9nv566Dtzs96eC+ydaaDmn3HvsBSjqUYu9jXAdvdxaf+hHjCIwYz5LNJI8SaEu2WmPUvG6lxZY6zD1xPVvOP3W4ja3WGFWHtPsIOtyV8cTomRHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+nRybZZZZZplllllmeY3K8Z6wWzJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp+MlWEtGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+HRyitfF5CSvlgHfpKaeX0K6dJ06r6xxjVfQqGdf1uMb3EJ1t0P9eTWRc73Kln34hjdteoVR82hOKNnKOOakXb9x5GN8nlyvBtd7BM1kP/44aTMxVl/O10Z6ObRpTeIuG9CHNy/8mtAY+qCvQ3uv9KJFSQflumKaupRiTrv3cdTeIz3ticTz33VQPXUSqZdDW4/cYvPeOoDb9+LFi/ujx53PFOrOiDpAyReQL6KFDr4nsNP3xN///d8/2JN7+YJPJ6cYJKH8YYCHinzVTQ9Atev8No9+0Is5uZ59fT1QPdt9LhKOtb2P5qbgC0HSPN6P87SVeSUeD2y6sWhMaR6tV0Px7BV89odASJvpQw7I5zUhxsyfMST+JLRAZ/pSfvGLXzy6JpgDPShpa+86QEstajoI7aPUhT1EnWsaW4q/wJ+5J27H8584l+IO0kmkXk6vOtxi8946QMk+jzs25QfsiDpAyRfAZre7hQ5C95vS/R+7ci9f8OnkFJPJSQo/i63zHMzmZJHadd+gUOpLHw+e6m4H5zmX2nw+Eo02kpI6AVE/5qzZSjvBoR9H0BiQPZRcrwZ9ekUfeknJZnxGZ2K5BczvcIMntthCfNGSc2zgVz79mkAf2ij45tDWM71okToAMUYP9kfqgh1CYzlKh9wbau+VnvaE4/mvdYXi7jqJ1MvpVYdbbd5TB0j7PO6ckz+uD4yoQ80XwOa0e28dgDUV07z/l/byFT6dnGJiffDj0KeffvpQ52mWcyZBdP63Fn3yumBBGUL77373u5/19fVA9Wz3uXAQG9QH52ST2ij4RF1tNVtJUp2zBue+HuN8Hl+vhuLZI9q0SdpMP2LATbiUOGtATB3WRF/i7NfQgH/ornQNLUvt0LMO0IsWGTfFUralLtR188mxtJd0mHvi6ZD/rJtxT51E6uX0qsMtNrfQwe3jf4F53DlXjrvtI+pQ8wXULlroIHSfyfs/NuV+uMKnk1PeEYfefvvt+3ZgAdpwluv86cud1nWBEdTpy1Mw/39OqG+uR12OcBTMhWOaCxu8D0cC4W3YR11tNVsJpJ7SaWMtt13fXyqtV4NxvUIcS6TNxIU2CvHeAmKqIzFVblFYX3U0+Pbbbx9dq41xaOuZXrRIHZT7FNoyxrKHfaM/gfMhrbaSDpRe6WlPOJ7/3IM87tz0U6eR98QtNu+tA7h9/FMYOtfeAX2mjKyDkC+OfBEtdMj7TMbY97J0EGd86luM0RgxniWbSR5PoK1gjbxBrMGoed1Kiy11mHuiD6YOfTCqDmn3EXS4K+OJ0TMjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDo5Nssss8wyyyyzzPIalWLjLLPMMssss8wyy5HL8f7E2JIR43nEHBjVp6NpgT9zT/TB1KEPRtXhaFosPh0vwVoyYjyPmAOj+nQ0LfBn7ok+mDr0wag6HE2LxaeTU7xqyevd1PXqJfDKJW16HdxfNePVMr4FTvsy2cPrsapT6FOa319V4/juu+/+bNxoYHevEHP0SdJmf71wr1cc0Vprcu6v+b7xxhsP5+SMUN7p1WCH9l5RfLFb+0yk3S208DxxHbRfVdf+vKQDpUdG0iFjrNeQM+bu00h7An98b4u0uYUOIC2u1QFcPyd96olzOrjdrXUAz/UffvjhwR5/bpA+2Q5L+8kpftSIAnTknXsgGDz0UOechxdAbE1KuyanHz8WlYuV5vdxHHkAynGjoXj2CPG/ZkPSb++fOScfSuthiz6c/NxhI+TYnnUQJZ970KKUJ4p9TSeo6dC7FiPpoBhzT+bmzrl/YPHAyr2Z4u3Qqw7Yiq9pL/SgA6QW0gGbyZ9SDpX0g1F1cLt70QGI/TvvvHO/HxL+6FJqh8Wnk1Mlp7nhyXEWpQ9OIz6GsAmVBN7vk08+eahToDS/j6PkX4BGpFe7SQI0q/0gVII29CW59sBzQQmrDZnnDn3Jw3ww6j1/5G9uztZalPLEY1/SCc7pUPKpF0bSwWPs7dgluDdjO9e9HXrWAdJeaK0DpBauA59/2Ehhn4iSfmJUHdLu1joANmAXDzo8e3BOP4FOpXZYfDo5xcQUQFQedHBMT3gsoL/scI2FKXoAUj/IOpTm934c51+AtoNYL4LfnztpM0mDVtxMSxt4S0hS2ecfqH4uyBX6Zjv0qoPjvorWWpTypBR7t/2SDr1rMYIOGWPswW61J9y7db8VvetQ8qO1DuBa5D+FweciDz6pg49Jv9Kn3kh7Qb6I1jq4jewD/r3Ikg7YWWqHZa6TUwiKI9R5YmKQO8YEfBeDox6OmFATcxTUl8nvC9dK8/s4jvM7QNtTSta0mYSSBiT4HpBPrEdusD6QvMLPlTfKJwptDm29UvJVpN0ttADPE4+92/7RRx9dpQOlR0bSIWMse/Jeim20+/c4Be09k7kDaXMrHQANUgfFm4Jt0kFIP4e+PVPTwe1urQP4/uVhTPa4DqmPs7T3LcZojBjPks0kj2/k0Rg1r4+mBf7MPdEHU4c+GFWHtPsIOtyV8cTomRHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+nRybZZZZZplllllmeY1KsXGWWWaZZZZZZpnlyOV4f2JsyYjxPGIOjOrT0bTAn7kn+mDq0Aej6nA0LRafjpdgLRkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08kpXpm85p+qUJ1XL+mrVy3pu0z48Gpm9uE1NK7Rxqv0RwTfegUdiH+SNvurg3u94kheaU3OlU/KpZLtehVTfRzaeyV9c9LuvbXQethGzL2OrXkdLvlD6ZGRdAC93qtz2aN7svB+Dn17pGcdIO0r6ZC25/3Moa1XzuWO291CB6jF/uuvv344136Bmj6w2H9yivfo9cNZCMY79iwk8Tj6AxDX+H0Q+qmua7Rxnn30w0mgH5A6GopnjxB/EiFJm+nHA6r03APlTEK+0F6yndwiwZVrTs86CPnm9KAFSA9+c4N9SvEYl/Sq+dO7FiPoQPyxQRpw/yT3k+znTB2eB/a9fPnyUXw5olHuh9L+EL3qcCl33O4WOqR9pft/xr2mDyw+nZwqOU2bHKfoAYgnLLXpQ8n70vbTTz/9rA/j5ADHI4K/PUKiEPNrf5gLjehL4uyB549u7BxJcv6hu5LtXme806sOQr75f61AT1pgIzd9zllfMfbr4pw/JZ96YRQdhDTAZu6reV2onzN1eDppn+LL5yE2UviAFtKOkvqUfOqJWu6k3S10ANnH2oI2xdzjXdMHlvaTU3zA6KGEQTzdMaGemjjqAQiH1c5/iXDufaHUhwRSG2t5/6OgePaGkoPCuZM2oxP68OHnSbYHJK9yiSM3nJrt2El/9XXSp55w35JetJAOgv2s+wP49Uv+9KrFiDroHHu4oZdyH0ptU4enUbJP8dX/yajpkPpBrzqIkh/Y7Ha32g8g+7Ah7/8Z73P6LD6dnEJcHKHOf1kwiAEMBI56AHKHVfe+UOqDcfqvFuqlhB8dxbNXXBeRNqMTbRQSfA/4gGU98oP1sVM2KHFlu3JNdipfHdp7peSbSLv31iJ1YE3q+l6gXx/9n8IYSQchO6ULhevaEyL9Afr2SM86QMm+SzrU9APae6aWO253Cx2E7JMNxPjLL798OHcdUh9nae9bjNEYMZ4lm0kev6GOxqh5fTQt8GfuiT6YOvTBqDqk3UfQ4a6MJ0bPjBjPI+bAqD4dTQv8mXuiD6YOfTCqDkfTYvHp5Ngss8wyyyyzzDLLa1SO94TdkhHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+HS/BWjJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp8dO8aUmvVHDUW9qceT3WDhmO/VSm/BvX98yNr+1PQI9JQnxcx0g61CymbFbfMFN83qeAbqrXbkg+2tjoOQj9KQDpO3YTUn21iJt0FpuL21pe0mHnAvwpyctSjmUddhTh1ruqy1jLzgv2Q7X+tQS2VjzFfbUQXiMhWKdWp2zXWOS3nQAt7PkPzan3fJ9K9KO2j5RP46leNfaF59OTtGBc175y1fJgKNeg8926qU2YB7mlQHXjs1xo6B4tobX/6SlYsjvNkgXJ22mH+N49XntVxz5fSnsYm7WEehOG9fQnnWxgfLnP/+5OMb7MMbpRQcg5r6vZDdtynuxlxY1G1IfjzH9sg6X/OlFi9QB8LH1niBmnvtQ2ie6R0NJB3GtTy1xG2v3BNhTB/AYC4/1N99880irmu2MoZ0x+RnWkw7gWpT8B9q8vYUOuU+kC/UvvvjiQSPfD/jFGErl3nRahI7afHrSog1HOefoD0DeTp2iBdQH+LEiiurXjs1xo5CitYQkIn7oyjnHUjzTZhKLH5BCn63gxuGwFr+doRxkffJQPkBpDNcoyh/Rkw6CuGInvuGnfHX20uKcDaBYpw4lXS7505sW0qGXPZG573jOc86NHEo6wC0+taJmY+5v2FMH8BgLv898/PHHRa1Ktkub7NvTfkgtSv4DNrvdrXTIzwjOKbX9QDu2UrwdFp9OTuVFTYQResL1ByBvp07Rh5D6MIee0DjCNWNxPseNgidJa0gWYoj4glgnaTMJxRh0KG3s54LGbhPIVnKCa5wL5UeOoU5/ijaF6EkHwD/Fkk2JzeR2+rSXFuds8FinDlmHS/70ticyjq33ROa+cB04Yid9uK+WdHCu8ak1bmNpf8OeOmSMBe20UT7//POfaVWzvXT/hd50APyu+Q/Y7Ha30CH3id93fvnLXy69HucVdtIPG70dFp9OTjE5HRGTjirUgeO5/wXGeP5iQ53F9NQsB7hGn2vG/uEPf/jZuFHwJGkJwhNPxVz4uUib0UB/fSMn1oa5BTrz5J72eg5xLI3BNjZC+gi96ADYjz/4h+2cX2v3VlqkDYopeKxTB69/9tln92Mu+dOLFqmDSJthzz3huc86JR24xs0fu9TPdXH94BqfWuM2uq/OnjpkjEv3Gf36Oeey323XmNr9F3rTAbAx/Xdoc7tb6FD6jJAub7/9dnE/cGQMfSs+vXKKwSyMYwxmAIsCxw8//PD+mO2aWONZDHQEDGHea8aWxo2Cx7MlxNa1FIq3kzbTn7EUabUmaC1IVhI07aWwsVT3McohCn0o7iP0ogOQz4qnbL/Wbq5voUXaIB3AY801+pR0+eqrr67SoRctUgfRek8wH/MS07/+9a9FHYTujamL8kpc41Nr3MaSr7CnDkIx9nuT8psXgaSVcr12b8p+ojcdwLXwz1+BzW53Kx08pq4L//h6aT9ozBmf+hNjZEaMZ8lmJc/WsAYPuWszal630mJLHeaeuJ6tdICpw21spcWoOqTdR9DhrownRs+MGM8j5sCoPh1NC/yZe6IPpg59MKoOR9Ni8enk2CyzzDLLLLPMMstrVI73hN2SEeN5xBwY1aejaYE/c0/0wdShD0bV4WhaLD4dL8FaMmI8j5gDo/p0NC3wZ+6JPpg69MGoOhxNi8Wnx07xbev8wlGpTV9+ol3fcudI/VybX3P2+DLVHvSUJP7lMc7RsaRlyWb1X5tzdpyz168J8kh9Mqd60gHS/pL/sLcWFKcWU+9Xs73mT09apO2lGMCeOpyLedp2TQ7d4lMr0vaaLz3oAKzp9un80pjedRD4o7hSUgtsTru30kFk7Er20VY6d2rti08np+jAOa+M8cNCGsS52vS6H9foy3XaFASO1M+1+TXh842O4tkafh9BuhFXXgOkzg9H8VqhkzZznXH6wak1qdlBXtBGIT+83wcffPDIF0E/rnONHHJ60QFSC3xV/ZLdW2nBXMyLHb4fSzHFZtlVsx07uZYwrhct0vZaDGAvHaAU85JtHuOaDrf41Iq0veYLtNYBFFMKfVyHS2N61kHIn0ufEW73ljqA33NE2ue6+D+F4TrgF/0pJR3uymkROmqgnmq9DXjPHnjXnsJ1CsZ4YlC0mOZRm18TPt/opGgt0Yeta0gSJWkziYXWuQnWJO1gPdaleB6oX8kX7NPvPSQ96QAl+/E198JeWjAntmTsSjFFA24gjtuOb/Qv7V/86U0L2V6LAey5J0oxT9tqMc4cusWn1qTtWYfWOgDr8ZmIBuwF1+HcmBF0KOVV7TPC7d5SByjdc4Tsc1348WR8oOR+wFZK7p3Fp5NTeZFJs4067Txl8STGkTYM1ZMZdYqM4Ohtfg1yvtHxJGkNG5O4Ij4Qd507aTMbgn4kWmkzPJeSHaxJsrIeOQLeL30BtZF3OV9POkDaT70U2720INbEjT13LqYU9KDOXlWfki3SzcGf3vaEbK/FAPbcExlzqNnmMS7pcItPLUnbaznVWgegTSj+OtbGjKKDkD/nPiPc7i11YF7sIX665wi3z3V577337vtTsE1wjhbY6HsHFp9OTiEkHVmAjhRv45zJaZdR/NXmj3/84/110Fj6co06C/OUSLuuU+cc43I+xo6MJ0lLiC0xJp7EGIhvibQZzfQXOfRfG7cD7fUUr3xRDqhf+qIxJR9FLzpA2kn+4ydtyn2xlxbMy43kUkw5cqPBLs7ddn4VlzEiNQDG9aJFxj1j4OylA3jMWYeY1mzTefoi/W7xqRVpew/7AWr3GdbERto4gmJ7bkzvOjiy0e/NDja73VvqQMz8nqOYgtvnuvzd3/1d8X7GEX3oyzVn8emVUwxkYRbRgjKGNiZjIkGdayQBcNQimkv9add12nUt56sJMAoez5YQa+kmLdGkRNpMf2kkbdfE7SCBSVDZ6/mgfumLcqnko+hFB0g78ZE6RftF7KUFc3HjorBG6pAxlS5uu/5pHJG+AP70okXGPWPg7LknPOb6pzBqtinG6Yv8ucWnVqTtWXda6cA62hOcE0/fE7Izx4ykgyN/zn1GuN34tJUOgrwA6QBun+vCf4x5vF0HbNRczuJTf2KMzIjxLNms5Nka1uDBd21GzetWWmypw9wT17OVDjB1uI2ttBhVh7T7CDrclfHE6JkR43nEHBjVp6NpgT9zT/TB1KEPRtXhaFosPp0cm2WWWWaZZZZZZnmNyvGesFsyYjyPmAOj+nQ0LfBn7ok+mDr0wag6HE2LxafjJVhLRoznEXNgVJ+OpgX+zD3RB1OHPhhVh6Npsfj02Cm+bZ1fOPI2jv6tdtU5+jjvt8cXpXqh1yRBC3TUWw1OyWY00zfv96Bmn3Kq9kW4WnuvOjilfdGDFqzlMWX9tLVUr+nQsxbpq+hBB0jbUpeS7bf41BM96+Bk3Gs60E5JetehBDan3a11eC6LTyenEJBzXhnjx5skKudq4xU0ijutOkdeQRP0p515mLeUIEdE8ewNtOB3nEqvLabNvHaIfvTntxX2oGQfdpBX2IA9FLedduVm5levOgjtt6S1FsTb7wGKPW3a92l7TR+gX69apK9Oax1A+S+8zhFbKNIFbvGpJ9JX0YMODmv6PSfrQnvC943oWYca2Ox2t9ZhDRafTk6RfNow+q9xbwMecGjLDae+BIOxjCE4tPOOPoXrrwOeJD1Bwuq3EZK0mYRGa8bsRdrHzYRz8oZrHJVrDv1oT7961UHwuxTsl6QHLYB1iTVrE1uPb9p+Th/86V0L+eq01sHzv1THFmyiqM25xqdeSN+cXvaDk/ec0j2otG9Eax2widzI/xNwDmx2u3vQwXmGTyenMvkkqkOd4htLdY4Egw8xzrlJvnz58uEpmOPrgCdJT6ALOpSe2NNmkok+aFj6AaktqNlHLlGnnZI3FI275FNPYCt+4Q/7zOlFC63FTQ472b/YUbKdtpo++NOzFu6r04MOQKwd1bEHbbAl+1zrU2+kH9CLDk7ec0r3oNw3TmsdiBv25l49Bza73T3o4DzDp5NTiIhoepiheBvnCEo7Dzq0sRh1jeGIIRr/4sWLh5skfwVijqPjSdITaCUd0cZJm9FQf7VD/z2o2Scb2Gy6Rk7pL43X+tQT2MtmxUbOndZasLdZk7gSZ8499m77l19+ea9D6uPQr1ct0lentQ4i46k69mI3dhF37YlbfOqN9BV60UHkPSfr0gE7z+2J0cBmt7u1Dmuw+PTKKZzh5oZj+lMSAqoNcVWnaPORBDrq4Yj6+++/fz8HMJY5jo7HsyfQJrUVaTPXpTHj9qBmn/KKTUbhmtpu8alH2D9Jay2wSeuVYi9879f6AP70qkX66vSwJyDtUh0bsEU5JC1u8ak30l7oRQehuOuek3XpQDm3J0YDm93u1jqsweLTeGL0zIjxLNmsTTwqo+b10bTAn7kn+mDq0Aej6pB2H0GHuzKeGD0zYjyPmAOj+nQ0LfBn7ok+mDr0wag6HE2LxaeTY7PMMssss8wyyyyvUTneE3ZLRoznEXNgVJ+OpgX+zD3RB1OHPhhVh6Npsfh0vARryYjxPGIOjOrT0bTAn7kn+mDq0Aej6nA0LRafTk7x5hZvgVE4V5ve/KJdr1Wqnwq/96Nz3gIDjfV+FNrUnt/6dxsoWWect3FeGleyR3idcfJpLXpKEnyl8I19CufXvmlBX+KXbzA8FWnlOVGKvfqB7L1ljOhJh7Rf+4mStu+pBeT6mSdZF1kv9QH86UkLkJ0ce9Eh46ecuWTrJf2cXnQo2UidkrHdQwdxLnZqTx1q96ZaO/S0HzzP0jcHm93uLXWo2ZH6eN39cK7w6eQUHXiVjyOvtvEbBpx//PHH96/yca4fM1Rf+nHOq5caS18FhgWzr34c0duF2jiqeF1Oqs3t9H4le4C++KtvrnM9g/JcPElaIt854i/xIC6UTJK0WWMZ89z4kKSsyZzAfNLGbwzZD82wgfLpp59eNcbpRQdIn7Up8Y2cdPbSohY71qGdgp2sKRu0b2hzO12rtJF+vWkhe3rQATx+2ptuG+ulrTX96Kt++YZOLzqkjTrneMlm9V1DhyRzX7g+H3744YMN6IANjKPN7021duhpP3hecZ913xxsdrvVbwsdMtdF6uN59Pnnnz+cuz21uWDx6eQUnTSQzcUA2hCfBbnGBBJTiwNHic04xvh82Zf5BXMLn0djVKeoj+Z1O72f12UP8MBEnWvAdc21Fp4kLcFHxJfv1JU8+O2kzdyEiBVjXKunwHiK1uSIDbJLZD89GNP27rvvXjXG6UUHqPlMW7KXFrXYlfKEPUK79j7XpA9wX9C+Kn2A9aRF2g4tdQDP9dSDnPGYytacw0m9RE86uI0c/V7lbKlDwpzEl+JxLekjHahznrbX2qEnHYTnmXxzsNnt3lIHkXaU9Mlcz/0izvh0cooJ9TCAQ3qw4KkQuEb93AMQYyhq03zZ1wPmhmkejfU6RX00r9vp/VR3ewiK+vIXKCWz5loLT5KW4CuxJQ4kBf5y1BOxkzbr6Zqj4vdctKZ0xbbSzUH9/KbDL4pfM8bpRQco+UxsSxt1Ty0gY1fKE9aX7RRyij1EO8g32i/9l2NLSrb3oEPpA5ZzYsp6omRr6geul9PbnpCNea9y9tBB1O6RqY/rgC20Zbxr7dCTDpln7puDzW43/bbSAUp2lPRRHv31r3995IdTmgsWn05OMSEJyBHBuZFxzv8Co865/1s/Ehg4UgfdBL3N+3J+7n+BaQyoD0cKD1/e5nZ6PwKR9nAkgKB+Pq4UuKfgSdISYkDBP5JGGhAzjzGkzfRHaxKb8WvA2uB6yS7/L1X14xrr6+Z4zRinFx0gfYZaXPfUAnSumGaelPSizh6mzhiuea45+NOLFm4759CDDsytXOc/OImp4kmfc7ZqDvowrpRrohcd0sa8Vzl76CCUH8p9xdT14XPC163dz0bQATLPajHFZrd7Sx3A51RMObo+HuPf/va3j/zQGLjg08kpTa4J1MYkeuJSO8ggUD/QU5q3eV+gznz50OFjgLpsomge1TVn9uN7RprHnxqF26gxR3sAko8U1fGTpElKNuumxLg1kFayQ/HmqGvg59Itx9An8yTpRQdI+8HPnT21AJ1LB9mqPCnZDuqPDvTxXHPwpyctoEcdlOuKK0fiTnGNEl1zLUp6QS86pI2X8idZWwchu5T70gKkD3hs05eRdADsw04KtpfsBWxOu7fSAdwOzrEt9fEYpx/SAS741I8YR2DEeJZsJnmUQFuim8XajJrXrbTYUoe5J65nKx1g6nAbW2kxqg5p9xF0uCvjidEzI8bziDkwqk9H0wJ/5p7og6lDH4yqw9G0WHw6OTbLLLPMMssss8zyGpXjPWG3ZMR4HjEHRvXpaFrgz9wTfTB16INRdTiaFotPx0uwlowYzyPmwKg+HU0L/Jl7og+mDn0wqg5H02Lx6eQU35r2b1GrTV9y4sg34dUnv7HvdcbpdXnGaT7ONVZfalJb7Zvao9FrkpyLc9qMNtJ6qy9k1pB9soG6bKdwLmrt0KsOMIIWJR0c7WlR6gP4M/fE03HbPMbnbIdrfOqFEXQA2cf6FNav2a52CufOqDq43T3oIBuoUxRvvzdd4dPJKTrpPXr/fR1NxpFf5FUf3v9ncaAv8+ihh+vUMZBx1Lmm3//h1TnGc632m0Cjonj2hhJEcXfSZvVDk+y7JawlW5Q32PHNN9885J3fTOhTaodedYDetajpwB5mT7N/aRPcB7hOyRsN8/SqxUg6eIxpP2e7j3OmDk9HMdX6HNkPNds5H+3edEkHt1v9Wumgc9nh/xSGXpOHK3w6TUYndeAmxwBv41h7AOLBhTrXgOuca1HqFBJBT2Qq/vTIjXV0PEl6BM30oCrSZq6jKRq6PluD/v4QTO5gA+0U5Zsgf0rt0LsO0KsWNR3Yu9hAIfZCfbMd8GfuiafhOnBT1z3WbS3ZnvqJqcPTUUxZlw/VvOek7SPfm2o6uN2tdRB+bwKulzjj08kpBGMywKFzD0BcowCTqi9/zdFNUIbpGoVregDSX348eDXjR8KTpCeIM/Fl8yZpM33Qj6N03hoSlHzxX+nliM38Gjm5wrnfULheaodedYCetTing8eYuAvdkLT3HfyZe+J2UgflOW08DNVsL+knpg5Pw2P6zjvvPOhAe81218z3DYyqg9vdWgflNkfFGFvyIecKn05OIRaTc+SGxiZjcn7uWm3vvffew8L0pQ9HFgH6qdCPdoyljmE6xyA5oTbm8Se7UfEk6QliLn2loUibSaYtf+a8BDZhm/KC3FJefPDBBw/n2MZ1HqS9zyg3GehZi3M6eIxlOzrQjn2UvNHgz9wTt5M6sKbsxZa0XVrkOGfq8DQ8pn/+85+v0mHEe9MlHdzu1jpwnjF2O6TDFT6dnNLk2VHtLKZJgYcbFvUbntq8Hw8+mo825qKPHprUVnpCGxFPkp4gviV9oWQziUORTnuhPGBd5YWfg/Ir251edYARtCjp4GC3dIC8Fwj8mXvi6bgOxJgCabtrATUtemQEHQA7r9Whtm9gVB3S7pY6QMbYYy0drvCpTzFGZcR4lmwmefyGOhqj5vXRtMCfuSf6YOrQB6PqkHYfQYe7Mp4YPTNiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp5Njs8wyyyyzzDLLLK9ROd4TdktGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+HS8BGvJiPE8Yg6M6tPRtMCfuSf6YOrQB6PqcDQtFp9eOcU3pnkVnVfbeHuLut6rVx349jV9gDa11/o4fGv8mnkBW7yoL+e82tbjF7B6SRJila8oEl/F2kmbNVYxXxP0l55ui7SnoCtvHUpnrpVs1xj1cXrRAdIX1+aS3Vtpodgp3qKkD339vGY7bQn+9KJF6iBqdjtb7gnmU8w1d+qQcS+NAc7VL+lZB465v6G1DpAxdVtrOQXX+tQa2Vm7NwM2u91b6iAyh8/tiZ9++un+nOL3s9TOWXw6OYWQdORVMc5ZzF8d40gdWJzfAKAfbczBQrU+DsZfMy9wjdcNMZ7zr7766sFG9e0NT5KWkASKLUfq0jRJm+lDX2LvybQGyhPm942DxqwnWz2fXr58WbSdugp9nV50APeFIzlMjlP0Oq3YS4uMt0h9Mm8Ub/ki2I+lmNPWixapA5yz22HMFjqA8gCb9CGaOmht7OBYGgPYlj6KXnXIHHNa6wAe07wXlXIKbvGpJW5n5pyDzW43/bfSAUr7Mu3T+tjy1ltvPWjn9rh2rg8sPp0WoQOiM7GesnyQJgF+iIiHD/VhYX8gyj7OtfMKv66jyHoPpGgt0UOiJ0QpZmmznqzRITfCGjB/2sEHMoV1dfPhSJLL/hxDbihnchP2pAO4L/ihPE+f9tKiFG9BPe1SvRRz9fd9K/CnJy1ch0t2O/Tdak/IhtRC9oHbSFttDJT2PfSqg5CvTg86QMbUbS35Iq7xqQdkJ77UbHa7t9RBNnjOC7fPr//qV7+q3s/O7Ye7cnKKSXGEwdzkGEAbDzWgBxE95KgPwnOuh6BSHxamH2D0NfPKWF0Hjh5snO0NT5LWEEPFVfi5SJvpwzhiX0rC58L8mYwkL2uSrLpOm+udtvsY8s/pTYf0hXPPbbGXFhlvR/F31KcUc66xZ7Gddoe2XrRIHS7Z7dB3Cx0Au5iX+RVn4Fw66MZOXe2lMcC1UnuvOoi0F3rQATKmOtZ8Edf41APuFz4l2Ox2028rHZi7ti/dPt8TPABhT+l+ltqJxaeTU0zEf9nhDItzZKDaOCKyP3SwGAsTBKAfi2QfEkROXTsvY4C5ZXiOS4d6wJOkJcRQcUJ8UYpZ2kx/2raKsbQF7ER/5YfsJR+wn0IfkC21MU4vOkD6gq3Shpx29tIiY6eYgusjtLaP4z9qGIMP7FPaS/70okXqcMluZysdAFuUD4opuA6sz3UKNvsY1y/bnV51EKW4ttLhUky1dvqiMeIan3pAdpb2PmCz272lDrkvPaa1PfHixYvi/ayknVh8eiwGC7uA+ouQbhB+Dfh/ovQBPY1lH8br6H3PzasxmtPxcb2R8WxJKU6luJVs1mbeAteapJTWtOsaR9rdBz8qj3yM05MOJV/83NlTC49d6pC4rRrnOkBpHP70ogX2pQ5QszvZck/IpnM6KObC/XAt0j/Ruw7X2ryHDuBa1GxNXyi+J3yM6EUHx/0pgc1p95Y6gGy5dk9wruuuQ2onFp/6E2NkRoxnyWaSxzfyVmy1xqh53UqLLXWYe+J6tpx/6nAbW60xqg5p9xF0uCvjidEzI8bziDkwqk9H0wJ/5p7og6lDH4yqw9G0WHw6OTbLLLPMMssss8zyGpXjPWG3ZMR4HjEHRvXpaFrgz9wTfTB16INRdTiaFotPx0uwlowYzyPmwKg+HU0L/Jl7og+mDn0wqg5H02Lx6ZVTfKObV8Z4tY9vU1PXt6pVVx+Vzz///OGccXxhyfuU2iiaL/uB2nnlrfTt7Z7pNUmINzEuveaYNquvdNoDtGdNijRX3tRs1xjalTuiVx2gZy1YQ3uS86yXdKL9nA5zT9wOa3jceROGc8W4ZvuIe6LmC7TWwcE+1nRdztlO/Ll/Jb3qkDnmYLPb3VoHcHu//fbbou38rATtlNRi8enkFJPhEK+Mcc5A3u/X62ccqVP0k9OUTz755KGu696n1EbByFI/jJQdnPNu/0h4kvQEH1aKM0cnbaYP+qPNXg+gJK5ygTUpysGa7dRVLvnUEz1rwd6XDuzRrKdOwH6ln/o6+DP3xO1k3PmQcVtrtstG2kta9EjPOgg+i7AldanZTrvuX0mvOmSOOdjsdrfWAdzeb775pmi7+mBrPqgtPp0mY6A2mp6YfDJNTuGhxPuorh8butRGgVo/J+u940nSG3qgzIRNm8mDvZ/u+WClsC7rC+lfsp2cJG+u8ak3etWCeLOWdMh6SSf6aB/nfsWfuSduJ+MOHLmRy9aS7YwRJS16ped7E2tKj5IuNdshNYCedcgcE9jsdrfWQbi9Nds1Lll8OjlFBxyhMx8sCEobDyXgD0B6AlYbdQoBgXNtGudt2c8DqvZR8CTpDRKj9JCZNnOdfujkybYlfKiyJjcTt0/nJdt9DDnk9KwD9KoFdrGWbMt6TSf2LP1K/sw9cTslHYi93xtLtnO/5B7OtUs+9USvOgBr8nmILV9++eUjXaBmO5TaetWhlGMCm93u1jpw/3F7z9nOOK4ni08np9g0/Nc0zrAIRwapjSOTywjaKB999NF9EIAPIa5TSm0+TnNlv1yTtpHwJOkJEkYxJXGdtJnrtO0Zf+VH2kd72k7dc/Ean3qiZy1Ksfa6x1x/VqZdffJGg+29ajGSDjzYUKdwraSTtKCNonurmDo8DXKaWJL3PABl3Es6iJKNveqQOeZgs9vdWgfO3d5f//rXj2x3HXgwKrH49FgMFnAB9Rch3dhkhMqPP/5430eob6nNx+m/UrKf0JjRyHj2RC2mJZuVRHtC3nnugex12z1vSmOgZx2gZy3Stqwr5q7DOX/mnngabhvxpu5tfs7R98S1PvVCzzoI3WfS1poOMJIOpRwT2Jx2t9bB7f3+++8f2e46qH+y+NTvphiREeNZspnk8Y08GqPm9dG0wJ+5J/pg6tAHo+qQdh9Bh7synhg9M2I8j5gDo/p0NC3wZ+6JPpg69MGoOhxNi8Wnk2OzzDLLLLPMMsssr1E53hN2S0aM5xFzYFSfjqYF/sw90QdThz4YVYejabH4dLwEa8mI8TxiDozq09G0wJ+5J/pg6tAHo+pwNC0Wn05O8W1u/3a1vuHt/9SFv+7Gl5/8N3p8vKCNcfTTNbXxalrpG/Kj00uS8Jqi4qwvqnEk/knajFZ6xTA1fS7Mx7w5t9bUK4vKL+q1nzkXGuP0ooPw2Luv6c+eWkApdqB21nS9SnlVahP405MWrgOv8cu33Bd77wnPffA2xdRtL42BWjv0qgNkXeypQy2POVdMf/jhh0fx9Ws+5tKe6JFSzglsdrtb6MA6tGtNr0sXij9XSJ9sh8Wnk1M83PAKGXCkTnnx4sX9b/TQxg1DPzhHsvI+PsaCjwfaWZQ2zhnLGLVp/NHwJGkJySEdOSI+GlBP0mb6SOu1H1LJBeWTJzfruL0cVWo/cw7kUSnmvegAGXv2AHFQLJw9tajFzttTr8wrKLUJ5ulFi9RBdtPGubOnDpn7kDmStpfGQK0detUh686eOtTymLrKy5cvH/WRLdQ5ikt7okcu3ZfcbvzaW4e8F3n9vffeezh3e3iIKrXD4tPJKRbjgYSnKY7UKTwAuRFcB34ASf0hjaWuG6ae0mhzsn4EPElaQ/xJUhe+FPO0mXFsBjTLD4bnwvrMy/ys4+ihGHvJJeUY9ZIvtGm+pCcdhGLPUXsn9dhLi1rssl3nrhfHkhbZBvjTmxYec/mb7LknwHMfsKmUI36eY0StvWcdoAcdSnmc9yKPr/YJpP3n9kSPYH8p5wCb3e4WOmAT6+le5HUegHjY0TVBW6kdFp9OTjGZnpQ4Uqf4AxDGMBlPXlyjXYmguqBOYFhU/dQmMOpoeJK0RFplcqJBkjbTB43RzTf4GmAX8yqHHK6pXXnGzeazzz6r+kJeYT/9nF50cNxffCEOGYO9tKjFLttTr1Je1XINmKc3LTzm8inZSwfhuS9KOeLnpTFQa+9ZB8g67KlDLY/9XsRno8dXH6y0uf21uaA3HZxSzgE2u90tdKCd9RR7r//qV7960Mhtd+0qPp2c4iKTgQJA4QGIGyJO8hSMUf7gwsQsQl/148mNpKA/dbVjsNo4pkFHwJOkJWhEnCloJEoxT5tJGNq20AhbpL8Sk5zKduUT9bfeeuuRLxqjDUA/zp1edHAUS/yTr5fs3kqLjF0tpqmL59WHH374cD9QG/0dbO9NC48j964Se+kAHmPuncS0liNaO3WRftnu9KwDlOK6pw6Zx4op6+hehD4eXwrnFPaNxlzaEz2CL/LNcw6w2e1uoQNH2cf6XucvQNJI11I72p3Fp5NTOKw/EemJlsI/dYGwFF1nYodr9FU/v551UP8j4knSEmIuPTzWpbiXbFbibYHbRFJSh7QVH1TcF4pyETK/oBcdHPctfRV7a6HYuQ7gMXVbXQu+eIgOqY+DP71p4TaWcgda7Ylz+wG87tc5ak+UxkHPOsC1Nm+lQ+axa8E15UrGl3bVOV6zJ3qlZC9gc9rdQoe0z+uuEW3+vKJ2Z/GpXzFGZMR4lmwmeZRAW7LVGqPmdSstttRh7onr2XL+qcNtbLXGqDqk3UfQ4a6MJ0bPjBjPI+bAqD4dTQv8mXuiD6YOfTCqDkfTYvHp5Ngss8wyyyyzzDLLa1SO94TdkhHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+HS/BWjJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp8dO8VoZ8C1qrukLSLxOpm9i65xvVvN6Gf14PRDoz2tstPH6mb4oxeumtJVeRzsSGc+9QRPpgy0UzmlT/P1b9JA2o4/GPlcrzcW65AH5pbmxSaR9+KH6119//WgOkXM7tLdEOkDa6fVWWvAGV8mGkm3YTB1K112rkj+UVrgO4PVLdjtr6pC57jFVHmecZStF916/LnLfO7S1RLEv2a5rSdq8pg7g69ZiCt7P90NtTElTQXsv+P2YV8nP2ex2b6lDLXalWGscJa/BJR3uymMx9ADEhDy06DU36tpQOudHoeQ8Dz0sTBsF6MN4b6OP1jgiGc89UfzRh7jnDRDQ69KNkTl4oC2NfyppD2tkQoLskw8+ruZTqb0XHRzZSf7Th5J99tLi97///f3Ng3ndhpJt2MANBErXuU+U5gL8aaUFNroOWedILK7Jny10yL3odmScub8SY1GLeckX0cueSNtTF2dLHa7Nh+zHufZDbYwotbfUoQY+6X5cs9nt3lIHkXZkrEvjSp9vcManx2Kw8QiEHHahNYHO6ScDOOpakm2lPkch49kC4kuRhrpxcuTmU3oSThhPLpA4z0W2yA4lbuL2kV+yn/45h6i109YabBNuJ5uUc+LrfaBkN33W1uLXv/710vLYzrQNe9GKeuk66Br4XEDfkk97kjapnjnmlGxm3Fo6eK4Dc7Om8jjjTF/uxepTi7nm8bkEba1RDEXanpRs1hxr6ABa91w+AP1yP5wbQ3/ae9TB8fvxOZvT7q10gJIdtVhrHH1Ln28XfDo5hSMM5H9b4RCLAf/lwTmTqE3nLKY2Asg5RwWTOk+J3obhvgGOhuLZEiUEILr04pjJAWkzuqIXN+G1tJIdUErStE9/UVQ7+BxOqb03HSDtZJ9pX4i9tOCn4zl6fB3ZxjVsotRsx8baXBrbkrRJ9VKOiS11yFwXpTxWnFnfbT0XcyjN1VoHOGd7yY8tdRBa91w+AG0U5TTnl8b0qoNDTD0Xaza73VvqINKOWqw5V1vp8w3O+HRyCkc454HFHWJi6gxeBvzrG2+8cd/OpPqvEvqwOIVz2riGwbQRMLWx1lHBx9agFTdOxRudpAmllAgO/dX3uVqlHUAuCGxRjmlN2pSPlM8///zRHBpTmlvQ3hrFOe2Ub/qOnJN2b6XFd99993DOHlVMa7ahD/j1Tz755OE+4HM5tFNaIh2E6p5jl/JnTR0y112Xjz76qKhD2poxl34j7Im0XaROkDavqYOo5YNiKty+3A85pncdHN2PL9nsdm+pQ9qhmGasBddzT12rw13pS4zRGTGeJZtJHt/8W8EamZhrMGpet9JiSx3mnrierXSAqcNtbKXFqDqk3UfQ4a6MJ0bPjBjPI+bAqD4dTQv8mXuiD6YOfTCqDkfTYvHp5Ngss8wyyyyzzDLLa1SKjbPMMssss8wyyyxHLsf7E2NLRoznEXNgVJ+OpgX+zD3RB1OHPhhVh6Npsfh0vARryYjxPGIOjOrT0bTAn7kn+mDq0Aej6nA0LRafTk7x2pi/nsxrZS9evHhwnMK3sXn3n1fleTXTX4Wlznv69NOrm5TX5fV3ga8t4dvyaMlRcderpuhBPUmb/XXD52qGLdfYoTW9n3yBmu3ex0mfWpK+sV+oU/ItirR7Sy1KsVPeULAtbc3XTX2MayfUtwfSzvTVSZvX1AE89pkfInP+mjGXtOiBUg61uDeBx7RkF2RMfUwt3rlvHNp6QfbLTvfNUR+xpQ612JVirXGUvAa1dljWODlFRx5cgI608wCU4gGJQl8cZxx9eDCiAHXev/c25mTc0VE8W0CMiTea8OBJcqAFdeAaiZCkzfRb62fOBbmi+Up2kBvYT8Fe9wVKY7KP01KHJH1jb9Riu5cWL1++LMaO/4ghb0TNVsbyoQXyqdQXf3rRIu1MX50tdci8zfwQ9FHOXzsmfXR62hPgOeS+OnvqINwu8Hspa/uY0n0WSvEXPenge6AWD8Bmt3tLHWqxy1iX7PXPGafUvvh0copJcIiOTMpi+RcggYHUSRLGyaAk20p9jobHqRXE2R82qZM46OrtomSz5kDr58La5BP5UrODvMMO2j1PLtkO3l/0oINI3yjUKfjmlOym/xZaQMaOa3wQybaSrbrxCPa/+nDNUXsPpJ3pq1OyeU0dQLEv5T72lHL+3Bi4pEUveA7VfIWSzVvpAJnb4Hapr46la8C5dLgmt1pR2gPuh5AvDv220KEWu3OxBvr6vU3U2pc1Tk4xCZuHhyDOKaW/ADEJAeO6+tKHpFHiaB5vI7HcgaOieLYETRAc4dFCei6C3587aTNj0Y2b7HM10/r+gVuzA9hMyhmgz6Uxpbb0qQfSN/RJ29PuLbWAXJ/12KvqK9zWvJnUfqIepFsPpJ01X2FLHUSu6fnBNcXO+50bA5e06AXPoZqvkDZvrUPmNtDm91LQsXTNuWaPtwT7M19KfkgfsbUOkLGrxZpztaV2tXZYfDo5pUl4cGFTUS99B4gNhtOA43pIYgHq9OMBiaDShtFq07gjg6+tQTsSxbUQpWRNmzWW8lzNlBMU7BKyQ3nHOvTR98fEuTHC+wjm6oX0jf1FHW2ItZN2b62FH10HCmuXbGVPQ22Mo/YeSDsv2e1wXX2fq4NQ7GUH+aHvVIrcr6Ux5NS1WvSCcshJXyFt3lIHcLsUU63p91KNyWsac8seb0kpXzweQn3Eljpk7M7pAFzPe5vGlO55YmnvR4wjMGI8SzaTPJStUWKvzah53UqLLXWYe+J6ttIBpg63sZUWo+qQdh9Bh7synhg9M2I8j5gDo/p0NC3wZ+6JPpg69MGoOhxNi8Wnk2OzzDLLLLPMMsssr1EpNs4yyyyzzDLLLLMcuRzvT4wtGTGeR8yBUX06mhb4M/dEH0wd+mBUHY6mxeLT8RKsJSPG84g5MKpPR9MCf+ae6IOpQx+MqsPRtFh8OjnFK2L+CiCvj/kr7rz+Tt987RI4Uqe99No7r6zRxnUozQfez+3R/COA/a3QK43EnhjyzXnFjXNd81cIIW32VyOf+4qj1qXo2/xeF2k7dqv+/fffP5yn7e6jQ/9WuO3Yi5/UKZynr07avaYWbscXX3xxf0wbMk+yXrI9/XVop7TC88Ntr/ki0uY1dQDWY12R9XM547roushxDm0tkRZp4y02r6mDx5T4116Z9ljrp2GOoINQPXPMkS9iSx2wRXW3Q7HO2FP/+uuvrxrj0H5XTk6xKA8jQEfa9QDEDx7px7ao63eCJCxH6t6POfS7DlzjYYZxUJoPvB/n2EBwNP8IKJ4tIX75Tx0QV5KhFMu0mXH8HpT0fQ486LKuyHqC7b4u+pOHtOc1csx9dHrQQbmbdotS+5ZalNbLNmJJm9preVOaS/46+NNKi8wP7ke0US75sqUOwHzclEXW06a0vbaPSr6IlnvCtUgbb7F5bR0g12cNfyAuxVq5PrIOWa/tD8Bmt3sPHfJ+otxRP6+/+eabRdsvfe7dlZNTXMQhFsU5BuoBKAcCbQoKhXr2o04iqY82eGm+7EcfbOEcB0tjegT7W0KcsEGbUnHTwyhkLEs204cxxP45kEdoKJuy7qTt6v+3v/3tvp1CgifpD9C3JbLd/4vGfUtfRcnutbRIO0o2sN/Vh1iX8qY0jnP562iulshu7ifYgk/nfIGSzfRdQwfW4h6r2GYdZJdsS9tr+yjHObS1BvvSxlttpv8aOoDW1rrkPFo4GWuKcn1kHRzqpf0h5ItDn6108BiLvDd5XX8BStupi4pPJ6e4yIQ8BHFOqf0FSH04Vxt176ebJ8FRP56Wa/NlP61NwUbmHwHFsyUkj+KlI8lEO/HMWKbN9EUfNoQn0FNgLiUr62Y9ke26zgYgH86NKbW11MFtd1wXyDpsqYXwddOGjHUtb3xczV/An9Z7wu0G7jW6/8DeOrCW4sJ51p20TbZfu4+c9KkFblPauLcOwtdl/sxjjzWfS/RVnyPoAF7P/QHKT7GlDrX7Sd6bSp8LaTt2Mm9Jn8Wnk1NaWA8j1PUQgiE4SV+edllU/UGT048F1S+DQz/qpfmy3xtvvPEwvx64RkDxbAG6KaaIDoobdY+3kzarLwUNnwPjNRfzZl15lLYrPyjvvfdecYwo5QZ9W+G2Y1v6VtJJpN1c11zP1cLX/fzzzx/ZoJimPlqffuSNz/HRRx/dj0l/HbW3RDbJN33vsJUOwu95QF06pG1pe+pUG+fQ3hrsTBtb6VBal88voZh6rH/9618/nHN9ZB0c98W/lyvko9hSh7yfKKYZa6/z0MNRtmuM7GTu0ufeXWkvxpEYMZ4lm0keytYoSddm1LxupcWWOsw9cT1b6QBTh9vYSotRdUi7j6DDXRlPjJ4ZMZ5HzIFRfTqaFvgz90QfTB36YFQdjqbF4tPJsVlmmWWWWWaZZZbXqBQbZ5lllllmmWWWWY5cjvcnxpaMGM8j5sCoPh1NC/yZe6IPpg59MKoOR9Ni8enkFN+Q9m9Jc65vgvMlJF3jqC8/6YtJ3kZhnI93uK65QGOPQg9Joti7HsJjL0o2o+1aujBXrlv6Uhtt3p7jSrZnPoledBDuC+fSJm3fWgtfM+PrcM3xemlcbS78aa2F25UxP2d3Qt8tdBAZY/p4v2ttv8WnVqSNt9is2KzBU2Jasp2S1Np700F5xi/u6zxjgM1pt8auxTU6wLnYl8aU/IHFp5NTvDbGe/WC18b4NWGOvJbGUa+k8aqZ2ngVzdsoGKTX0AQG5FyMVRvjj0Amyd7wOqBiL02UILqWpM30QxfGP/cVR8ZLcyUhx1zTcwHbc1zJdurq45sAetEB0hd+1oE68aWfs6UWHi9eYWdOSt7EUh+vSyeKxpXaBONaauE6ZL5cstvZSgflbcY8c6Rku+qMFbV2aKmDgy+ee7fYvKUOzMc5xfPB7eWfkPE+GsM8PqbWDr3oAJ5nv/3tbx/OibODzW73mjqAchxch7yvl/opxn5NpMbO4tPJKYnMXwvoyAB+B8gH8YBEPxZiQc5V1CaxaXPhqedcvP/POOCYyT8iniR7Q/yIsfQgvoq5X0vSZhILfaTNc2Ft159NR645rMd19QGN479MarYD9nquQS86iIwBEIdkay2AOd955537IyXjmvp4HVv0F16NK7UJ/GmlRUkHUL5cstvZSgflbWlPQOaIjynlFNTaW+4JhzjiB0Vxv9bmLXWo5YPb+4tf/OJRH65hc9pda4dedHA8zzLnAJvd7jV1IJbESTFnTs4pfl/Pfh7jvJZIY2fx6eQUA1mYD03OCQIPQA7tFDaqnrxIBrVRp6ivL0jdoS7jOacw1+h4krSCWKIjWqAL4ovUAdJmNGEMOVDaDLciW5iTgg3YRdIKkll5JXt9HJRsp09tw7bG7U1f2Bs6d/bQgnmYl5hz7nayluuTde1v0LhSm8Cf1lq4TZ4vl+x2ttIBMsYicyRzPXNK1Np72BNQyr1rbd5Sh1o+uL38QK+gT+m+BbV26EUH4Xl27r7kdq+tAyjmzEvsKKyTqF8pxq6byH0jFp9OTjEQ5+nIOeXTTz+9X4R2JmEx9eNhhYTBQNp4eKJd17yNPozPubQWbfwCJ8fR8SRpBTEl5oo1deHnIm1GF/SgL5o9h7SDI3nDmpxzwydfWJMkVr+S/TpqDPnFOPr5Bwf0ogOUfPFfnHW21MLj9cMPP9wfqbsOnLs+Wac/82DPZ5999qCd2jg6jGuthWKe+XLJboe+W+iAHR7jL7/88j6m4DmSYzKnpF9t30NrHQS2YiP+YOctNm+pA+eeD4qp2/u73/3uUR/a/L6lMdnu9KKD8Dzzcweb3W78W0sHoTgxXymmQv1KMdZRY1JjZ/Hp5BSTkIgMUDJS58jmxFkmUDtQZ3L1UfFxFPpAzoWBnNMmw0fHk6QV0kix9uThWpI201/aSeunUrNDOaF8ox+JT6FfaZxsl3/MITvTr150gJIvtXzfUguPF/8UBsfUQahdqI49aIQvX3311b1N3ib/BP601kI6ZL5cstvhusauqYPnLe2ug+dIjsmcUlu2Oz3sCZCNyqlbbN5SB+b2fPB7E33on324Rp1C3XXwdqcXHYTn2bn7ktuNT2vpILQXMnZ5b6r1A12TDqmxs/jUlxijM2I8SzaTPGsl9jlYI5/M12DUvG6lxZY6zD1xPVvpAFOH29hKi1F1SLuPoMNdGU+MnhkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08mxWWaZZZZZZplllteoHO8JuyUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDpegrVkxHgeMQdG9eloWuDP3BN9MHXog1F1OJoWi08np/iSkb5JzdG/dKQvOvk3sble6kMb/fTtebUxp9pVtN6R6C1J8ktqrpko2cw4NFqLXDfrnh+cZx17SrbDtT61xO1XbClp+55a1GKadpX60SZSKwd/etIifaHuvog9dHDSLvC2UoxrtkOpvScd8KM3HTRv2ibcvrS1ZDuU5ulJB3B/a75jc9q9lQ7A3BnT2h6QvaUx4H2cxaeTU7z+xm/zAAvodTgG04cJaKOwOD8+5EZ4H+bhtTP9QBFtzEmbfrhozdfnekLx7AH0cHt4nVC6Omkz/dAIrdDvueS6JTvID+UNeeF12UPJnLnWp5YQQ+0HNNGrmfiH/c5eWjCXYkqsBddkK7Eu9cu8Su0c+vWiReog32jzGMDWOjgeY8UPHViLgm0Z43O2pz6iFx1qOdZah3P70mOa8a3FW3st6UUHcC3453FcFweb3e499kPmQ20PUGRPjvE+pdy6KyentOE40lHC8XsHFNVZgOJOex8KxmgOFS3ucx8RT5LWsKHRFNikJE0p9mkz2vLbCnkTeAq5bs0O1tJvN2Sdc/pTPIlv8ak12Iqd8g/QJ9lLC/12huxKWJdYl/p5XkFq5+BPT1q4DvjGsWa3s6YOSSm/WYs1KbRnjM/ZnvqI3vaE51gPOojSvvSYZnxL8fa9lvSmA0iLPBfY7HZvqUMtH3IP+L7hn/YpjWGu2n1u8enkFBdxGiE1KYP0VMURWIBJRfZhHHOojcU1N3CkflQ8SVpCgkoLNBKl2KfNaMx4NnbpZvAUct2sk9jkC/ayttf/8pe/3B8pmeBwjU+tkT/4BuwDnTt7aYEtoqSF1sp+2MLR8yq1c/CnJy1cB+5j2My9qmS3s4UOgnkzvzliH2sR74xxzXbOUx/Rmw6KYy86QGlfeky//vrrR/E9F2/gWtKTDuBa+LmDzW73ljrU8iH3AIVzym9+85vimLx/OYtPJ6e4iPiISBt1ikTlLzwYAD5R9vnjH/94Pw8PPixOoDQ3cPTxR8OTpCVKFuyRblCKfdpMQusveiTjGuS6qpM75Ap5Qm5gK9e8zj9ASFLrmsaInBt60QHSNyC+JfbSgnn1X1AcFVPOuYa9tGU/fFBe6Z9tKPkn6NeLFmknvnleOXvoIJhPdrAOMSX22Eqd9ku2Sz/qpX0PvehQyrEedADfl6WYfvjhh4/im/HWGJH+QC86gGvBP23jujjY7HZvqUPmg2Kae8D3zdtvv10cw1x+/3IWn05OMZAFdE5hsGBCJQfXRPYhGTQPda773Bx9/NHwJOkB1wdKsU+bSRx0dC2fS66rOklJUrMO65FjSnbV+XerSHYK1zyf4BqfWpK+ARuyxF5aMC/xlE3SgXzReqV+wvd1yT+BP71okXZS97xy9tBBuB1//etfH+0H7d9LtueeyH0PveiQOZa+OHvqAL4vtSeExzTjq3rqQD3pRQdwLfh3znSedmOz273XfmCdc58R6lf7jOCctjP3pn7EOAIjxrNkM8lD2RrW4EF5bUbN61ZabKnD3BPXs5UOMHW4ja20GFWHtPsIOtyV8cTomRHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+nRybZZZZZplllllmeY3K8Z6wWzJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp+MlWEtGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+HRyii8Z6VvSHKlnG9+05tvYKrTll6D8y0r0yS8v+Zyc53zCx/oYjjlnT+yZJBkHYuOxzC+P1b5MVrKZvszzFErrqJ42OrT5ONXPjWEtStJSB8gYnIuJs7YWHlOP408//fRwXorpOVtL10ttgD8ttUi7vH4ur7bUAdKuvA7nbIesw60+7YnbW7KdtmRtHUDrlmJVsgtol32lPrrm1ObqQQe31+08Z3PaTd/n6AC1dWt2sF6tH+eUpDbX4tPJKV7/44eEgEWoU+Qgx3ffffe+j7/+xutlQu/hsxg/SEQfjv5qoc+pNX2+0lj1A9nWK5kkW8GrgRkHYqN4cp34UWhHG9UzSdJmjWUuxt0C/aWdks5tdRvdDq5rHO1e/+abb4pj5BPtyinRUoeMgcdedpbGwZpaZEw99pdiqjHgtnJkHEW+pL8O/rTSIuOetns8PAawpQ4lu/w6ZB+v5xxu+y0+7YnbSywzXziW7FtTB/AcyVhlfgjZTr8vvvjiwQ/1Kdle0wd60AFfMq/wLXUR2Ox2P1cHkBaM93XdJtfh3D6SLvJL5NzO4tPJKYnPkQk46hw48gCE0ZyrnQce/WaAfguBcS467+ELn5PznK80lra0rVc8SbYCIbVhHWKp3z/Q7yHQl35KNsXQSZtJGsYz5iloTexIW93GEqzt9lH/+OOPi2OwkbbSXC11AI9BanFu3NpagGLqsa/pQDt2URiTtmIL81HcfvfXwZ9WWmTc0/ZzubilDmmX0HXIPqlL1sUtPu1J2pv5wmcH9/hkTR0yRzJWmR+CdvpQStqVbK/pAy11cF9Uz3sTR10X2Ox2P0cHSC183VKMHe0T78eP5bpfzgWfTk7RgUn1oKEi8TjmX4CEfmTIH4Acr/ucnOd8pbEa47b1iifJ1mQc2MzEkTj98pe/XFpP/Uga2imlRHC4Tn/0lKa3IDuYQ8hWt9GvA9d8PdVrY9gAtPF0n3O11AE8BhyF9y2N20ILjfM40laKKee0UTxPZCttxJ3xbr/76+BPKy0y7ml7La9gSx3SLvDrkH1Sl5pOt/i0J2mv5wsFH7nGh5Wztg7gMfdYMXcpt/0+U7qvlmynnTaK6wMtdch7ZuaZ6+Jgs9u9hg6QWpRscuin9bwfD0Dul3PBp5NTLMRDBiLSpmDwcEM7i/7hD3+4f+KjTuGhB5QwEppxBJo+nGOYoJ/m4F+fzflKY0u29YriuQeKA3EhdsRfceOnwfVfIRyJKQnAtYxf2oye6E4/xt2C2+Dr6Dyvy3ZsZF3p7PXvv/++OIbr1/q0JVq7pAPXsNO1EGkzrKlFxtTtYu+VYlrLE53Tj3HM2+M/heG+ZNzddmy9ZLezpg5pl1/ne5Yl21OXrMvnW3zaE7c3c48jH1DYx7mzpg5CcclYZX54Hsn2vK+m7RqT+jgtdXBfsMvz7F/+5V/O5o7bvYYOwPjUwW3iqJhyzjX60ub9fvvb3z5pP9yVk1N0oLPOKcAgBGYx2jhXUX8Z46gvQeK68Dn8p7cpvj51jaVesq1HPEm2RnEgCRCZGClufMmVxORciUCdQt1Jm7memlyL2+DryNa8LtvJH61JX69//vnnj8ZwnXlu8WlLzumAXRTXQmics6YWGVO3iw9anbOG216KqWzVHLofUPd5fQzgz95ayBds8bi77XDJbofr9KUw7hZSh7TLr7///vtV212XrF+rRSvc3sw9IV2cNXUQmcseY+qyo7Qn8r4qNMZ10JhedcAuivyp6QLY7HZz/bk6gOLl67pNnNc+I7wftrtf1+6Hu9JOjCPSIp6I7A+Zt1KyWcmzNc+1vcaIOkArLbbUYW8tpg5lWuyJ59JKB9hKi1F1SLuPoMNdGU+MnhkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08mxWWaZZZZZZplllteoHO8JuyUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDpegrVkxHgeMQdG9eloWuDP3BN9MHXog1F1OJoWi0+vnOKLRrz1pW/JC76FDbxmpi896VvYQn2APsxDf8f7HJWWSVLSj2/PC+Kf2kLarG/eM1d+c/6p+Lo1OyDbVa+NudanFij22EcsKWproYXmYt3aXoe0zes+h0MbJW3En9Za+B4A2X4uBlvqUFo345d9Mu5ZT9Jn6GlPuO296FCzoxRr+XHOduhVB4Hd2E+RrSVfsNntXlMHofVL8YZSu9evHSMWn05OsTg/IoRDvDLGq2PAQwx99E1sfpeHyXjdTHgfn4c59BDkfY6M4tkCdCHuaPO3v/3t/rVB6kAS6DXBTIa0WXOQB6UNfCvMoTXO2eH9QPXaGG9PO1vqwKbz2Lsu7INb7F5TC8ZrPn5aQOc+b9qWdezAN4q00Dwcc3/jTystUgfAB9njungMYEsdcl2dc1T8so/3033W66Lks2ilA7hduZ970aFmh8ea1609vrUxveqQuP3cm/ChZB9t3q4xa+iQsSrdYyDbPY/41wJ0XtOucm86OUUnDBEsAjzEMJjFgUUZ4329T87DQxPkPEfFk6QVaMRGRQcllR5ovU2kzSQK/dHKtXwq5JLWP2eH9wPVa2PYsMqpUnK3Ajtr/sEtdq+tBTcE5tK+JFfchrQt6xzxgyL/aNMNKcGfVlqUdMgcg4wBbK0DaN1z8XPbUrusQ8ln0cueqO3n1jqIkh2K9Y8//liMb45xf5OWOtTQvam0PwCb3e41dchYMWfeYyDb/d5E/Gv31NI+gcWnk1NM6I6wCBMxKdf4qw7XqXPOpJB9Pvnkk0fzYGRpnqPiSbI3xBXd/KmZmEPtpgNpM+PRlyO6PQcSk+RTzpy7+Xk/r7/55pv3fXIM5/hLP/LMaamDcFuJpTbmLXavqQUwF2v/9a9//VmuQNqWdTRAG8bJP+xSH645+NNaC9mZOVbaL2JLHXLdUvxKtkk79cm6I5+dXvZE3gN60eGcHRlrxffcGOhVBwfbuTfl/nCw2e1mzFo6CI8ptjC3xy/bKcQem997772H87yn1vbJ4tPJKTrhOJMyST7d0c4iOMuTFP8rjGvZ58WLFw/zMAfGZh/KUfEk2RslAPFVAivWiI92FDRx0mb6oi99me85YAc2aFOlHbSRT9nP6/7nTR+DbfK5lNytUezB43iL3WtqoQca5uGn4zlSV7xLMc26dGFvU2cM18/501oL6eA5xblsVgycLXXIdT1+5Lpi6n1cO2zJOn0YJ7iW9LInsNf3c086eF0xzVgDdaiNEern9KCDozhiO/ZqfzjY7HavqYNQrGQH9xiPabazruL/1ltvPZz7fihpJxafXjnFADrrA9I/KHmA+cd//MeHBxkm5qkx+2jxc/OkIUfC47k3xJm4U9AAdATi7lqIks0kE0V6Pxdf1+3g6Damfar7GCW3cqmUTy11EDW/brV7LS0Yr31J8VyhzjFtK9UZw/6/VofWWrgOIC0yBs6WOuS6Hj/pUOrDuWzPOn3QQqQ/0NOekK+Qvjp76lCqc8xYg+zMMZQRdHDcL8g6YHPavZYOQrFSvLnHQOqgduraN34O0kFjzvjUlxijM2I8SzaTPL6Rt0JJujaj5nUrLbbUYe6J69lKB5g63MZWWoyqQ9p9BB3uynhi9MyI8TxiDozq09G0wJ+5J/pg6tAHo+pwNC0Wn06OzTLLLLPMMssss7xG5XhP2C0ZMZ5HzIFRfTqaFvgz90QfTB36YFQdjqbF4tPxEqwlI8bziDkwqk9H0wJ/5p7og6lDH4yqw9G0WHw6OcW3pvVtdn3rWl9w4kjd+1DUrrr6lL4YpW9nH50ekoT4u0ZA/NFV1/xb8WkzXzijP/2e+uUz8gByPc2d38rPdveBH3VMm4G6+mg90VKHUvxBNtZiAFtqAb5uyYZaTK+xveZP6z2RdsmX0l4QW+jgeAxLMc22zKlztoNrJ1rq4P7UbL/G5i10oDBXxlxku5+nLo7P7bTUIWNf8jn9B2x2uzVuCx1UTzuoK9bkivtS0yHHOItPJ6fowLvyHHm3n9/z0QCOmkR9KFpUbfwuAMdciNfWWEc/BHdkPElaQfylCRqRTPrdjU8//fS+nXPplDbrOnOklpcggXk1kjlACaj1KKp7PmQ7dfnw5ZdfPppD+Nx6NVK01MFtJ/4Zk1oMYEstPA/ef//9h3PiKDKmOQd2UKf4OGwrxZy21lpo/Uu56aypQ+I6MBdF8ysfso2651TN9vTRaa2D7M1/huUWmzVuDR00F0diXMttb/d9w/oU10Xk3E5LHTJvKKorz0r20ebtGrOFDr4/XAe3nXuT1xlT0iHHOItPJ6fopAno/NFHHz04piB5Hwp4G+M4ZkD44SKu0e/oeJK0Ag3YrCQFILzir83INZ2nzbSjGf25Od0C/SnKD+HrkR/M7YkK3p4+gM/h0C9pqUPaXopJLQZbasE8QNsbb7zxcJ5agWKac2AH1yg+jrrmd/CnpRZuV/oiSnm1pg5JaT+W8uHSfoC0veYjtNQB0kfZfovNa+rAHHxAKqbUS7nt7foxYNqwpaZLzu201gE8b1wXfLlmH2+pg+/XUk5go8M4nldKOogcA4tPJ6dYCEM46qmJwABH6t6HAt5GYvhfjoBA0c51fmHyucHqHU+SVkgvJYTO0enbb7+9P0djkTZzjTk4ot1TYE1A71yPuWWb4+3uQ+2fbQDatJGdljpk/IViArUYbKmF31jOPQCVYqo+9Mdm+qiNOrl1zS/I7knNLvellldb6CBYn3WxTf9VWsoHb+Nc46ifsx3ko9NyT4D8OffPsCRb6sB47EAHxZQjc7st3v7uu+8+jEG71EXk3E5LHUp5I134oePSfgFsdru31OHcAxDr6d7kvtR0AB/jLD6dnGKwO825/pcWBiE25xjJkaL/MlEbjvAkpjoLc46hoHFHxpOkFa4VycBRCZb/BAKkzYx57s+cS2etq/XSNtrIo2z3eu2fbQDaS7TUIX0RtEHtOmypBXMxDyX/F9ilmGoO+nHOPYH5GKO23h6AanbJl8xNZwsdBOO1NvN6Puifwji3H6in7RTpB7QnveyJ0j0IrrF5TR2IoeuALdhAbntMvf33v/99VTvNwZic22mpg2xS7DP3OL9mH2+pA+Wae5P78sUXXxR1gJp9i08np3yAoI1JCZLXVTw5KJx7HeMpQk/SR8aTpBV6clbsFXcKba4XlGxWUurh9VY0d66XtnEstXs956AoV9U/aalD+iIUk9p12FILUA7kOUf1K9mVtnNPcB2g5k/rPZF2uZ+eV84WOgjGaz+qrnygYIu3ZR9I21OL9Ad62RNpu7jW5q110OcddmKTt9fGSBfpkP2cljpk7NN+8HOBzWn3VjoA57KDo3Ij7ZQvf/vb3x75IR3AxziLT+3EOCIjxrNkM8njN9St0M1ibUbN61ZabKnD3BPXs5UOMHW4ja20GFWHtPsIOtyV8cTomRHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+nRybZZZZZplllllmeY3K8Z6wWzJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp+MlWEtGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+PTKKb45XfsmNUfq6qPy8uXLh3N9izv7MNbraoPSGP82uMbWvsndGy2TxL8VTzxBx3NxTJv5whka0P+pXz7TusBcFOY6Z4f3E8xzacw1Pu1NzRdxrd1raqG5tG7JxuwDXi9dF+6fwJ9WWihvKJxDyTdKxnbrPQE1XZxsS9tLY2rtrfcEyC63ce97k8i4c1S+uFYl+/x6Kd63+LQn6XPJzprNbveaOkAphlmXrRTOua46epTmSH+dxaeTU0zA+/9Mxnvz/OaBJtZ1LaZ37ym8Bqc67+0rKN5Hhvu8tPFaIevzI0U+RvOUbOodT5K9UUIQP/3gIfW8Jk1F2qx+xDz7XoKE83U1F0d0rtmR/Xye2hhyhDZKJnhLHc75Am73nlowXvPxe11uo2AdxlCIadqa1yHXcfCnlRayF7u432S+KBYZA9hSh3O6uB20ux1er+VQr3sCZH/a6Fq4L7CmDknmstuhV+HB23nd2rWr6XCLT3uCLbKLXEs7KSX7aPN2jVlDh1IMS3bQ5vvZbf/ggw8e5qBdpMbO4tNpEQayMYUWcoOoU3Qt68yBM9lHaA7BAw1j1Lc0j9uEE72TorWAOBE3iscbiOulmz3X0QY9PP7XkOsyB4nHuk7akf1K9ucYPRBnP2ipwyVfuLkq7/fUAnQT+dOf/lTUhWu6YTAubc3rUFpH4E8rLbAHO+Vj5gu+lGIAW+qQdZAu3NgFtstm8Hoth9JHp+WeANlfszH3N6ypQ8Ic2ERxO6iXwD7+YWa3+9xehmt82ptSrslOzzEHm93uNXUoxbBkBzGnPfer982cqmkMi08npzCAwRjATUEDCBbo4YXCpDpXnfEUyD5CcwDr0J86f+X55JNPivN4cLGpdzxJWoB2SiJQvIkj8eN6kjbTB604Sotb0bqMZ120JXFrdmQ/oRwojaklPbTU4ZwvOuo6m9/ZUgtgLtb+u7/7u6KNxJI66zEubc3rTtYBf1ppofsN9mNz5ktNJ9haB/C6dJEdHLFLv8qbdfklXUSve8Ltf/PNN+/bZCNHfCG2yRY6iFIuc+73TyjZp/41HW7xaW8819zOzDEHm91u+q+lQ8awZgfn6ksfYH30quV9SWOx+HRyislZkMk5MiF/7uPnrhlIHeM4xziOFPrLSDmQffSkKQeA6xgHtPFvrOQ8sknzycme8SRpAXFyFG8lGHXFWaTNJMxa//wC62pt5k07KORH9hP0q42hHzZSSHCnpQ7nfAHaS9dhSy18b/LPEbgNiilH+rDXOE9b/Tp1/69IrePgTyst3F9spXi+1HSCLXUQqrud+qcwFGd9CGSdviX90ken5Z5w+/ExdcAPrtPP2UIHIZuU6+BzKqYl+zgH2ks63OLTnuSecDupc1SOOdjsdq+pA+Mzhm6HYpq2ayxQ95zSGM3lGovFp1dO8SRFZyUlaAIW97oKX4JmIdDTVvbRdRkEvjkZp42vuhykjTlyM/eKx7MFGSePt/RQmyjZjP4UPaTeitaQltIz7aDOMfsJ9fExFOUK/dNnaKnDOV+gdh221oIYEq+0wXWgj/Z79vPrrgNoHQd/Wmnh/gr8UD19c7bUQZR0kQ7CbYea7a6F++i03BNCdrmNHPGfkjHaQgehuCvXwePGOfaU7NOxpsOtPu2F5xqU7NQ1B5vT7jV18BgKtxHb0nbwc88p6aAxrrFYfGq/KY7EiPEs2Uzy+IfbVihJ12bUvG6lxZY6zD1xPVvpAFOH29hKi1F1SLuPoMNdGU+MnhkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08mxWWaZZZZZZplllteoHO8JuyUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDpegrVkxHgeMQdG9eloWuDP3BN9MHXog1F1OJoWi0+vnOLb0rwuxqtlfPGIb1TrNxE4Ulebzv0aY73QzpeXeDUNSmPA+wifj2v6EpTaZaOote9NyyQhpoqZYp8xJj6KpUibGUtfzXMrvi7fvpcutGtu6iXUnr7ApTFOSx2E7FLsKeTmuRhsqYXsYN2ffvrpkU0iba3VmYNzH+NtAn9aaZFxrtmu+Dhr6+C4Xaxfsou3a5T/2FcbQ8n7Hdeu8WlPSlrIxvTV2VIHxfBSPqgf5ccff3w0Jv0SpblFSx1K92PF/rvvvns4z9his9u9pg41/TOmbivnHmN+oNKviUs63JWTUyxMR14f45x3/P3VOI7U1caRsSymOkdeRWMxzllQcxH40hjwPoJrzKV+lJKNUGtvgeLZAuKnmLFRSSzFmHOuKa5O2kwf9c+b6yXo7+tmfnDd6w7ayRb3RXlUim2tvaUO4HaxH+QL/p+LQdq9phaeA2+99dYjm0TamnWfgyOU2gT+tNICez3OHFXcH+rJmjok3KvIb+V4KX7aN1zjPMekLuIWn/bEteCnU9zG9NXZUgfmUjmXDx7rf/qnf7o/p49skF8chWxUP6elDnk/9vss/3ySzisPC0ttXR1K+pfu624r9mGDyhdffFG0/ZIOd+W0CE9OjhKBCYGjFtM5E/rDjfcT/JgRfZi/Nsb7CK6pjeveX6hea29BirYn+E28uFkqCRSLjK2TNjOWORiTN6Rr8TWYj3zSRiG50dY3jhJadrov/LXCr4kc47TUIe3iBkpxXUoxgC218Dj96le/+plNkLZm3ecozas2gT8ttfA4c2/SvcbjnjbDFjoI1tO9jfNa/FhT9RyTuiQ+j2ipA2TO13x1ttTh2nzwWL/99ttL66t+pb1c0xRa60AMdT/GNmzFN/41Bp1nTmGz272mDuD669xjCG4rfVw//CnZ7nOUdLgrJ6cQGEeYlMmoM4AHD9CDDUXnHPVAo8l1DfTQQpuMzDHZxzcH/Sg4pTYP9qX2FniS7A2xI47+sKijEkNJ76TNXGcO5sokvBatwXrKLUGb2wicoz+2cENxX/iVcL8mcozTUoe0C//xg3OPS8YA0m6ur6WF5wAPQGkTpK1ZL+XRpdxqqYXH2X3hviLSZthCB0f3WuatxY9z2oSPKeWUU2prqQO4FuA2cu6+ii11uDYfvN8vfvGLn2mVfsEt99s9wR780f2YOrHEfn0+py+AzW431+m3hg7AfNii89J93W2lj+vy2WefFW2/4t50cooOnOMMRwzgf6PwhEUbR4LGJCykI3Bdk+sasLjASG66OSb74BT4/CQndWx0e7ROrb0FimcLiJ9iQCKAYkGddoriKtJm+tL2nFhqHPpiEwX70kbq5JWSm7zj3Pt9/fXXP7tWGuO01CHtIhacu8+pk9hSC+ZiHsqLFy9+ZpP2t7dn3ef49NNP78d4Wym3WmmRcU5fRCmuW+ggmEt2kR8eP8UUdC+EHJO+SD9xjU97Usp5t9F9dbbUIWMoNG9pT/zlL3+5P1LI9fRLYzj3fk5LHc7dj/VXFPniYLPbvaYO4Prn/VMxzVi7Lmn7tTrclcdi0EmbEnh6Uhtw1BMVR1A9z31DAv/vN8dkHxnp84Mb7/Y4tfY9yXjuTcbAz4l1KT4lm7U5norWYU1scrv8nDyjLjwf0hddo81zI3MIWusAbhfn53wTW2oB2KC62+Q6pK2lOnO4DmpL8KelFqUccl+gZnfyXB2ckl3UUwfnnC+0+5641qc9SfvTlxJb6+AxFLKrtic4uu3uF8dr9kQrsAl73ebauYPNaffaOiRqcx3SPvqon1/jeOW9qe2mOBojxrNkM8njN9St2GqNUfO6lRZb6jD3xPVsOf/U4Ta2WmNUHdLuI+hwV8YTo2dGjOcRc2BUn46mBf7MPdEHU4c+GFWHo2mx+HRybJZZZplllllmmeU1Ksd7wm7JiPE8Yg6M6tPRtMCfuSf6YOrQB6PqcDQtFp+Ol2AtGTGeR8yBUX06mhb4M/dEH0wd+mBUHY6mxeLTySm+aMSraLxKxreu1Zavqetb33yz2r8Bzrm+je3n6qe20jqCPrRT6ENftVHnm9y6rqL5vQ/kOlp/a1omCX4qDrWfBudakjbTX69LPjdmjL/WDsh21ZULJa7xaU9cB+xWPN0X1Tl3ttRCeLwydmlryZeSnpBzAf601MLzxn1LXfbUwdd1vJ62pQ6Uku21uaGlDoCdvodlo15hpuQe31KHjGnNDtZR+/vvv/+oT+okRtGBc9lZ++dxAJvd7i11yLpwHTh32zmnZP5kH2fx6eQU79RTeJWMd+s1GecYpD70Z3H6+fv/Gpvn6qc2P9c6gnZ+80f9+E0MjKcuWzinDw5x/tVXX/2sj+bydfiVS863xpNkb1yX0k+DE5+SfdnGeG4GjC+9PngL5M61dmS76tiAPdiVXOvTnrgOHLHf64otdY5O2r2mFuDxKsUubU1fSnrCOR1K7XuQecN9AvvlQ9adtHlNHTLGkPFL21KHWg6V5hatdIDUwv2Vb1zn3NlSh4xpzQ5pwDX+w9L71HJoFB0US+q1fx4HsNnt3kOHjJ3rwL2H6yr5z6sI94+js/h0cgonNBnJyQL8eBAPDzxxgSahDWN8Mc5lrJ/LEbWV1hG0aT39uJHDddCcoKNQPdd5HR6AgHgSNwpxZIPSpoSRlk7aTF/G6Un7OWjNS3Zke6kfdac2F/Sig24O5CC5Tf2cT1tq4fE6Fzu3FdwXjZGeun5Oh9ZaKMYcdX/hPOvOljqAx7gUv5JtrkP2dVI/0VoHwNaSv2pLttbBY6p62iFb8x6ma7Uc6l0HcA1q/zwOYLPbzfWtdfA6pA58nusZRf1SA/cvry0+nZziopzmIUdPTSyiBVTXQ5BPqGs65wEJaKOu6xx9HQ8e12ijn9bz6zgOmgdqfXKdjz766MG+LfEk2RtiRgITD87xVw+qFDTDPjamkzbTl3GM9wR6Ctfake2lfrQ5tbkgfdoT10HQphhoA9OWPqXdXF9LC4/XH//4x2rs3Nb0hbrrCT5vSYf0aW9kJ+AH9qst6yJt5vpaOoDHmFKKn9uWOpzLIZ/baa0D1PyVj8mWOmRMoWQHddZzvbxPLYfo07MO4HlU++dxAJvdbq5vpUPWBe2uA31kL5/xkHZfutfelZNTTMQ5zvBU9Q//8A/37cACLMYEGAD08wk5J6lp51/MZQ7NhSMam+tgmPD5gWs+j9ajj85rfXIdniZ97q1QPFuA2PhL+fDDDx98JxZKHjTymEParNh5PJ8KuXPODq6TH9medZAttTFOLzpga8aAwjkF+50ttfB46U/5qUPaes4X9tQ1OrTUAvyeINuxM+vOljpkjD1+X3755X1M07bUgetcozCWtpJ+TmsdgNi5v4o7ny8lttQhYwpuRy2m3id1GkkHwDZspOQ/j+Ngs9vN9a10KN1zSjFl3bRXtmiM+0fOOYtPr5xSYvLExGCHdq5zDfRUJTSWwliua4yua6z6qi68j+PzQK4N2Qd8ndrca+Px3Bvijr+KRSkmqSuUbFbircE5O0hQrou0z+uaI7W81qe9wB7XATIG9MmYwNZagMdL566D23rOF8o1OrTUAjzO7gdkXbTaE7foQJvOOUqL0tzQWgdwuzxfSrkDW+pQi6k4p4Xj1ziOqIP7lv4BNqfdW+mQ9ZoOkPbqGkfpwHUfIxaf2otxJEaMZ8lmksc/3LZiqzVGzetWWmypw9wT17Pl/FOH29hqjVF1SLuPoMNdGU+MnhkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08mxWWaZZZZZZplllteoHO8JuyUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDpegrVkxHgeMQdG9eloWuDP3BN9MHXog1F1OJoWi08np/iiEa/38ZoZ37rm2918e9q/6a060J/X1YT6C+rMxZz+DewcdzRaJgnxJ7bE3M/9S2T+CqdImzUW/VzTpyC9ZUfWE9lHDip/NE65l1zj05547FXHF8XzXAy21ILX1mWHYpmxq9mmfrpO0b4utQn8aaVF5pDrUqo7e+wJxUv1kh21uNfG3OLTnrgW/ASDbISaL7ClDkJ21GIn+yg//vjjoz4122vt0FIHwJ78HMfO2j+fBNjsdm+pQ+5bkTFlXdn73XffPZy7PbW5YPHp5BTvz1N4zYx36/XLybTRh0lVBwJIPxYAjQWuYSh19RM57mh4kuwNN0Zp9M4779zHmKIfiSL2JfuyjfF8WDIuP9BuhblUZJvXHbfP8632M+dwrU974jpwlAacswkVW65LG7GlFoop83Feil3JNu/HjYR25pE9pTbBuFZaeA5x5J7keyLrzpY6ZLxq+XAu7vRVoU3c4tOe5H7WuY4lX2BLHcBjXIudx5613daaduqjfk5LHZRv2AVuZ+mfTxLY7HbTfysdct+KjLV0os+3335btL02Fyw+nRb1TYUx/gDExHpooQ78sBBtPF2BL6A+wus57mh4krQA7YgvyaI4E3+SgmMp7mkzfbkZ0JcEeg7khDQnx7IuSvbRhh/ql3l1i097Ix20r7CRmGKz25s+bakFKGa12KVt2Y8PA4p8qbUJ/GmpBfYoh/DD90TWnS11yHhlzIF2zmtxr+2jW3zaG9fC90fNF9hSh4xxLXYe+7/97W+PbNVY8DG3+NQC2ep2og3+KMccbHa7t9QBaPN7P2SsNQY7eF6p2V6aCxafTk4xmQbywKN/OoJ2jnoIoq4HIdolsOrAuQcFo6A07mh4krSAmCrOaCANKcQc+7j5OGkzfZmDsZ50T4EbB3OxJjmUdZH24Qd9PY/o49zi0964DpwTS9W1SWlPn7bUAmQPx1Ls0rbs5/pxDUptgnGttMCHzCHfE6W62FKHjFcpHziei7vXfR/BtT7tSWpBHfsv+bKlDhljKMXO7fN/LgJba3v5Fp9aIFvdzs8+++zed+ruC2Cz2811+m2hQ2nfQsaao+zlAadke20uWHw6OcVAznGGJ0JNyGQcgWvUMURgMAvICfrkP4Uhg0rjjobi2QJiqpj/5S9/eTgnCZQsaMS5kzYrF1y7p6K8YC4lp9exmeRM+8gV7KfQR3NBbYzTiw7y0esUzinaW2JLLUB7LmOnmKZt2c/14x7BmNTUwfZWWmQOYZt0wJesO1vqkPGicE759NNPi7mdY7Lu+l3r0564FvnP9FzKH4fra+mQMc7YKaZu33vvvffIVgrnFOYqjbnkUwsUO7eT/ey6ONjsdnN9Kx1y33pusx5FsZa9abvGlD5HxOLTK6dkiJ6y/AiqM7HDGI2l6LraRWnc0fB4tsBjnvGH1ABKNivx1oA1fV2vk6yeB2rnSLv74EflJPjcoicdIOvY7HWxhxaO6q5DyTYfx7n6SAe1JfjTSgvsyRy6pItosSewo7YfoDRGddfiFp/2AjuxS7aljemb2FoH8HXdrtwT6pe2cq4xHK/ZE62pxT51Edicdm+lA0fskC3n7k1ur59zRIecy1l8ai/GkRgxniWbSR5t5C3Zao1R87qVFlvqMPfE9Ww5/9ThNrZaY1Qd0u4j6HBXxhOjZ0aM5xFzYFSfjqYF/sw90QdThz4YVYejabH4dHJslllmmWWWWWaZ5TUqx3vCbsmI8TxiDozq09G0wJ+5J/pg6tAHo+pwNC0Wn46XYC0ZMZ5HzIFRfTqaFvgz90QfTB36YFQdjqbF4tPJKb4tzStk1HmljC8e8cosdb1axutueo2Wb1VTL/UDrtGmom9vc77HF6dagX+tIPasjw5vv/32Q+z1miJx51qSNmseivR8Krx+6Ha4jf6t/Gz3cfwmlc7JO4e8kn8OfVvhvhDzS3Un7VZfCufPgVhprm+++ebh3GOaemmM65Ux5zz7CM3VgrSr5hsl84o2Z00dWMvXLdmRtmfOpC+i1g60tcL94fNF5yVdnLR5TR3A74k1Ozz2X3/99cM5Y0v7Q/jcDv1b4vvX7f/++++rvtDudm+pQy2mqU/W3S+Re81Z2k9O8WNNcoR35/lRJP2Ak5KUyelPPyajTp/sB1zTgrwqR53Cw9Kar871huLZEuKr2KMNyaXzazYk/bhJZcI8B9lBfpAnFPJB1NoZ95//83++T+6Evlz3/qI3HeBSHbbUgn2tOPp5CenFfqUf6xPnczHXfcHBn9ZapF3y7VwMttQhdT9nR9qeY+VLUmrvYU+4PzVdnC11AObLe2LaUbo3SQfqnJf2cmluaKlD7l+3//e///2jve5gs9u9pQ55z0lSH+r8G23ulyjpIhafTk4xoSYoTUSdQtJiKBOrzVGdo4JGf/6hNa8fFcWzFYo7CaRkB+qc6wHVKdnMPPRF5+fidpA/rMfcnjuldo1jQ5Az8ivxeUTJpz1xHa6pi5Ld9F1DC48jH7q1mLpeni8eZz8H5mD+0gdYyae9SLvct3N5VbJ5LR2kvdat2ZG2a5z6uC9Orb3k0564P+nbLTavpQM2sKbneMmOvDe5Dny4ck5hrCjNLUo+7Q0+gNv/93//9/dtoOtCfZytdPCYpR2pT9azP3XZzjrO0n5yimTUkxITfvzxxw8Ts4jEp4+CRp0+2Q/Ul0Vp++qrrx7m5+ar86OheLaEmBP/0s1TujlpM+PQlI3vyfhU3A7BplHeON6ucRzJLXImbYdSW086iEt12FILjyM/6V+LqevFOXZmPz/XtdQYlHMtKNmVvtVisPWeAN+naUctpp4z7otTa2+5J9yfS7o4W+qADcrPSzEFvzdJBz7LSjlUmlukTy2QTW4/94TSXgf5IrbUgblrdqQ+Wc/+wveNWNY8OUUH/VcIDv3000/3k1OnHUeZAKOAP39RZ/HsB96X47/7d//u/hyor3UT6Q3FswVsUOmAnuiSlOKeNjOWNor0fA5uB/MxLz97Tu4oT7IdNE7XKEpk5RZQT+jbitThUt1Ju9fUwuPIzUvnGVPXS+tjKzdKQX+NIac0V2qh9haU7CrlImVPHVJ/t0P/BmPaXsoZ90VagLc7jG+F+/PGG288nJd0cdLmNXUQfk8sxVT6cG/iP+Q5L2lH3XUAn1vQtzWKu9v/3Xff3R9zr4P6iC110Nyy41xuZ11+acyle+1daS/GkRgxniWbSR7fyFvBGpmYazBqXrfSYksd5p64nq10gKnDbWylxag6pN1H0OGujCdGz4wYzyPmwKg+HU0L/Jl7og+mDn0wqg5H02Lx6eTYLLPMMssss8wyy2tUio2zzDLLLLPMMsssRy7H+xNjS0aM5xFzYFSfjqYF/sw90QdThz4YVYejabH4dLwEa8mI8TxiDozq09G0wJ+5J/pg6tAHo+pwNC0Wn05OyUEVvnnNK2ic63VlXfNX+7wP39TmdTPqvCYPtPNbA7TpFWcKr6/RRv+1XqPrAXxqCRqglV5vJL7E2+ulVxwdfzXyudqkHf46rF5ZBOxWP9lX80Xc4tPeyHbQ3pGdtRhA2r2VFt9+++3Ducc0deA+oPU5L2lR0k5obCtcB8g6PmB3kjZvpQPrl+KXbaW4l2z3fiUtWqLYp2+5P5y0eU0dcl3ZRfG3m7z9xYsXj8bU4p0+OrT3gtvJZ/Y5m93uLXXwmCrX4VLecJ02x7VzTWFpf+UUHXwCznlQ4V16zjWBHm7A++iHkUA/sESbfjyK8eqnNvqUfithVDyee6N4u4bEm7gTY65T/Dqkzcyx5s+cg+wQrOHJTQ6RrPTBvnO+iFt82pOS7cDeOBcD2FuLjGnqkNeFt+cYB39aaZE6lHShzg002VOHUvxqMfW4l2wfYU/UfMv9AXvooHX5zMKupNSuMbV4c45Wpf3TUoekZGdNB7d7Sx1Exq4WU8a9fPnyIb+cmqaw+PTKKSbVBNyY5TSbjHbVKQiefajLCI6QBkG2lfqMCrFojeLJEXtIAJKEczZsxrtkM33oS7I9F7cDdDN0WEu4fTrPOeBWn/bGbcJubvx64CnFAPbUohTT1EF9vF+Oq2kHGtuStEl17EcDt1+UbGbcFjqU4ldq8zE120fYEyXf8Mf3h9haB1+XI59jirHIdh9TizefpbRT2OsObb2Qdp7TIe3eSgdgbtZzHUoxLY1zUjtnmeuVU/4AhFPUgaco/vSnuq5lH/4xNdXZnJxz1I2eOk+N3oYjviFGx+PZCk8CRPc6min2Im0maejD5l5LG7ejtMFoow854vae80Vc41MLZKt8cp9LMYC9tciY1nTIfl6vjQH8aa1F2qQ6R9lXstvZUodS/C7pQKnZDj3vifRNx733Q67L3HweZcy9nc/Bkq0Zbz4PS3NBDzoIt7PmGyjXxJY6COW6yJiWxnl/qGkKi0+vnPJO7hTt/vPlXGPR7PPrX//64WlLfdSPNq5hDG0YpjaCeBTwqTVoyIZUfEkkYkzd/6kJkTbTnzbKc7VJOwDtBbaSO1pTOSJKvmjMLT61wPcS9lDU5jFw0u6ttPj8888fzj2mqUPG3uv6ZxtyjEM7pSWKuci638dE2ryVDszr8dP/VsiY5hgh26XfCHsifSvtD5E2ayzluTrkuoodhXUyphQ+43TuYxTv0hjXC2jrhXO+OWoXW+qQuV6LaSlv/HiNDnelHzGOwIjxLNlM8lC2hjUyMddg1LxupcWWOsw9cT1b6QBTh9vYSotRdUi7j6DDXRlPjJ4ZMZ5HzIFRfTqaFvgz90QfTB36YFQdjqbF4tPJsVlmmWWWWWaZZZbXqBQbZ5lllllmmWWWWY5cjvcnxpaMGM8j5sCoPh1NC/yZe6IPpg59MKoOR9Ni8enklL7QpKI3CPTlI76t7294cO5vGXg/tXPUOO+rOketx7nILzyp3wi0TBLi5vGk7nHNOIuSzZrrqWgddJZNnKeNiWvv9qcvkHM7LXUA7HVfIO0v+b+lFnAppkK2a23pVYu5rif400qLmq21eDhb6wDn6jXba7ok1/q0N7I/7a75sYUODnNp3VpMUwsfA1l3rvVpT9Je+VvzH7A57Vb/NSjFkLYk+3m9NAfU2hefTk7xShmv8vHqGecMonCdwbxWxnv4gn5yPvupnSN1bwPVObIm6+mVN58LeI1NNtG3dxTPFvAKreL0wQcf3MdNOhFrj7OTNvP7DvRjnqe84sh41gPWlsas6zb672YAmssW6U6RPWl7zu201MFzVnnvMYGsiy21YLxy4Ouvv344z5uD65B6lWJ+KbdaaVGyNeOBzTW7nTV1gEv1ku3ndHFyLtFKByH7sc3zJevO2jo4rMs8FOJdi6lrofXddp/D6VEHvwegh8f+/fffL/oP2Ox2r6lDaR96rouMtY9zXVyH9NdZfHq1CANdMH6rhEKbFtcTsC+U/dSu+bwNVOeI4Trn6HMBvwkgMTimE72RorWAjczDKlopyQUJ4VpA2kwfxivut8B6ujEAc6Bh3tiwMaGNHAPGMQfl448/fjh322tzQ0sdiB02ya6MSdadLbUA5QPtfu64DkJ6nYt5LbdaaZG2Zjw8x/bcE5fqUIrzOV1EaS7Rck9A2p/5Ussf5zk6JMzDfBSPV8bUtcicqc3Rsw7Yhl2eW9iv2Kf/gM1uN/3X0iFjCqVcz1j7uHfeeaf4eQclf2Hx6ZVTLK7BDOIhR09PtCsROMdA+pf6yQnN522gOkecZCwPPTkXYLQSiYKTPePxbAFxJUGIoSBugHa15HaIN3PQt9T/GnxNbEFn5gTZ6Cip6UceUOecQt7p3JO4NLdoqQMbFZvIYbdLMRFZhy21AMWMOf1ccO46gOtViznttdxqpUXNVsWDNq5RPK9gax3gXD1tp5zTJcm5oeWeSPszX87lj7OGDoK52KvMo3iVYupa/OUvf7k/UhhfmsPpTQeQP/LTY1/LKWx2u9fUgXk8ptQ9V0TG2sfxI44iY57+isWnV07hvAZz1OI8nPzxj3+8v67FKerv/T788MP7o/rqKY0jbTjhYzmKnEvCqJ/m7RmPZwuIEWTsKbQRP08qSJvpxzyMJeGeAmMBvVkTLdUmGwFbeKhVkmIL56xLwnL+i1/84uGcOTSmNLdoqQPxc3tF2ph12EsL/YpzxpS66wCul8+BbYy5lFuttKjlh849x/w6bKmDKNVruc3xnC4aJ3JuaKUDuP38rxbPl73vTYK1WJM5z8XUtSjdi3wOjRG96ZB5lbF3/x1sdrvX1CH3IUfPdcU0Y+3j3n777Xtf5JPG1O4BsPj0yik60xFYRDAZBnGdyTUh9eynoNBf1+hLXW0aq6MozYUTHBmbDvSIx7MFihFxI0EUQ2IrDaSxSJvpr76uzy1oDcYzj+wA11H5JJQDjMN+yg8//PBwzhzKm9LcoqUObrvblXHPOuylBTH12NV0ANfL5/jqq6/u65dyq5UWbmtJB66XdIItdRClunSo2V7ThbFuV84NLfeEwP7Ml0v546yhg1CMazEtaZH3opyjdx3cF+zP2Lv/Dja73WvrUNqHimnqoHYf99NPP90f5Zd00JjcR7D41H5THIkR41myWcmzNazBw+7ajJrXrbTYUoe5J65nKx1g6nAbW2kxqg5p9xF0uCvjidEzI8bziDkwqk9H0wJ/5p7og6lDH4yqw9G0WHw6OTbLLLPMMssss8zyGpXjPWG3ZMR4HjEHRvXpaFrgz9wTfTB16INRdTiaFotPx0uwlowYzyPmwKg+HU0L/Jl7og+mDn0wqg5H02Lx6eQU37L28uOPP/7sW9OgLz1x1HU/B8b7l5b8i1K0n5t3dHpLEo8r56Uvk5Vspi86rkXmQ8kOb9f6yqVrxjg96uB23mK3YrE218a01C/r5/zpSYtrfIG9dfBcF24r90z18ftu2l6bC3rSoWQftid76gDMXbKDNuzV2m6/riW19p50APelpAtgc9qtWGwBc1NKeHvGuGQ7nPHp5BSvivGDQvohQv1OiMNi9GcyrukVOI5AO9epMw/XfAzwmt25eUdH8ewB6QH8XoJ0yTinzbx2SD/ygXHPhfn0eiXzMTfF8yDt0+uZ2OD/rAe5IphTP4SVOdWTDunbLXavrYWo2ZD6eF2xdz2h1EfgTy9apA6Qvoi9dADPddaB1IfCOf2IcS3mpblELzrgm3SQ7X6vcvbUQTHFNt8TrsWf//znR/FNnUStHXrRAVwLPvNTF4HNbncLHcDzJPeA9Ehq7YtPr5xiMXXkmIvzLj1FfdhsjFewaNe5/oslx1wz78h4PFuDPiSo0IdvKbkdEovfVCBxngtrsp601W89yBanZB8+KIEpnjvMha2UnKsnHcB9u8XuNbVwajakPhn71BNq+gD+9KSF61DyReylg0Oui9SHdf03Zs7FHHwu0duewDfZnvcqsacOzEt8FWORWoDiW7oGtXboTQfATmnh5wKb3W767K0DeJ74Hnj58uV9/4z1pT1+V145hdPqyNGDwER6KuMI9GE811R3+NGo0phL846Mx7Ml2ngki/ThBkqcueakzSQMfUi20o30KSg3WF9kvqR95AnnFPyg+KbgnM2CjTlXLzoI9+0Wu7fQAmo2pD612PuYWh/An560KO2B1AD20kEo10XqI7uJMf3OxTznEr3poDhiKz7ii+5VYk8diDc28Dnk8UstPL55TdTaoScdwLXwcweb3e4WOnDueUKdcwr2QMZalNoXn145hbDqyJEnLNqYnLqSk7/WfP755/cLc103TYKH8Zrn3XfffTSG65fmpc/IeDxbQhzRBXs4J9bEXBo4aTMJrb/IoecaaE3m1pM7R7TnLw4l+7ABsIFk1zWN4cgY5uSa04sOkL7dYvcWWkDaoJimPhl74TrU+gD+9KJFbQ+kzbCXDkK5rpimPml7bU+A5kp60YG8wi/8wW588HuVs6cOzH3Nfcbjm9dqY5xedADX4rPPPns4x34Hm91u+u2tA3XPk9J9R0eNEWp3Fp9eOcUmk1hajIJBFMHkv/zlL+/7A5MTNJ0zhuD88z//830bMIa2S/N6co2Ix7MHFF+0ki6eGJA2c10aSePnorxibhJXdrAByZ2SfUparjGGwjXmok1jPIdETzqkb7fYTX/6Uhi3FmmDdGA914d+HnuBBq5DqQ/gTy9ayOfcA8pNZy8dhHI990Nt/2bMpQWUbvbQiw74pFh67FvuB8iY1rTw+OY13xPe7vSiA7gWv/vd7x7Oc09gs9vdQgehmGY/kN2+HyD9gcWnfsQ4AiPGs2QzybN2YpdgDR5812bUvG6lxZY6zD1xPVvpAFOH29hKi1F1SLuPoMNdGU+MnhkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi08mxWWaZZZZZZplllteoHO8JuyUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDpegrVkxHgeMQdG9eloWuDP3BN9MHXog1F1OJoWi08np/LLTPyGD9+8VuFb1nwRSfXsn3X66ItLpXG06Zvbmtv7UUakZZIQR8Xup59+ejhXnGtfJivZTN/naODr5LrMW7LjXL/amFp7Lzqci/21dq+pBVAv2Sgu2coYr8u+bAf8aakFYJ9w3y7Znaj/U8mY5ZpZP2frOdtLc0MPOrg/FJF1sYUODnN5rLIuPM4lW0tjanO11iF98Tw6Z3ParbHPJW1QW9px7r5au5/V2mHx6eQUr1cK3q3/4x//eP87P/6qG6//qc1/pIhrzIMhFM7VpzaONowCjtR5VY0+9JVdo9HSbuKoOH/zzTcP564BRXEXaTOvHaITfaXxLTCe9YDx0p3coF117BJpn/er/UR7bS7oRQfsIgbYSFHsPUbOllqA6mmj4JrrAD4Hx4y5XqVlDH0d/Gmphe5HkLl4yW6H62vpcE0+ZJ+0tWZ7ST/RUgeP/ddff31/pI6N8lV1Z20dHI9x7tPcE7Jd67utqR34XD3p4L7go+dR7Z8cAmx2u9fUIXO5pgNxpA99pZd84Zeg/ZrIMc7i08kpHj70rjwGESiMYQIJ6G2cS3Qenihq00J6+iqNo2hetQve6y+9tz8CniR7Q4yJG/H3cyCmJAzFYw1pM33ozxy3wgcLa/oaevDxBGQN6Q81+7xfjhGl9l50AP1OheJQipHYUguvp40idajZWoo5940Ef1pqgU3cAIU0cL9rdjtr6nBNPmQfkbZmPfVzWuoA8uU3v/nNvb/SAJu97qypQ8Ic2EMhl7OesPY777zzyNaSdlDTD1rrAPjiPpJH5/zHZrd7TR2EcrlmB+15z1J8/+Vf/qV4PyuNEYtPr5zSj2xhCJPqyYkCauOJizYJrDpH+jgyMMfRJuc4ahw2YPCoeDz3hrgRX2KNhjonWUkAElbaOmkzfRlDXyXlrfgasos5Vc95S/Z5v9IYqLX3ogM+cy48LqkDbK0FUE8bRS1P/LwUc/awzyPwp5UW2IPd+Mh9COS3bD1nt7OmDtfkQ6lP2lqyvaYftNwToNi/9dZb95rweYD92Ot1ZwsdBPOwLkXzet1RztdszVjXNIYedPDYKY/O+Y/NbveaOoDncs0O5Q/t6qs2bMhrUBojFp9eOcUkiMWiHHl6wjCKP7RwzqTqp5sLDy8ffvjhfZLQj2sqOQ7D6E8767IWdbWp/2h4PPeGuBI3Yqt/zZ9zaaRY0+akzfRBB8ah5VNgLLhNtKEz89OGTRR0Tvu8X/5Eu8bkXE4vOuAzNmKr/BeKkbOlFoJ62ljTQWgOjznfE9QexcYS+NNKC+znfsP6nKfPcM5uZ00dzuWDdCj1SVu9fkk/aKUDeOzffvvt+w8j6YCtXne20EEw3tfNumLqOf9P//RPRVt1fk4/0VIH9wVbQXmU/jvY7HavqQN4Ltd0yP3r9dLnXWmMs/j0yikG4RgwgJuHChPRxhHUV/2BNgWFMZxjRGkcqJ/qvh5FY0bC47k3xIu4EXc+nHSuRKDueom0mf7P1QDNwW1iXtbX3PRhQ5KgaZ/3y59oVz7lXE4vOuAzhU2tukibYUsthOLnNtZ0EJrDY85/7MimvLkI/GmpBciX9BnO2e2sqQNz1fJBOpT6pK1el6Y1/aCXPcG9Cd8o+MY1rztb6CBy3axLC895/g1M7yOkrXTgGn1SY2ipg/sim5VHl3Rwu7mueZ6rA3gu13SgnfUUU6/n513uh5oOd6WdGEdkxHiWbFbybA1r8FC8NqPmdSstttRh7onr2UoHmDrcxlZajKpD2n0EHe7KeGL0zIjxPGIOjOrT0bTAn7kn+mDq0Aej6nA0LRafTo7NMssss8wyyyyzvEbleE/YLRkxnkfMgVF9OpoW+DP3RB9MHfpgVB2OpsXi0/ESrCUjxvOIOTCqT0fTAn/mnuiDqUMfjKrD0bRYfDo5xTet9S1pXkHjl4T1xSOOfAsb+EIS39imj8N44JoXzaHroG90g899BFomCbEk5vp2P+hc36b3ayJtVl/mym/O34psUi6cs8PbOWrcp59++nDuueJ9Mod60wFk4y12r6mFcLvSxrQt9Tpne9YBf1pqAbKrlns1u501dbglpm4rYyi+fvqS+81prQPgX9p4zv89dRBpg/crjSnNMYIOjur4QsnYYrPbrTisoYNipRjWYldrZxxF19K3kj6w+HRyigcaXhXjwYQfDfKJOKquHzvk1TI9BHFkHj0cMQ/XOcdQvw60UydwmvsoKJ4tUBLw+iBxpcgexZlr0kGkzeqHjox7DoxnHuYkF2p2kKS0UTyhqfPqps79wdv7eDv0pAN5Lh/y+iW71W8NLYA5PCdyvbQt9SrZnv45zN9Ki7SLGFKn4Mclux35vNae0Hy1mILro+sctW9K+tHm+81ppQN4rNPGVvuB8ZqPmNbywfvxhwEf4/cttyd9dHrRIevyi6NyTGCz262+a+jg+jNXLXaldtqwq5ZD+bniLD69copOPODgPJPJMY7UKQRMyAgedhiLcaD+Iq9zjXPasu/oeDxbgehoSGITe0GsifulDclYxtHX9X4KaIsd2CRKdshO1vN8YKzwc6fU3pMO+JR+wTV2r6kFsKZi7eeJ21bSy6/X/AP8aaVF2oUP2E2h7ZLdzto6XIopUJc+9OUG7vvIrwt8od37iZZ7wmNdszH9hz11cBsT7+fnfNjqsw3bxAg6ZB0fMscENrvda+sArMu8tdiV2qn7Hsgc0jX3WSw+vXKKTpqAzggNHKlT3FnEx2ASgGs8PHFd/aF0nXMlka4dBY/n3kg/JTHxJeauYyYQpM2Mpy9H9HkOygVft2RHKVFZXzcVP3dq7b3o4HieX2s3/dbSwnPi448//ll+iLQt9arZXtrH+NNSC5Bd6IIP2O+21ux21tQBLsXUtaIva9KfNq7ldcE5/uT+gtY6ALaVbKzl1N46QCkfvJ+fyw+0yL/e9a6DQz1zzMFmt3tNHfJ+WYtdtlN8DzA+c+imByBQJybU/wpjEsSljcXUxoIYwORAO0WGQum6+tCu+Y5CxnNPlLzEk+TgqORAP+q15Ha4jvYkNv2fQ66bdWzjv6Q4Zz2KNoKv7ecaAzX7etEBWwV1ca3da2qBLdhATjCvzmmvxbSUN7ruY8D9E/jTUguQXfKfexfnoma3s6YO18RUtkofckp5xZi8rnG37PMWYNs5/5O9dQDaoBRT/sV0H8MxdRlFB4d65piDzW4319fSQWtiA/HL2NViSjt17QG3Q2Poh40Ufa6IxafHYjBQaAEWFmrTZD4pDzQsyMKap3RdxgFPbL7m6GQ894RYow0l40/sXTenZLM2gx5en0qum3WOspXccPtq554/3u70pgP4+S12r6WFKMWVY+YMlPJG564DuH8Cf1pqAbJLvvj9DGp2J1vtCdA5R7dH7Yxhf1Cc1KI0t2itA2DnOf+TvXUAxZ/2tDfHUHddRtLBkZ+lHANsTrvX0oEYEStKxlvXS+3C+wnpAPiTY2Dxqb0YR2LEeJZsJnn8w20rdLNYm1HzupUWW+ow98T1bKUDTB1uYystRtUh7T6CDndlPDF6ZsR4HjEHRvXpaFrgz9wTfTB16INRdTiaFotPJ8dmmWWWWWaZZZZZXqNyvCfslowYzyPmwKg+HU0L/Jl7og+mDn0wqg5H02Lx6XgJ1pIR43nEHBjVp6NpgT9zT/TB1KEPRtXhaFosPp2c4lvT+iY2Rfg3wnlji2v5FoX38TkoL1++fFTnC03XzAN8c1tjRqG3JNG33/kS2blvwzvqS+zX+vIZ+eVkPe1Dc9ZXnWsUt0f5Qcn5etMBMvZpM+yhBWS8RS2mpX5OSR/An160SJ9rvsJeOoiSFpBtbmct5rW5etUBrrV5Sx1Yv5YPwHXdlyicnxvTuw7g99mSLgKb3e4tdQDmppTmdvvc3prttbkWn05OIR7O8L682nhA4VyvqvO+PX30u0DZB7jO+/j04ZzX5PSOP4UHomvmwWBsoR/9R0Gx6wE0kz1ooNcWM0nSZmKu33co3QhugaRjTeYs1UXaR5EdL168eMgF5Qd4H+WR6EkHcC1qMYAttXBq+VCKqdsOWVd/jq4P0C99agV2y1bsvCV/1G9tHUD3OorP7XHOnJE9HD3mtbmgVx3cZs9F2FOHc/kgLTiyNv38ASjHjKADuP3YrPNL+1j9ttBBc3NMO6QDeIzff//9h3O359xci0+vnGKT8VCijpwzWIJzXSA+eB+BAfQHjhqvcs08zMGG50hiqV/veDxbQ/yIKxBXfeBJG5E2oz/jGONaPQXGU7Rm1kXNPiU5G5XzEoxJetIBsFFa1GIAW2rhnMsH8Ji67ZB15qrpgz89acH9BHv9fuK+ir10AO5vuvf5TdrjnDlTi3ltLuhVB/cxc3FPHUQpH6QF9nGecc8xo+gg8Ac7S/sDsNnt3lIH5qzdT3xPeN689957xXifm2vx6eQUkzChBnNkQgTnLzCffPLJI0cROPvoOkFUInPECI4q18yD0aC55gPQbSA4cSeexJCY0kZciaeTNtOHMRzRZQ1yzaynfdRJdtnAOf5kInPdE170ogOkFiJjAHtoAefywWOatpd8OacP/vSkBTZjq+y8Nn+20gGIv+LH/RBKcQZpVYt5aS7Rqw7+QZa5uKcOUMoH14JzxVhxL40ZRQe/z0LuD4HNbveWOtRy23Vgbc+bd999txjv2lyw+HRySj9rjXCUP/3pT/cTA3X+NwQLc87COM6k3ocCGKdzjvTT9fxfYLV5MJbrnGNb6SbVI54kLZEGShbViSnnTtpM7Nf6mXPB2o7q2MLDbdqnpKXtz3/+86Mk1hio2deLDiDfpIXImMAeWkDGuxbTtN3r2MYYtLlwk1lqbeHGiO1u57X5s5UOwHyKH/9Gm++HWs5kzOnDOJ+rpEUPpA4U4krRB7HYUwfwORVT1+KLL744m0Mj6QCyEZ9Kvglsdru31KGW264D51xT3nAfK43JuZzFp5NTTOzlyy+/vG8HHk40KdeUpJ6s6gMyFjRGxR25NA/t9NNcI+BJ0gOKLXEllvlfI1CyWYmjB9Pnkhqqjn2cp33SnvK3v/3tPieUF/Qnj8Bzx+lNB0hbS3m9hxZQirdrkmSb+qMDc7k+Dv70ooV8dl9KvsJeOoDHT3EVaZ+uZcyv1aIHSjrI92RPHcBtKGlRst3PR9IBsB1/KNxn0zeBzWn3HvsBsKe2J5Q3OeZaHe5KP2IcgRHjWbKZ5KFsjZJ0bUbN61ZabKnD3BPXs5UOMHW4ja20GFWHtPsIOtyV8cTomRHjecQcGNWno2mBP3NP9MHUoQ9G1eFoWiw+nRybZZZZZplllllmeY3K8Z6wWzJiPI+YA6P6dDQt8GfuiT6YOvTBqDocTYvFp+udKn05avKYEZOkZDNv3Y3y5l2JEXWAo2mBP3NP9MHUoQ9G1SHtPoIOd+XkFK+ReUnH+BY17QkPRfPB6BWZJFvCN/Cll2vAF8b89UTqnNP2448/PlzTF8tKic2cGn8O+mKH0FqltfWlOc4pWh9K7RyVc7kO1PyHPXVInx33Qf0UC7XpOjxVi1J8mJu1NNbtLNkCGdOs13TydRz82VMLcHsh7SNWXi/Zv6YO4O25ntc5zzZBGzboPK9D+ubsrYPbK9Jur3Oe8XuqDiVKsWEuCrlSiynttKmduvuVNoPGMJ/vL9hTh0s+yb7avpaf2Ox2P0cH8PV++umnn8WqFNPUz33wz7XE/XAWn05O8doYg3m3n3MZxUAW5t17+n733Xf3bSzGxHqFbnLCk2Rr0AWt0MZfb+dhFX2kpeqUt99++z6xONergWkzejI25024adDPk4uxzE8bY31t5YqSVutDqZ1zbCutAzX/YU8d0mdHPkDGAvw6PEWLWny0HteIk9v5wQcf/MwWyJhmnb6pU67j4M+eWrC+7NDNNO2Tz/KhZP+aOmR7rocmuSdLNlGXXaXrQJv75uypA7i94pzv/HMGHid4ig41MjasLzvIlVpMGaN9w5r0kV2X9p7WdPbUoeZT2kep3X+Bo9tN/6fqAL7eP/7jPz6ypRZTXeeIje7DH/7wh/tj+gm0l2K++PTYKS2K4BiIc/ThnMl/+OGHhwm5xhjK5ITHcw9IFrRxeDBFG5KTcza3nrh/+ctf3ieI65Y2ayy5wAdgDeZmLk9UzinkSq7NvPRnbgrtItvpqzwrrSNK/sOeOqTPwn2AjEVeh6doUYsP7RrPudvJfzG5LU7G1Osl/XIdB3/21IKbIv7hl+KV9pH3nNOP85L9a+vg7bke7Vz3PZl9OPdcyesifXP21CHtFWm3+86/NpDxe4oONTI2mSu1mLIWhb7ffvvtz3QoaZ573dlTh5pPaR8+0IdCO23uJ0e3W3M+RQfw9XimcFtqMU393Ad0KfmZfjiLT68uMKkWlTFAH5KFa7TzcCQjVCYnSoHeEnTIBEQrfWhxDpzTJl1dt7QZfbkmjc+Ricr8jGE9jdXaOqedfrINsh2bWJ8j9pQ2BJT8hz11KPkM6QN4LErX0+5rtSjFJ/Mg7XRbnIyp1zXW9ct1HPxJn7ZE8ZKdkPaR//RT35L9a+oA3p7rEcvck9kHezxX8rpI35w9dUh7Rdqdvmf80uZrdSiRsdERWzjWYur7puRXTXP6M1+SPm1JzSdw+zjHR+3r9JOj263YPUUHyPUyVqWYlnJb42p+ph/O4tMrp5hUi7KYBjMpBlHHYJ6yOKe/yuSEx3MPfD0SgCLtKJwrodGWJJB+aAo+B+T4c3iisrbmp+TaXCdX/LpsznbmVc7x4ZvrUCBtF7X2LcDekk/pQ8Yir0PazXy0UTivUYpPjqXITv4XGO2yRQVod7zuOqF1aR1H7XshW1wL7HT7FHP66L92/Tpw7pT6lCjpAN6ec1Gwhfqnn35ajCnjZTe5kte1Vvrm0L4Xaa/sS7sp8l1jFCdIm3P8LWRsNBd12eJzu830ofDPRbhfmjc1z73u0L4XNZ8u3ZelBX3wU3OInPdWfL28F0EpprKHMeiXn2tuj49xP5yl/yunmNQ7UWew4JzvBnHkmpfJCY/nHrg+JBVJAegoXTinn3Tza1CymeS5JrH5c6NyRutTV1uurbYcA94u5J+vwzyaS9eTvXWo+QSykesZC3AfnqpFSQegzdeSnWmLj3F7IOsa7zqonuBPD1qkfZfqa+vg7VBb/5x24Fr4dY46L42DvXUA2XspJ1XPOD1VhxqltX09v542ez/XoXRvok4fiq8HLfZD+lSyjzb5IeQnNqfdz9EBtF7JlmvuZznOr3HUOcgPZ/Fp/01xZFrG0wW/hZLNJCDlFp6y/lNtvsSIOsAaWvSmw+u6J3rSAV5XHZ7KlnuiFc/RIe0+gg53pZ0YR2TEeB4xB0b16Wha4M/cE30wdeiDUXU4mhaLTyfHZplllllmmWWWWV6jcrwn7MlkMplMJpNz8AA0n4Amk8lkMpm8Vjw8APFFo/xGN9+85hvY+rY1fTinbY8vP7Hmy5cvb/oSlOycTCaTyWQyqfHwAMR79PzGjx4eeMih8EBBux4s9ANGnPMaHL/iqH606VzwoMSDlOblyHXGCh6qePhS0XiO2MXR5zm3Tqm/4Jz5tfa5OXWNemm9yWQymUwm4/LwAMRDCEXw40L+ga8HAP3SInXK119/fV9nGv0gEe2ChyceOvhBRdA4PVQB42ijDw8ni0n3bS9evLjv5/OU1tEvQmreXBd8bfWtzSk/6fPmm2/+bL3JZDKZTCbj8vAAlOiBgr+E6MOfB4s8co0HBf2CJO2cCz1Y8CABOR7owzlHKD0A+Ty1dfhLDX2yv2CMxmLzuTk1H238UmWuN5lMJpPJZFyqD0A8+PBgwIMAD0IU/kKURx4MeFiiL208UFAEDyNcV1uOB65xrj6sCfT5/PPP76/5PKV16CM7sr/AVq7Tjn/n5mQO+lK++uqrR9fc9slkMplMJuNRfQA6IjwA8dAzmUwmk8nk9ea1egCaTCaTyWQygfkANJlMJpPJ5LVjPgBNJpPJZDJ5zfjXf/3/jg+6y+k56OMAAAAASUVORK5CYII=" width="576" height="405" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Tasa de Interés</span>
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<span style="font-family:Arial; font-size:8pt">Entre diciembre de 2023 y diciembre de 2024 se observa una disminución generalizada en el número de créditos y en el saldo total en todos los rangos de tasa. La reducción más pronunciada se presenta dentro del rango de 9.0–9.9 %, el cual concentra la mayoría del portafolio. Esta disminución es consistente con la progresiva amortización de los financiamientos, esperada por la madurez de los créditos.</span>
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" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Plazo Remanente</span>
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<span style="font-family:Arial; font-size:8pt">Al cierre de 2024, el portafolio presenta una distribución de plazo remanente mayormente concentrada en los intervalos de 168 a 215 meses, destacando particularmente los segmentos de 168:179 y 192:203 meses, con 955 y 1,063 créditos respectivamente, que representan de forma conjunta más del 60 % de los activos en esta emisión. Esta distribución es congruente con la maduración del portafolio, en el que los financiamientos han venido avanzando en su calendario de amortización.</span>
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<span style="font-family:Arial; font-size:8pt">Asimismo, se observa que el rango 180:191 meses, que en 2022 y 2023 llegó a concentrar más de 1,200 créditos, ha disminuido considerablemente a 817 créditos para 2024, lo cual es consistente con su desplazamiento hacia los rangos siguientes. En contraste, el grupo de créditos con plazo remanente entre 156 y 167 meses comienza a registrar movimiento, con 126 créditos en este intervalo al cierre del periodo.</span>
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<span style="font-family:Arial; font-size:8pt">Cabe señalar que a partir del rango 216:227 meses, que en años previos mostraba una presencia relevante, ya no se registran saldos ni créditos, lo que refleja la liquidación o avance natural de estos financiamientos.</span>
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<img 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u7IEfGfifWxPtZnP9antz6geyX5ZBufxeyeKq7WhzzmNYKo/MOPNfHkdpGlfSP+/SJlJyiTMNVTpxUbj+UIPk6m3D+2Faxo8+OutbwS2xUMAUbpAx7ZkQvyw0qXyXhHrE9vrE9vrE9vrtBH91Dum+SURQsGs3uquFof/MGPyh/FEdcI+d6/Zo2Q1xhL64cR/36RcChCmeTFhFGHINRl56r+aitymy28EtsVDAFG6TPEzaSYiXcHrE9vrE9vrE9vrtBH90c+tfjRAghUXy1ivkMfxs1rBFAcrA/kv+oiVTyxHf4urTEiI/7eJ9ErdI9tCDBKX4lC3hHr0xvr0xvr0xvrsx09KLmCEX9vkV6he2xDgFF6P6xPb6xPb6xPb6xPb0b8P5Ngs9lsNpvN9kZ23xVg99gkwrtifXpjfXpjfXpjfXoz4t+XAL6ri29iq8x4vKUNfJfHW+TU8eJTJPfnhavh0A+D2H/pZaYZGqcrMdYIPztU3OTlrlif3lif3pytT7xGP7u+V9dn6isfz9KHv12jY0Z/VBePVd2b2K+2mFA5+xpzMov/LKrcV35WdUL7MkfoM5sbOqbGnWm2dr5VOoo1+jxsu0gclJ+jcWCBkwQTwSEOTHsC5qUq3uCu+gv26S1wPvXGuE7ELeyJ7UqGAKP0AXGTS+Xhrlif3lif3pypT75GV9d38rt0ff4ufeQ7cDOvjpPvTZF4D5r1B8ZQ/LMFxlngU8x95eeS73CmPhojzo0lf6JmsHa+Lem4Rp+HbReJASEOyjbGeAoSp8ZBfjgiqv6CJGg/4xAc5Wqx9Iw9sV2JcpNhopAH8nPnX0pYn95Yn96cqU++RvOJcUxd359dn79DH8bjmPgFfHKzjH7D7N4E8R406w+U5b/yFKHPWeTcV34u+Q7UVz4eqQ9jKTczf7JmQB8sts0xw5KOtH+mz8P2ixQHZZtgo3PRYQLPZKfor8ddQJmxZFt5JbY1ZIG2MgQYpa/wR5zIm07GbhwR/5lYH+tjfV4DH/WZr+/Prs/fqU++30S/gZxX96Z8DxK5PzDGdy2AZrmv/Kzq4Gx9yC95yf1n/kQd1s63mY6wRp+H7RcpDkqyssPROdVFslPR4Qj9qwCe8UpsVzAEGKUPyCV5IB+sxMnrHbE+vbE+vblCH113q+u7mF2fr9aH8fSVx7MbZKyP8VAf70Gz/sCxdLxZ/GejY1d+LvkOZ+rD11eMw7HFzMesGaydb3HM3G6NPg/bL1IclEdROMB4OFTVKakiO5XLtB9Ofvk+cA2vxHYFii2D8Mpb9a+Ru2B9emN9enOFPromV9f3Z9dn7cucpc+We1DVFvI9aOkexo2VG3keQ1B/Fjn3a2LPqH/mCH1YOGl8HWONj0v6VPNt1h/W6POw80+i76J7bEOAUfpKXCzeEevTG+vTG+uzHW7u1c3wDKzPdq7W52G9RXqF7rENAUbp/bA+vbE+vbE+vbE+vRnx/0yCzWaz2Ww22xtZWWmz2Ww2m812Z9v3CEwvGIn4MhJvXsPSS0hL/WPb3G4Le2O7CvyrfIwvoeWX8u6E9enNmfrk852XGpVvnf8rX2IcpQ/O1od3I+L7EdU1qroe4ot8lt8xxuqF03ysiMZ4hdn1Nesz83PWH2hb+XiEPtX9osp51Q6ezTfFWI0pKj0jVd1RVH5lLdb4V9Ufdf5kf55pFvWpfJ+1VZvK1xX7touEI7zljTMCEXCKfToYdRiJoC6+4Z37U6+2SlrVbgt7YruSIcAofUAuOEFnF767YH16c6Y+ymF1keSch3z9yHyHPvjH9Uhjz65R+J2vh4I69edGi68V+ViZV/WZ+Q7KofSp/FzqD2fqk/2DKudVu4higCrGJR0F+6pYXtVnieyX4qi0WPLvLH0qfxhP57O0qOoi0Xf5FduyWJv5ubQPRvzbRcIBiBMCR5VQAgIOzqIHYtuqP20RlH1KWtVuC3tiuxLlK4NwTB7iVv7uiPXpzRX6kEud3+SSY3IdgNn1Q3yHPtwkMV1YZ9eo6noo8C32w2iXL9b5WJkq9i2sub5Kn8rPZ/0Vf+ZIfeL8Wcp5bCfyfGM/Rp1iXBpTRD0j9DmL7NeSFkv+VT4eoU/lDznN9/iqLlL5HrWkL4sh4sjnydI+GPHvF2kWXFzdLV3AYh1BkQBZpOq7hldiWwN+zZK7hiHAKH2FPwZFLvME6MIR8Z+J9emtD9cLfMz5W3v9uFoffOFmg185p9k/9ufrIXCdY1Ej6Ecd7eJ1b+lY4ih9qtxC1GfmJ8z6n61Pnj+znM/mmVDbKsbZmCLrGTlKn4qZX1mLZ/6dqQ9Ef/BF93flt6oTle8zLaNmmdm+Ef9+kWJwURAdjBNYq9MsDFR1Vduq3Rpeie0KhgCj9AETjwsgOWUFzES4I9anN2fqw6Ns8sj5DuRS14q114+r9WE8HTMfN/tH23w9BOrxTeAr/lXtZscSs/qtVLnN+sz8hNn1eeb7Efpk/6DKedUOaJvnWxVjNWaE/VHPyFH6VMz8qubhkn9n6SOquYHPub6qy74/0zwvUJf2wYh/v0jRYR7JIQTjcVDQgVWnpIrYn33DoR+BRqokruGV2K5A8WaYcMrlbPV+B6xPb87Uhwur8outuX5k1Ddztj5cw+J1DHSN0jWuigfytSy3y9fI6liiin0P2XdYo4+YXZ/VN3OEPtk/qHzM7Zb0WVOX9Vm6N9HnLGZ6ZH+e+Vf5eOT5E49P7nRM3eNzXcxv9n2N5rH/LEdijHOeSN9N99iGAKP0lXii3RHr0xvrsx1uHtXF9gyO1udo362Pz5+tXK3Pw3qL9ArdYxsCjNL7YX16Y316Y316Y316M+L/mQSbzWaz2Wy2N7Ky0maz2Ww2m+3Otu8RWH6zes0LZKKqr1545KUoyrn/WujXGcWWiS+hLb3E9qtzpj55jsUyv/6AZ/NL+zJn6qNjatzZi8DsV1sMqhhn5yCo7ywGjfsK+TohKv+XrimKJxL7Ro7Qp5oba+ugqq+0iPrGF06fzU1g36vM9IFqH++F6N2QSsPIrP4IfapcVjmb+bg0/yhHLWY5mrUXGvcV1hybWCtfns0h7cucpQ/omBp3lsPK96rts2vELH8wxt8uEgfljWwOLDgp9LNCHZA6AlGd3tDO9UBf9c9J1/G2sie2KxkCjNIHyg+fd+ZMffIcY25xIjGX1s6vq/XhwpPHXDovAN/Vp4ox50FUx8q8qo/yGq8TGflftV3SDK7QR35F1tZBrK+04EJO3YzZuHCmPtU+6ijnvFJf5fpMfapciipnMx9jfaWFxqpy9Ey7M/XJ14UlX6p8wNX6VNecLfO/art0jVjKH4z4t4tEUBAPSGA4wr58QAKvLmCxnv4skCC21c/kGHsre2K7kiHAKH1AXhCOPCgnd+QKfTTHOBmUb04asTS/1D5zlj74wMWCY+pCMTsvBH7ofJzFCPkcrI6VqWLfQnWdyMj/qu1SPKB9maP0qebG2jqY1Uct+MRol3WY9Rfse4Ulfap93ICw7GecgxH8q3w88vzJ83qWs5mPsZ5xMPorxqUcVe0jVexbWDo2x1Pu5Efly9Icor7y8Sx98CFfc2Z+Q/a9art0jVjKH4x++0WKAxMoCx+ZwHna5cmX67OgmbzKX8Mrsa0BPzlGFm4tQ4BR+gp/9Im4c+66cET8ZxLnGD5SZruaS1Xdd+nDeDqHls4LzjluSGIW4+wchHiszFH6ZL9F9h9i22eaXaVPdey1dRDrsxZsk4clHWbjnq0PaB9zkBsMmmCi0lCcrc/SvI45m/mY65e0qHK01B7O1CdfF575Us2h79In+vjMb5DvVdtn1wigX8WIf79I1cA4onoeV5FE6iJVPScXFvsTnOpmyVnildiuYAgwSh+QGyY38bMSR/Q7cqY+eY7FEyWePEvz62p9oo86mavzQtBeF0GoYpydg9WxMkfpM7sAZf8htq3iiZypD33z3FhbB1V9pQXl6gYwGzdytj4Qr8XKdzwu9VlDkduKI/SpcjnL2czHXD/TAqocLbWHKvY9VMcmTsXK/sqXWT7Ed+iTrzmzHFa+z2JcukbAbH6P+PeLFAcmYUoowQPJUx0WkxrrQUmhTEDA4y2CinVb0NhdifFHEFlxz/51dQfO1CfPsWouPZtf6ps5S5/Kn3xe6ByCfGJX/Wfn4Jpzi31HID+j71BdmGLdd+pTHXtN3VJ+q+velv4ZjfEqM30ga8T+ZxqKGGfkCH3W5FJEH2OM2felnFc5eqaR/HqV6tj5ulD5ssa/yscr9cl1S/N/S//IbI7S52HHiNSR7rENAUbpK1nIu2F9tsPFSSf/2Rytz9G+Wx/rsxXr84H1+RH/sSJ1ontsQ4BRej+sT2+sT2+sT2+sT29G/D+TYLPZbDabzfZGVlbabDabzWaz3dm2PwLjBSzeyOblIr6zE7wwleuAl6Lj93qz/pBfuqINtudlrD2xrQW/edELUwyVr0v+S4RMzM/R38NKI72oXsUhsu/qKxN5zEgVt3hVn6V5JOLxs59LscMV+uRzQz7Kn3gsXvATaicDtY3xLMWovjONXtVHzMaHHH8uQ1UHZ+pTza1Ki5k+lRaztnleCuqw79Anz5ulfFRzC87UJ/snlMvsY6yDqn9VN9MMqvaRo/SpyMeu4lzj31n6VMxymTWDme+zc6W6RqyMf7tI/DyNxHBQ/ZyNgxMcdTgoCJq3tGmPE7Sr+is50R/e8KaOZFUBPGNPbGvBN/xSvJWvz/wfAozSB+QGU9+jIO9MIMbUuDkOUfnOp9oyqaAaEyo9M6/qU80jkY+/JXZxtj7x3IDqHIoxRh9nWqi/8rFF38yr+jybAzn+XIaqTpypTzW3Ki1m+lRazPpX589365PnTfQ9xpNjjJypTzWvn50/0ceqf1VXaSaq9pFX9VlijT5r/DtLn4oql7N1w0yL2b2mukasjH+7SAzMQTElm4PLqXgwJZJP2tO36q/62BfHubhTx/ZW9sS2BS5M+I9vla/P/B8CjNIH6kfeyNFR4Ac6ZH9iHGLJdyYhWsFszErPzKv6MH6eRyIff+ZnFbs4W594bqiczyFiwD+MC0AmahH7x3xs1VccoU/UIFPFH8tQ1Ykz9cHvPLcqLao6wN+sRdV2Ni876BPnDe1yPqoYI2fqA3leR38UU+W3qM6LXFdpFqnGEK/q84xn+sAz/87UJ1PlstJMZN/ZX50r1M2uESvi3ycSA+MInzCbfNTLIrm/UF+gP2PiPCu8reyNbS1MDvwjwZWvz/wfAozSZxibXOyJewbjMfGyPzEOMfOdeiabmI0pop6ZI/SZzSOh42+JXZypD3nM5waf+ALyG59Z5OB39jFrQRv8pV30e4u+kSP0AcUSyfFX+ajqImfqA3luVVrM9Km0qNoyfjUvv1sfyPMm56OKMULdzMcj9Mn+MUcoQ4wp+y2q8yLXLZ1/UI0hjtJnRj52Fecz/87UJ1PlcqYZZN/Zn8+VZ9eIFfFvF6lKNAfHMVAg1HFgnI2JrPqLmAQej6lNFcAz9sS2FnyTcPhW+frM/yHAKH1A3iQsE0bHeRVW9UwIiD7GOMTMd01AUY0ZiXpmXtUH/2bzSOj4W2IXZ+pTnRvUVefQzMesBeAXpv5b9Y28qo+o5kCOf5aPXBc5U59qbjFezmVVJ7IWVdvZ+fPd+uR5U+UDcoyRM/Wp5jXj5fNn5nfVfzZmrhNV+8hR+lSs0WeNf2fpU1HlstIMKt+rc4X+bFfXiJXxbxeJf3UyIA7LaRKGA9STNNXhAO0xxMGpqr+IZfriXxxzC3tiW0v0jXgqX5/5z77KRyaEBKXvUeCPxsRn1cU4pNHM9zgJIY+p/iLrG6li30KeR/nYoOOviT3DvsrHI/TJ54bqNGY1h2gXY6y0IF7acmFQXdU/1s/OrSr2PUiD6HuOf5aPXBfBv8rHI/ThePTV3IKcy6ou5veZFqqTn7m/2n6HPtlXjO2cjxxjhP6Vj0foU+WyOn+y31V+1X9N3VKOMuw7i3xsjO2szzP/Kh/PvP9kf7Jmz/RR29ifesrYVn0etl0kDsLgMiFnMtRjXKz5nPUH9kXUfg97YttC9q3ydcn/IcAofYZ+lWivwrg559FH9vFkASrfq1jimNJYzGKHV/VhbM0hmXwX8fjPYs9coQ/jxHzNfFRdjLHym7pcT3/VRX1ifcWr+ggdo9IHH+QP5DJUdXCmPviMvzLBuLEMsY7PqE/O77P+nfSJx+eT/TJB/czHM/WBKj/UZf+i35hinPVfGjNf36r24ih9ZsRj5zjFM//O1KeCcaN/EOv4fKZP7g/UY1v1edi5In0n3WMbAozSV6KQV8IkuoIz9DnSd+tjffZgfX5ifY7X50isz4/4fybBZrPZbDab7Y2srLTZbDabzWa7s21/TMcjKr4f1EtlkfzCHmXa8WKVqPpXdeor28qe2CJLcYL8ws/YVt9RPvNfImTiWNXLhWvRcaMm8mkp78A2L9liVdv4PWweE9Q29s+8qo+I8Ymc+6V4Zj6eqU/lD8hfxbTk46wtdfl78ipHMKuHM/WB7H8uA9vUddUH5GN1jYv9t+qzFDscpU9Fjn82D6t8iDP1qdjiY/RBbav+0kCWUf0s/s5crU83RvzbReIlJRLDCc8b1qCkxfFox8TgZMeYVLyhXfWv6mhPP+qYlFvZE1uk8knw/SjxKq7YVifKM/+HAKP0AeNgGn8P2T8g99RFH2cx0l++V21VV40JtFV9zp14VZ9qzomc+1k8Sz6erU/2p9Js5uOsbdZnlqOl3ImlfWtYOkb2v4pnNrcE41ZjX61PvMaJSrct+jyLHV7VZ4kcfxVPlY/ImfpUbPExahH1yf3pozzka/ia+DtztT7dGPFvFwnhOXGxONGweLKyTSL5ZALRXu2q/rlOcIFh/1b2xBZZ8kknhGKjLW0wTqTIzP8hwCh9oLGZgBx7D9k/QAtNaOm0FCMnNXXqX8VYjQmxPo8rjtAHi8fNxNzneJ75eKY+kP3RuDPNoo9V20qfWY5m9ZEz9cn+V/HM5pbooA/b+BnroNKNXKzV51ns8Ko+z4jxV/FU+YicrU9mi4/kPF/3qv6iuoavib8zV+vTjRH/PpE4ORCez0g8WdnmRCeh/H4/UvWv6ph0CLGHvbFFKp8AvzhZFBtxcpJQjifPkv9DgFH6DBOP4+a8rSX7B7OL6ixGfKC94qlinI1JG2Kj3SzGI/SBeNxIzn2O55mP1M18fFUfyP5Ums18rNrO5iDMcjSrh1nsW6mOkf3fMl9FB304RnWNo5x126LPs9jhKH1mxPireKp8RGg38/EIfTJbfczXvao/MEZ1DV8T/5kwl/Cfp4V7wL+Zj2foczQHxb9dpNkNE6gXrCJJJMQTvuo/G1MXlz3siS0y8wlIuuqJbfavhyX/hwCj9AFjcXLxicgadwvZP2A8+SKdZjHSP8dTxViNKYgBy/XiVX3EbPyY+yoeWPLxbH2yP5VmUPk407eKEWY5mtXDmfpk/2fxzOYWdNBndo2DrNsWfZ7FDkfpU1HFn+Op8hE5U58Za32kjjbaJ3J/mF3D18R/Jhyb3OHvHr5DnyM5KP7tIrEaRnAmSZwoEMs4xwqStvTBYSZN1X82ZrzAbGVPbJHsk/wHYmN89muSqEw/seQ/7SsfOdnIm3K3h+wfMFE0pupmMVbxVHV5zNif8ajnRKqoYt8Dx4GoD8Tcz+JZ8pH2lY9H61PlV/pkHyt9Yts8ppjlSPUVVex7qI6d/a/iqeZrhPaVj1fro+PQbmn+V2OKnKNnsUMV+1FkX5/Fc7U+FWt8VH6JiTraK/dVf4jXkaU5nKli78TV+nRjxL9dJCYB4ssi7ItwIqsNk4hy1X82Zh5vC3tii2SfMP41IBSLiLGKJf+HAKP0GcbKF8mtZP8g+7gU45r+EOukMdD3WfxHoGNE36HyPdct+fhd+iz5uEcfULuoD+T+kbP1yf5viQe66BN9jDHSbm08ahf1mbUVR+kzI8c6iyfXibP1qXjmo/ShzLZMVP1jOZ8/z+LvzHfo04kRf2+RXuGM2DgBjmIIMEpfiSfalRwZ4xLWZx/W5yfW53h9jsT6WJ/OjPh/JsFms9lsNpvtjaystNlsNpvNZruzbX9MxyNEvh/khTF9//msLn7PWrXlk5fNsNw/1m1hT2wV1QtulW+0IyZeIoNn/kuETMxPfBlvD/iil/aqHMtnWSb2F1VdlSONPdPuTH1yXFXsoHbSLHK1PiLGk+PIxP7VfIu+Zh2WYoej9Fki+q8YY/yQy+IKfSpfYi6rnEdif/WVAX2W5mVsm7lCn1e4Qp/OWJ/ejPi3i8RLZCSGi5feEn9WRzI5wbnYVW35vpFFktoC7RAittvCntgimgjVONk3yly04kt1z/wfAozSB+QGo29cOG4F/3mTn7GgyjGaqI6LcCT3h1w3yxE6K3YdK3OmPjmu2fzKmkWu1qeKZ4s+1Xyjjv2xDp7FDq/q84zoP/oon1oILOkLZ+pTHbua07NzfK2W1byEJd3FLC9dOFOfXwHr05sR/3aROGk5wTGd9LM6tjEuFOyjrmoLnPSUOekBESRAbLeWPbFF5Gt1A8++0YY6Ptf6PwQYpQ900WMCkqO9aBLzKXKOBTdDYo1U/XPdLEfsV+xV/uBMfUSMK8deaRa5Wp+leNbow2eeb/SpzrVnscOr+jwj+q+cRn+W8gFn6lMdO+ZX9VXOYcn3rOXsnIRKd3G2Pq9ypj6/AtanNyP+fSJx0nJy8ylynf6VSULjxQGq/iSbi4na0g//KO/xc29smeoiln2jDfFSz79qqzYZ6qp6IBeMqbG2wkWTi7NM5BwDbZnskar/bEzIOWJ/vllkZrFvZTZ+jivHXmkW+Q59IMezVp/ZfKvOtWexw1H6VGT/KaNN5U/OhzhTHxGPjZ95Tj87x7PvlZbVOQlV28iZ+gDXbvzXV5RbuUKfMzki/jOxPofEv12k6oJa1cULRjy5q7YEUbXlIoDRfit7YquYHTv6xoqZSQNr/R8CjNIHuiHwicjKyxboix9MYE3iWY51I4xU/as6keOjrcac5e9sfWJcVewzzcTV+ogcz1p9IM+36lyDZ7HDUfpUZP/RRz5mf5bmz1n6iHhsxqvmdM55JNdlLWfnJFS6R87UB9AD34htD1focyZHxH8m1ueQ+LeLxL9KOFk5uXWCV3U4x/jUsx+HOeHXtFUd+6lDjK3sia1CPsp/yL5R5kK+xX/8q3zkoqcbA333wKTg+PgS/ck5hngzVIxV/6pO5BzRVv5zElWcqQ/EuKrYqcuaRa7WRygesVYfynm+sY8y9Zj6P4sdjtKnIvvPtvTJ8yXnQ5ypj4jHruZ0znmeg9n3qCXEuMlD7J/bZs7U5wiu0Kcz1qc3I/7tInGScuLKZnWgCx1wMlNeasu+COVct5Y9sVXo+PjKv8pE9i3GKpb8HwKM0mcYa3Zj2gLjYGKWY5FjzP2hqtMY0hj4zPmIXKFPBH+qupmP36EPZB9j+Zk+tI3t2aaP7Dv0WSL6z2eOHao6uEKffOwqZ7RRO/YtzcEqlhh31KdqG7lCn1e4Qp/OWJ/ejPh7i/QKZ8S29C+yrQwBRukruhBezZExLmF99vEr63Mk1sf6dMb69GbE/zMJNpvNZrPZbG9kZaXNZrPZbDbbnW37Yzoe8fL9oF6qjPACVXwJkJcFc7tZf8pYfgly9hLtM/bEVlEdP8bA9/6KUxaZ+S8RMnHsPS9/R6Ie2edcl7VUTKqvYlR/XtiM/ZfyIY7SZ4aOrfznePjE7+y7uEIf+QYzLeQ3Wmae9Y91+d2VpXHhbH1e5Qp9OmN9emN9ejPi3y4SL/mRGC6c8S1xEseb40oaN14SSTuSyUWZuqo/3zfSlot0vnjv8RH29hNLx48xKDZ8p8wNFZ75T321j3Ex5WMvWY/sc66LWmbtoIqR/moX+1dtM6/qs0SeT1U8tJGPqoucqU81NyotqGOhwnHisbb0V12McTZu5Ex9juBMfX4FrE9vrE9vRvzbReLGwQUYizc9JY1PlZVALr60p2/Vnws0N0rasQ1qW92c1rAntsjS8anHd4ybieCmwj5Y6g9DgFH6QLkgl+RoL1mPymfqshaQtYvEGGO72F/EtplX9Vkiz6dZPCyO8FtzLnKmPuQEi75UWrAf3xWHWNufOraxOE9n40bO1OcIztTnV8D69Mb69GbEv08kbhxcPPkELrRcUGXA5+wmWvWnLcnnqUUk913L3tgy1fH1L2j8jTcbJk1m5v8QYJQ+w8SjX87FWio9Kp8hawEz7XKMjEUMjJdjmeVDHKVPRZ5Ps3jIM/UxH+JMfUT0BbIWbKNbdV7As/4zzZ+NC2fqA/iFH/qKditX6HMmR8R/JtbH+txdn4dtFylfZIEbDBdYEqakUccFFmgvqv4EoXK+GcW+W9gTW0V1/HhDlb+6oWRm/g8BRukDxtYCBpF1nC3M9Mg+V1oAbSvtqhjxFctxzvIhjtKnIs+nKh7a5HxEztRHxJxVWvAvMS5GUPn4rH+lOTwbF87UB/AT38jlHq7Q50yOiP9MrI/1ubs+D9suEv+q56LJxVYXYJzAGfbpX/3UcfOlLYnEYW46VX/64ovaRtRmK3tiq9Dx5T9EfxVvvKlEZv7Tv/KRG7UWLoy/h0qPyueshWLM2okcI2PSj3acMDFHs3yIo/SpyPOpiqfKR4R9lY9H6CPi3MhaAD7qOOyP+YU1/WOM6p/Hrahi78QV+nTG+vTG+vRmxL9dJC6iXEBlEW40mNCNGLgZUp71175MVbeGPbFV6Pj4ylMNEWODmZ+z+iHAKH2GsWc3pi0wDiYqn6WDTDHmtlDFQp3qpTHM4hZH6TMDP6IPVTy5TeQKfeKx2Y46iOg3n3EObu0f9Yn1FWfr8ypX6NMZ69Mb69ObEX9vkV7hjNiWnmhsZQgwSl/Rjepqjoxxie5zz/pYn85Yn95Yn96M+H8mwWaz2Ww2m+2NrKy02Ww2m81mu7Ntf0zHI3i+H+RFy/gOgl6+1Eums3azevpRx0tYwD5epMViu7XsiW0LMd7K1xhn9a6FRMjEfrxY/ArSIkJ+9SLtLMez+qyRiGMKtY39I2fr8ypX6NMZ69Mb69Mb69ObEf92kXgJk8Rw09Nb4nxfSNK40euGl9tRz02y6k8dN0z6a7HAmGzTDjG2sie2teR4K19jnJX/Q4BR+oA+mMbfgyZxHp963u5nfJjleBZP1gjymIDOHH9JuzP1OYIz9fkVsD69sT69sT69GfFvF4mbIzc9TAsYbnQ8LeBmxzbkdnxSV/WnH0mP/YHFBW1i3Vr2xLaWKt7sK3FSxlg8ZIYAo/SBxmYCkqM9KM958aGJzaeY5TjXzzSqxmRbJ0/2QZypzxGcqc+vgPXpjfXpjfXpzYh/n0jcHLmx8QncbLnhkTyeBojcTuR6tlkk5P4IwLjciLeyN7Y1VPFmX/XEhDaV/0OAUfoMY5GTmIs9MIbAZxYmMjHLca6vNJqNyTZ9IfoQOVMf0Fdw+au5tVyhz5kcEf+ZWB/rY332Y30OiX+7SNWiBidU1g2zagdVPStOkg7qz5i6iVYLiGfsiW0tOd7K17gIqPwfAozSB/TTwgKRNcYeyLNgPPxgUmtiz3Jc1VcaVWMC9SyUIPoQOVMfQB9iIJd7uEKfMzki/jOxPtbH+uzH+hwS/3aReDTGTY8bm25uOMJY1JM0yO1wmBvrrD83UOrZrzqNqbot7IltLTneytdn/rOv8lFPWJSPV1B+gYmCT/gy81EazeLJGuUx1Z96tdV8yFSxd+IKfTpjfXpjfXpjfXoz4t8uklZeMsFNj30it+PpgdrEeqGbaSSPuYU9sW0h+1b5WsUkhgCj9Bn6aZHxClXuGBsT0W981ftKsV5QV8WjMaWx6maxw9n6vMoV+nTG+vTG+vTG+vRmxN9bpFfoHtsQYJS+wiT8DvQ119lYn95Yn95Yn95Yn96M+H8mwWaz2Ww2m+2NrKy02Ww2m81mu7Ntf0zHVyR8P6gXmwUvu1LHS1QRyrwYK6r+6isTKs9epF1iT2xXIhEyMT+8iX9XrE9vrE9vrE9vrE9vRvzbReIlWRLDwkZvietv3vDSa3zxlWTyNjntWeywEKr6s49+1PFza+A7SISgPr+Mu4Y9sV3JEGCUPiA3mGK/K9anN9anN9anN9anNyP+7SKxMGFhg2kBo9Uin/EJkBLJJ+3pW/UXLKL08pUWQ3nMteyJ7UqGAKP0geImb+Torlif3lif3lif3lif3oz494nEExkWJnoyw/bavxIMuT/QnqQLyqxA45hb2BvbWvS1Xfx6bwtDgFH6DBOPsffEfRVHxH8m1sf6WJ/9WB/rc3d9HrZdpGrxwoqRpIGe6rDoYZskxkRW/UELKEFgapOfFK1hT2xbwDcWaHpitZUhwCh9QN60eETkro8hj4j/TKyP9bE++7E+1ufu+jxsu0g8pWFBwiIGAxxhkUO9nuLgGPWUMRxmUVP1h7iIAvriH20RYit7YruSIcAofaAnXsrnXbE+vbE+vbE+vbE+vRnxbxdJKy+Z0IInQz3G4obPWX/qM2q/hz2xXckQYJQ+Q9xaSN4V69Mb69Mb69Mb69ObEX9vkV6he2xDgFH6CpPwzlif3lif3lif3lif3oz4fybBZrPZbDab7Y2srLTZbDabzWa7s21/TMe7PHw/GH/JxUvKeqk5vtisel6sElX/WKf3gmZjrmVPbFciETIxF7yJf1esT2+sT2+sT2+sT29G/NtFWvuXnPNfh6YNvwKr+sc6Eg/VmFvYE9uVDAFG6QPygDEJtRi8I9anN9anN9anN9anNyP+7SLxchSrRCz/TI4Fj16e0gqSTxYxtGdf1Z86tjEWQ5E45hb2xHYlQ4BR+kALPiYgObor1qc31qc31qc31qc3I/59IvF0hoWNvsICFikkTbCfxQwJ5W8KRHJ/PS2ibVxU5TG3sDe2tegrOv8lTv+l1I5YH+vzCtbH+txdn4dtF6la/IAWO4JVJImEuKip+vOkSI/bYts85hb2xLYF/MfnPU+nYAgwSh+QC8bkE5G7PoY8Iv4zsT7Wx/rsx/pYn7vr87DtIvFEhkUKixhMxAUP4BwrSNrSB4dZrVX9aYsvaivymFvYE9uVDAFG6QM9MVPu7or16Y316Y316Y316c2If7tIWnnJBPUZVmdqw0KG8qx/bCuqMdeyJ7YrGQKM0mfIxd6v/n4VrE9vrE9vrE9vrE9vRvy9RXqF7rENAUbpK0zCO2N9emN9emN9emN9ejPi/5kEm81ms9lstjeystJms9lsNpvtzrb9MR3v8vD9YPwlV6yL7/zkOljqz0vPS3Vb2BPblUiETMwPb+LfFevTG+vTG+vTG+vTmxH/dpH4aTqJ4W1xvSUe60hcVccihl+BzfqT9Gd1W9gT25UMAUbpA3KDEXt+KfxOWJ/eWJ/eWJ/eWJ/ejPi3i8TLUawSMS1MqGMbY+FS1dGeuqo/CVeyl+q2sCe2KxkCjNIHLPh46sUEJEd3xfr0xvr0xvr0xvr0ZsS/TySe5uipDrDA4Y8mkTwtVqo6kfvTBl9oJ5+qui3sjW0txEYM/kuc/kupHbE+1ucVrI/1ubs+D9suUl68wJYnOFV/0NMh9omqbi17YtsC/hMf/u1hCDBKH5A3xuQTkZXDbhwR/5lYH+tjffZjfazP3fV52HaReDTGgoZFiRYmOMJY1LO/qsNhVmuz/mxTT+JndVvYE9uV4F/lI0++WHljxH5XrE9vrE9vrE9vrE9vRvzbRdLKSyZYicUyxDoeq1Ge9acei1R1a9kT25UMAUbpM+RJC8m7Yn16Y316Y316Y316M+LvLdIrdI9tCDBKX2ES3hnr0xvr0xvr0xvr05sR/88k2Gw2m81ms72RlZU2m81ms9lsd7btj+l4J4e/E4DF93N4Y5yXlp/VzfoD7TNV3Rr2xHYlEiHDu1J8/0re9rz8/atgfXpjfXpjfXpjfXoz4t8uEt8N8vIyb4uTJNCvu5bqWOxQV/VX0qM/Vd0W9va7CvyrfGTSYcQeXxK/G9anN9anN9anN9anNyP+fSKxmOEncixigIQpWVrU5DoWNHqxKvenHlNfqOq2sDe2qxgCjNIH5ORd/hJnZ6yP9emM9emN9enNiH+fSCSGxY3+TsCaBVAk9xfVYqfrAkhf7734lyhH6TPkh7H5WwxdOSL+M7E+1sf67Mf6WJ+76/Ow7SJxQC1s4gKIlSPgFFR1UPUXsZ2o6tawJ7Yt8BSLOPRUaytDgFH6gLwxJp+IrFx144j4z8T6WB/rsx/rY33urs/DtovEQenH4oXHZIATrBapI2lVHQ5r8ZP7i19pAfQq+Ff5yKKRvCl3d8X69Mb69Mb69Mb69GbEv08kFjcsaCLU5dVirOOxGmWo+sPaujXsje0qhgCj9BnykxeHd8P69Mb69Mb69Mb69GbE31ukV+ge2xBglL7CJLwz1qc31qc31qc31qc3I/6fSbDZbDabzWZ7IysrbTabzWaz2e5s2x/T8U4OfycAy+/n6AVo4J0fvkfkJebYrupfta3abWFPbFciETIxF7yJf1esT2+sT2+sT2+sT29G/NtF4rtBXmzmbXGSBEpaHO+Pf/zjjwTSjrfJWcTwK7Cqf24LVbst7IntSoYAo/QBecDIZ36p/E5Yn95Yn95Yn95Yn96M+PeJxGKGhQqLE2CxgsWFCmUWRhht+aQOqv6xrcjttrA3tqsYAozSB8TKUy8mIPm4K9anN9anN9anN9anNyP+fSKRGFaHcbEC+UkNCxjq+IxU/au2s+OsYW9sa+HrPvx98S9RjtJniJux+VsMXTki/jOxPtbH+uzH+lifu+vzsO0icUA9GltaAM0WP1X/qu3ScdawJ7Yt4Cv+6anWVoYAo/QBjx8Zk09EVg66cUT8Z2J9rI/12Y/1sT531+dh20XioPRjUcJjskhcALGPNtRpcaNFTe6f28LScdawJ7Yrwb/KRx5BsvLGiP2uWJ/eWJ/eWJ/eWJ/ejPj3icSqiwVNJtZphSbjsZpWa7l/bitmx1nD3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<span style="font-family:Arial; font-size:8pt">Durante el periodo comprendido entre diciembre de 2023 y diciembre de 2024, se observó una reducción de 1,017 créditos en el portafolio de la emisión CDVITOT 14U, lo que representa una disminución del 23.6 % respecto al número de créditos registrado al cierre del ejercicio anterior. Esta variación mantiene la tendencia de liquidación progresiva de los financiamientos observada en los años previos, consistente con el avance natural en el calendario de amortización de los créditos.</span>
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<span style="font-family:Arial; font-size:8pt">En términos de saldo, la reducción fue de $131,717.8 miles de pesos, equivalente a un decremento del 13.8 % con respecto al saldo de 2023. Esta diferencia también refleja el comportamiento esperado de un portafolio en etapa de madurez, en el que los saldos por amortizar se van agotando gradualmente conforme los créditos se liquidan.</span>
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<span style="font-family:Arial; font-size:8pt">Cabe señalar que, conforme a la estructura del fideicomiso, no se han registrado adiciones, sustituciones, ni ventas de créditos, por lo que la única fuente de variación corresponde a la liquidación o a cualquier otro movimiento relevante de los créditos existentes.</span>
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<span style="font-family:Arial; font-size:8pt">El análisis del estado de los activos por grado de incumplimiento</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">muestra una evolución en línea con la maduración del portafolio. Entre diciembre de 2023 y diciembre de 2024 se observó una reducción en el número de créditos al corriente (Menos de 30 días), que pasó de 3,185 a 2,216 créditos, lo que representa una disminución del 30.4 %. Esta reducción está acompañada por una baja en el saldo correspondiente, de $533,784.0 a $394,704.4 miles de pesos, es decir, una caída del 26.1 %, coherente con el proceso de amortización de los financiamientos.</span>
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<span style="font-family:Arial; font-size:8pt">En contraste, destaca el aumento en los créditos en proceso judicial, que se incrementaron de 96 a 275 casos. El saldo correspondiente pasó de $49,260.1 a $140,384.8 miles de pesos, es decir, un crecimiento de 185.0 %. Este comportamiento indica una concentración creciente del riesgo en el segmento más problemático del portafolio.</span>
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<span style="font-family:Arial; font-size:8pt">Asimismo, se aprecia una disminución moderada en los saldos de los créditos en mora intermedia (de 31 a 180 días), reflejo de liquidaciones o reubicación hacia etapas más avanzadas del proceso de recuperación. Por ejemplo, el saldo en el rango de 61 a 90 días disminuyó de $19,837.9 a $15,466.1 miles de pesos (-22.0 %), mientras que el rango de 121 a 150 días bajó de $8,757.5 a $6,108.5 miles de pesos (-30.2 %).</span>
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<span style="font-family:Arial; font-size:8pt">Finalmente, los créditos en prórroga pasaron de 79 a 46, con un saldo asociado que se redujo de $16,563.8 a $9,968.8 miles de pesos, lo cual indica que, si bien este mecanismo sigue activo, su uso se ha reducido conforme avanza la vida del portafolio.</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 el acreditado es</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> ilocalizable o la vivienda se encuentra invadida o esta rentada en éstos últimos tres casos aplica a partir de más de 3 moras), que se focaliza en ejercer acciones efectivas de cobranza judicial que además de permitir la recuperación del crédito de manera parcial o total</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> mediante el pago o</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> 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 </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt"> sobre el comportamiento de la recuperación de los Créditos Hipotecarios y sus accesorios se puede consultar la página https://portalmx.infonavit.org.mx/Cedevis/emisiones_cedevis.html donde se encuentran los Reportes de Cobranza de esta emisión desde el inicio de </span><span style="font-family:Arial; font-size:8pt">la misma</span><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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<span style="font-family:Arial; font-size:8pt">http://portalmx.infonavit.org.mx/Cedevis/emisiones_cedevis.html</span>
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<li style="margin:0pt 0pt 0pt 22.68pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:13.32pt; font-family:serif; font-size:8pt">
<span style="font-family:Arial; font-size:8pt">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 Calificadoras deberán ser solicitados directamente a los analistas responsables, siendo estos:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Moody´s</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Rodrigo Granovsky</span>
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<span style="font-family:Arial; font-size:8pt">rodrigo.granovsky@moodys.com</span>
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<span style="font-family:Arial; font-size:8pt">(55) 1253 5747 </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">HR Ratings</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Mauricio Gómez</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">mauricio.gomez@hrratings.com </span>
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<span style="font-family:Arial; font-size:8pt">(55) 1500 3130</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
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<span style="font-family:Arial; font-size: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:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">CDVITOT 14-U</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:8pt">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">62,378,934</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 5’541,417 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">1</span><span style="font-family:Arial; font-size:8pt">.</span><span style="font-family:Arial; font-size:8pt">256856</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 20</span><span style="font-family:Arial; font-size:8pt">2</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">37,712,822</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 5’541,417 títulos en circulación de </span><a name="_Hlk162185591" href="#" ><span style="font-family:Arial; font-size:8pt">6.805628</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS.</span></a>
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" 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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic"> </span>
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
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<p style="margin:0pt; text-align:justify">
<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">200,183,274</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">11,778,863</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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kmg3lk+X7td5N/F1jXruWYbSUmWO6///Y/YpHmbvLuX+ekfDhFa+M37/8UFnx/Atlf+mffWH+aweH5j90Bu7P6An727hoOHDnPV6jY5xXmYa+zj62272X9gH1/tPIRFYBqhNgdYue6MqLTl2B1fw+pzThSJSluRepcNv//f/GylBolKMpqXrFhz3v+Hn7J26z62rX2fbedMyS6tpjIzmH0f/Av/5/VDRCsX/Bdnh6FxbBeb9u5j5971rNx7Hv/0QlJ8rNn91SZ2HNrPro1r2H3Mhpwl9/hz5LmSsiizD/7xH1m5+TDbV37EpktOZIfa8Ntf/QyTCEUaP731/Nf//Csu3YpdyJcfZsXqDz9jzaev8sFeEzKe0dl3kRdGyuUZ6O96n63aAeJ9g9n64cdo3o3G7tTn/Pq1z9i7fRufrtqGY0gSNsfe5c29BgsdkuclL5SUc6M4uOrnbNYPwF2K7vSjz/CNipGjO+00uY39JdFONq3g7//Hj/li12E0rO7hq72Z//WL99ix/zDnrxkJ4+3N2p/9Ex9tFGk3fMC7X6kRH+TO27/8BZ/tULQz++Ac6ooT0d23no+/Ws87H3yOuV8yLqdW8s+vrmDPgcNcMrQjvbiOJM/rrPr0S9Z+9Bu+OOVCzjPhJ5+H/CWk7Hnlc/7Lf30FHd9kxbHs23zwd/+V//SzFThF5FCVH8fZNb/iP/2n/y8GoSVE2l5j/Zqt7D68h+1rv+CsXiCFeb5s/NU/8cEGoZ+NH/L26kN4ed3kktphVr/5U37024/Zc/QUt+94suHdf+aIbSzedtdlXe7etJof/z9/w+9PuMr3L40w4Wf//R/4/KQ9eTKJCqcpxJ5tW7axU6TfuX0D2y85kB7lwXu/+p9cvV9GrKs+m9duYdfhvez4ejXHr3iRXxDE7td+zGu7zOR2/Oorq7mV/fS7/1vyPEi5pjoPW7nOfcLf/Y+fsFqqczZ+5CT6cG7zJjbs3sfeHevYtO0KgUlRmKuLtOvf47/93S/5es9hrrlGyNcpi7bklf/5D3xy2IpsqRNUl4+z2lr+ac21p+43L/H3rvDWP/6GTTv2smn1e+y95kix6GBVpN5h/e/+Nz//7JLStteSn+LHqQM72bpf2PTd61i5/zLRhaXE3zRi69rNQudCp+tWc+SiB3nfcq8/R/40Us70Z9M773DVT1Q+8bsoLZLAsCRK07+dlE+8+grnb2WLXloga37ya04bmPDl797hWqiUv5Jw56N89OkBwqMEKf+X/8Q/f3qYEPvzL5SUd7z2r+gEK9faleUIUv6cTdfvUFkjHROVPNiQ19/ZimeS6GWJ3k9i+H2iRE8pTCbl0yTklGG7QMrlBFmc4Cdv/Z6PfvouNhFPh8qTSPnzN9bhk1hKzK1z/Oa1LYSkFhDtfonfvPEb3vnH32F4X9G7CzDYz4dbNIgrrKCiNJOQwPukZqVjsH8Nq87bUVZbQ2GCHV/85nVsE5e8058hz5uUpTJ3EGVeluHIJ7/4BGcHoyWknMDBN37Cj/7lF6w64bCQL9X+OL/74gIRSQn4B0ZR+Gf0xv+Y/DVIec0pZyrKMjDas5K1Zx1/GKT8N/83u/RuK0IumiriINdF2/LaEgMdrLuTd7bpkFqqaC91ud5s+N1vMJXKPMWRN3/+O4ysrXnn1x/imL5kTWuaL6vf+BCD4ExiQ+4Tm5EvSHktq9RsyK9QXkukC7y+jfd26ROXFI1/cDzFS6JcPS/57qQcx45XfsSP/+lnfHXhluKYIOXP//kf+NdffcpBiyAyIxw5/OnP+e9//38w8ArnwKcfcdQ5nEpBljmh13jnd19yL8KXLb//BQZhIn+aC+/98rfo+hfJ1/NUX8cnh8wVnZGMQAUpO2UuPIPrhVX87L0vuRWVL37n4Xz4c/7u1df49KN9hGZWUFeUyMUtn7NT30fcs47KvETRziIpiFWSsmc8Z9auYKeZrzhfTV6kAR++8im3wgUpv/rP/K2yHf81SHlBoiz53Str8Zyvcyb7eHvdeaKEbSzLCRT6fY0zbspOUcgNfvbqDgLy5/Pnc1PtK/7n60In724nQA4T+u+T8kqhv6jMYgLMDwj9HiItv4Ag8+P8yx9eFbb9PXmpnDSy5KaxjZUH9Mksq6K8OI1Av/tkZSeivvEzthgIHpF0Gm3MJ698iFvKN+/158ifRMoFQRa89i+v4ZjxzLmsbyfl46/8go0XrPGwOscn73yFkcl1XvvJeoLmr5fmwBe/+5zb3jZ89I//wK9/+TkHdn/xYj3l3/6In74qrbU7wN2EeEHK7/D3P/kt772/Bg3zAILNtvHz948R/sz9wwUp//Tv/ok33n6XX/7jP8uknJ+XLhrAa6y76oXuRkE+R63IXUIyEil/8rN3uGLihN6pdXy2XYukrHwM973JqrN2mB94k/e26ZImenMWez5kwwV38quLifDxwMPDg4joGE589qmogBHKoalYzrzxW065Zy3c48+RF0XKtTUpbHv/t2hpayyQcrH3Rf71rdVYWWrzyo/exlMZbag45x67X3md3722CwuvUAqWMSlX1ZTjp7eTn2+69IMg5bdfF+XyTytYseKjf4OUN/H/+4ef8ta7H7DnpDNZgpS//vW/ckhX1Fmd47y1Yht+3sJT/sWP+dVbUjvbj2eqRCC5uJ/fLezHh+w8ZUFYukTKn/Dff/QL3n5vJce1PMkX18+KdWTzr18THeNDuATF/VlDqH+qfFdSLvI6zb+8vQ4bMw1+85NP8BaevUTKa4Sd27V3D2+uvYz7jX3sXLOOn/zsx2jaCML+3Rc4iE694hpBrP/Ja5jddGHTb3/KvhtCZ7pqvPXJRrxTFff446RcRsqtK/zsxx9jGqxo/xWJXqx+7zdcsL3H3nd/ySG7EMpSAtksiOS0e4LynkpJUpCyul0Am/6wCqOIdOW5MHb+8vfouNxkz6s/5tW3v2TDqlX8i7DFLwsp2x3+lK/UnCmQz2dhueNjvrrkrUj7DClXpPiy4aPfomblw5EPf8FeU3+qa/99Uv7glc/Qt3RA8+BqvjhsTE5mMuqbX2f9tTvc2PBzVh23JrukmKsbPmSfoS/F5XmE3lPY6eiIYLa/+xk3glKU14xg329+x1Xvbx8u/1PlTyLlimhH/vCzn2Ic/cy5P0LKx37zr3y47TSXL1/GxTeZgigH3vr5qgUDnRtpzMq3vsYnwImVv/0d58+f4/Uf/8ML95RvhCh/z3vKOnepUvbUs5yP8OO3thCQpUyjFImUnx2+Tk7wZOU//z3vfrmFL98Svcz39xCRufidVCLlD//x1+w6dgFtXVOCkgopKQrn6x//P7y+cgPrRaX5b6+v415iCS4nv+CLE7ZklwrjdeMIH/78f3HYxJ8L61ZywEoZ3q80hP2v/Rot3++2hdqLIuWa6gg2vPIqRobaSlIuxOXIR/zPn73Hzi2r+F9/+1/YZZ+mzFtDcUYEtwxP8MHPP8I+5i/fDu6vR8rF3Lq4kbeEZ/dDIOXVh7W48Okv+M//+Sf/jqd8g7T5OMuClL8SBLxm92He+8nP2GsYRV2iu+wpOz3bea8rJcrNiP0f/kF4mq5KT9mWAnmIcV6qKUwKwkn7AO++8hWeSc9n3sFS+W6kXIDDnrf5h19+zC5pSP/v/pZDzoLYZFJ+BQ0dHV751e9458O3uXxVk9/96sfoOPnw9VsrMY5UGuciT1b9/C0cvD3Z+Osfs3qX1M5/zjbt4IX7/DFSzo9zZt0vf85hgyAK5bTVRLlq8Ov/8xO+3rKJN3/2d/yfLYZUZYax+6Nfs886euGasihJ+bJzKLs+Wommr5JAiu+xTnSCzL3usee1f+GonjVrfvUP/Ld/+PClIeXb59ey8pAlOVIHrSKFGxvfZod+mCLtU6RcQ5znNX4vnKY1mzfzzi//nv+94TrlVXn/Lim//ZM3OHzqIjoG1kSkF5ObfFth29dsYfWb/8TffrCPiJRcjPZ8xuart8krSJHr6Fs/+lvUHULZv2Il6l7KjlCJr+h0/R7j4MWwqd9F/rTh68pMzA68x8qTTsRnZnLP+BhbT5qTWhTGDvEQR83v46Wxh9c+v0FyzZLh64X8cWiskHZhcRb5Y9Db9iFf7DQmPc1dkPKb2PkEsPO1f/qeSfkz1qjbk5qRSXZ+EaU5wWz64C0uiB5lckIkWoe3ouEURoj1s6TsgOuV9by58hgegRH4uZvxifAAdfwSF+63dPhacayGKMs9vPL2bpwDIgi848La13/DGedwkvxNWLViI/b3o4kKMObTN36Mmksst6/t5ffvHBGeRTJ39A/xh19vJug7Gv7nTcorf/V7jHwyCfPS5PUPDhF0z0omZW27m3z56ptccPInIiIC66Nv8tsvdEiuquWe7ha27TUjKtiaT3/7NqZB817Ed5cXN9ErH7dz63ll/VWivZz45LdfYxeTKJPyZwdNSIi5z/4NX3LcKuAHQsoWBNgc53//v6SQi3+MlHfwxrqLBCdlkpWTR3nmXcXwdVgFMbZHeU14xgH+LoKU38UkNFMOfpJfUklulBs7Vm3B7V4QN/Z+yidHrQUpr+GjA/rEpIq2l1cgT6J0OLuag2r2RPoZCFL+FJcoxbDu85TvQsqFUU6s+PUbaHmEyHXaaP+rvLHegLT0W4KUf4+leK/9b/8L//ibLfj62PGaIGWD++kY7/xCOCZ6xGbG43z6S95doUFcpnL4OqSCOAc1Xn93J77Z1fJ9vo2U95tIsbd/yZtbr8i6knSaIeyB1tZ3WH1Ej/uhUif3KD/98UqCSgq4dW0bf9igQbRIF+1+jXVbLxAZphy+9s8W7XEdbwuvPjozQZT7Jt557yRRWUEyKWvdSUJz0xv8j//x7ktDygn3tHnvt19h5RdJqIcuK3/5EZbROYq0S0i5tqpEdKLf5bN92vgLnXianuKX0ohGfoZMyj9aeU7WnSTSntPz91sYvs6a7wDWcPfqOt767Dge94VtdzOVbfsNv3ii3LX46LNdeMXEEeqtzVu/+j9o+2dir7aJtz6/IHSayM0r23j7D0eI+AvnQ/yJE72kGXL5mFw5yvr169l+zoCIVEWjybqjzwFxbMOG49xKktJmYHf2NM6RTzeq2rwEjI4q8l9QdyZN8poLw7l6+gLBwjuNc1PnmLr10zueKOUvLvjSBEzOHcNrfqy/shgvs/Pys0iy/7I5aYWVZKcEcO7oHtZv2c45cy+yiypIDbTkqp4TOcVV3LfT4brzXey0TqJ7M5oK+dpZ2OuocdZGacyEFGb6oX1ej7gcafapdKyEe4ZnuGIfRpn0u6KQWyZnOWp0l+raSuKCXdi/a6t4ll0cuuBCSmmVuG4uwSb6Qq8bOHBAE7/o726knispizK7sFN61vkyF+QqjMhptaNYu7qidlZfeFOKGarV8e7sOKZOYEoZpUVBXDik0LeOg7ciZOBfKC+MlCXJCsHg6G7xvDs5bx5CSVkp9x202SnXme2c1r8p6kQpgbYaXDC/S+lzHm59oaRcnI7VtRMY3k0g3E2X69Z+5GenYHBGip2cpEiTcZ9zp68TqRzdSvbSl8tOkh1HLxAQGYL+mVP4pknnU9A7ooat+y3UT+xdSHfZRXjPdfnctT/P5o3r2aemQVhmLqEOlxfS7D5zneisCnLSPTm9X9SpjZsw8wxRtJPnLH8+KVeTet+BY2eNyKlWzKotjXRk18krhEQHoXP6DAEZZaLjro6auhvZWcGcUzvCXcnOFKXhrH5BfsejR41JyKsVnlQcRmdOcFcesk7F6JgaloEZ8nWjXPXQFOUgD9sXJKKvcRijm/fQOqDQ07xsOXEF9bOncA/PUIyi5USiobYPiyDpU4GwazbXFGkPq+MVkSnOR4jz+xW2uTgTz6tX5POHD+sRmS4IqjQJ83NH5fMZwtadOKqxUOZ/ijxXUk7358zpG0TN37+qlAR3Ww5u28bOncdxupNKxfxcgxQvjp8VHWRpr2nhNBqcPYFTcKpitnReDFfPHMBIOEohDjfYvUR/WjfjFu6XFXuTq1csSC+cn+1fhOu1k+gtse12wrafs5VGNMqJ9LVhx9bN4jp7OHr5Fnk1Uplmcve6lnztQ4d0CEuZt/nfXf5kUv5rynMt+P+A8lxJ+SWSF0rKf2V5oaT8H1S++0QvlfwxUdnm5y8qUv4PICpSXn6iIuXnLypSfv6iss3PX54i5ZmZGVnJL5tIEamkgv+2cyr592ViYkI2Rt92brmLBClS07edW84idZB/qGX21xJJpyo78nxFZZufv0g6lSCTsvyfCiqooIIKKqjwV4WKlFVQQQUVVFDhJYGKlFVQQQUVVFDhJcFzJeXHk33cNz7Gp59+iG1sO7PK4z9kTLSm4uyZx7jy97dhZrKJexftyegcEkqaoSnGmlWff8bHh65R2DQIT0ZJc7UjsqgCzxuHZf25ZwwzUBnBkZ1fs2rlp7zz5ttoh9SK/IPEmBmR1jPH5HA5DgccEEcVePKY3qIgtG8n8ER5SAUVVFBBheWD50rK/Y3BXDrqSktXHhobtCmbUp74geDx9Bi11SV0j8wyNz5ARXUVvV0PyC9uZWbwAff97uEZmkTLwKQyB8zNDBDvepU1/7qdsJZ+GCzh4gkbHs2OkeVyEcP7Jcx2F3ND15GkJHeuXrhDZ1cm5zfqUT2tuMZ4axYGpwwp6BtnWnQCzlx2p6WnngBjNVb+/BSlimRMDTzA+cTnfHjBW0XKKqigggrLEM+VlDvS7TjulMcMk9y7spnoJuWJHwgeT/Rwz9GMiMJ2empSsLRypargHucueuDt6oS1hyc2ZprYhGYzp2TFxzMjPChLx/mQIbESKU8PUBx/j7O7D3L5hguFrcP0liRge/c+eWHmXPIUJM0EHhpbSG6VLjAtjrvgGJjO5By0p/thGpjMaF8nTU0pGK7SWyDlsnBTbmiqs8siWEXKKqigggrLEM+VlNuTLTnsXsRjQSt+174i/IHyxA8GT2hJD8IqKJmsCCvuxDYyXOvHucP67Ni+ivc/XsGKjz9gh3Ews4+X0mIHXkpSnhNEul/dmurOVrK9tNC8k0G2rwuuvnmURpqi7l0u9DeDp+bXJDQL73ekFUv1gyTWDwuCHibK3p67STVK0q3FTEnKs48i2b9XlwAvQzZpWNI6OCOnUEEFFVRQYfnguZJyX10gl8940TFQhs42TYr+rQ+tyxUDxZy9ao3FhcNk98FonSDlEyYcPXeV5IZ+umszSC5s4ClOXkLKE9UR7NJ0ZUC40v3ZTqy/4YmX9VlCK4ZoKbzDNa0AegcK0dymTcUEjDyK4KqaP9Ky8un+RmysrpP5ULGebSkpj9Ylontdk7P7vuL3KzYQViFIXAUVVFBBhWWF50rKsyPNOJ7cxHvvv85l1/J/c/LT8sUkyVZ72KQfgeBMQYb+nNe6T1m4DZ98/jnvrNvNnbQGnjxDyncOGxEnDV9PDhBgtJuPV33G+9uP45+cjMNlDcrEqaneasyObuSD919F995D+fp9WXYccMyXJ80NNOViZ2BG44h8UYFazL/QXxi+ljBY5Mtx2xDV8LUKKqigwjLEcyVlFVRQQQUVVFDhu0NFyiqooIIKKqjwkkBFyiqooIIKKqjwkkBFyiqooIIKKqjwkkBFyiqooIIKKqjwkuA5k/JjxvpKsNhyg/SB+WU7/7Ex0pbBya/fZ9WqT/j66m0GJqfpibHj3U8+YccZS2p6poXaBomyMCYoJx+H8zv56KO3sAjvQAqI9ni2nwhLc1x98+XfzPUQcPUayT0zDLanc2ONIZXScWbxPv8e7366StzrKrVPT/9+7pgcrsXlqD6RtV3imSapCrFg9ZpVvLftBFElbfTVpHDp4Do+/fJLLt5KZXwZLJseeJDF+c2v88nKLzmvHykvQ5MwN9HG3RsH+GLVCt7bcZrkqi56KuI5v+9rPl3zFdfuZtKW7s6Xq4XuP32X3/ziD1gHJ6F/ZqscIvXN3/yWr3WD6a5N4+ymN8T116BuFE0vE+Q4XuDdj95nv04Io4+VN1xumBom1PagXMf3abjwoKMHX6N94vcqPnzr93y8V5+6XmV4v9lR4mzP8InQ5R/2atHYPUpRiDlbvv6YrYfOkFA5yGhPA+anN7JCXG+7YQBDC5EBH1Phq8Wqzz4W1z6EZ0aDOCIwN0au22kM4kRdlPBkjrasu5y1uc/UzPJYhzD4KJUTX30g63DD9TsMKoMCDtQkcsPCkca+KdryAjjw9dus/GwTem7pDCmSCJU+wOrUBpF3BW/vuUJtl7RuY4qu+lCubHXjkfjV/zCJ48rrb9a9t3B9KThRQ7wbWzas5sNNB/BOf0B3dSpndrzLZ5+vwD2xjYmpURLsz8ll9vYeLRp6lkeoxtGObNSUtvcrTQ8GxiYoDzBi5Ref8d720yRVtFMibPHuNR8vtOOJ+djQU0P46W+T3/mojgfNohKOVMRweMd6vt66h9DiYcZFPdXc87ZcT419ixlV5n08PUiM62XWf/EpH27cy+3kOuakijo3QZnnWbQi2kWZNWJzZpOizHZfoapjca3ScyXl6fFOIuy1WP/L/cT3jSqPLnOIBv6oOouQu+7YOToSmRCPh60JsdWDTLaVcsvZChOXe5S2DjPcXsL9u9442/jTKpcCdBWHci+vXfw3yn2dLdzMLMZwxyUyO7sJun4Dj8wHTHcWoKPvREqiO9cu+dLdl8cl0bGpmhSFGH4Lta92YXA7C6kdTTUncvrqLVraq/A3P8fa35xVLIkaK0d32xUKv4e+0JMnw8Q532D7G3vxq+qA4SquX7CheniI/Ds30LubTtzt69xOeMj4aAsJIYG0LizjennxIPkOhsZ+9D4TtH2yowL3yExm56apDb7BebcEku7ZcDO8gp5HaRhdukbNgCJtf+kdNM7dRipxCdNDLdzWu0xoUSe18bcxMr9P3/z1x3O4uFmfqr5GrLedJmFwmbJyXy0344vFP934nTElvKZTcVwgXZClrW/VwvLI8Wo/1PTCRGuYoibuFol55ZgY6JJQ10dXSTQmDnfIDDJE16uMaUZID3CnSrF9Nsx046uhhU+ZqHMLmKU99z4nv3wTzQjF8amhh7gc/4JPLtxicpmQckdRCL750vOP4q+9hdtF8oJLAi5vZsVhfeq7R8jztsPSK5mJZ6rJ2MMsXOJKxH9TFLsfRSv0AZ1VGdzUO8KWz215KM60FYYQUKi4vs+1Ldwpka4vVNpbiZmJHaXtQ3SLjnRUWgmp7hfQvl/D9Fw/HlfPkFQYx6mTN0XpDhOtvQenvEE578uOnpJQ7uYqbG/wjS24JWRzSc2Gh6KTke2miaF/LlmJ98lvGmK0sxjT6xoUtCm8h4nSe2zW8hY1cJrS2zqYxhQTaW+Mc3AZ1TE3MTS7T2nwVQ65FAmtjxKiq0ZAjVKnQ20Ex8bRNjhBW+4dLpnfpn9iRnBBBBfWvMqZ+y2MN2XjEqsos5Kbx9EMbpTzSniupDw3M0ZHk/D2duiR/EMhZdGTTHG5wvFzltyxu8DeAwaE+Opz7LI33q72OHr74yCMivO9AupT7di1WZP7ooEMPh09hCePG3Haq0tmRSJbNd0YnZul0l8b49BiuosTcPQJJi/UlIt3ypgTBXX78gYSH83QXV9Pko8bLkpSbk3xwyoklYnhfjo7szCaD7NZ68tbH69ho/BOPhOV6ZnbP1c8eTJFe30xXudMCZNIWXg/DTmBHPtqAyeuOFDwqI87Wu9y9MgZ1n69BYu4B8ti3XSO52nefmcVa778Cr2I+m8+s+iMpFjb4ppYSX9jFhZnD7Jl6wXCi5qZmBPnp3rxtzUjqEDyTRRoKwrE0CqQXtHWM26q8Y64/pdr1mEY1cATUWbrdCOZEcSSabYB55JnegPLCE9E5zXaei87TlpTq/SKn/TloqluReOSgAX1QZc4pavHPqmeXrrJcEcdxjeuEya8lkfCgB29ZMRtzY85eP46m0Sa03cLF8uhtwKNkztY96nIe0iL9PoBpvse4O5gzi393UpSfkJFqAHXdW5wyNJv2ZDyPJ48foDDXj2yBqfpybDh7HVbYdRtqW/vI8D8EJ+8v4rPN+7BNW2xjs3jyZMeQjX08a/pYqSzk67BZK4pSXkeTx43YLdHn5whBfn0V8djpHuQYxu38NmByyTV9JHndRn1O4WMTbdjeGgN/nkPyQ5xZOeqjVw29+XRyPKqp5LtdRa2N6Onj7pMfw6uXs+pqy6Udcxz1BN6HyRjceUWzXJDFsRaGcjXZ93onRsj2/4AR2wicBH1LLykg56qRCxtLMkP0GOHRRojc324n/kCm7T53uM8ZqgIv4PNzQQGB1q562TMLb3dnA2S4icr8ORJL+GXDPCtUo7yCDxXUlagFfcfGin72OAeWsHD3Ftct0xhrCOcYyc9yc0I5Oyuzbz7+7c4aBhGZboHOlbivDKrjCeP6WvOwv60DlE1oofZls62K26iIEWB+WljEpJL6l17XP2LKY82R+NOqUzKty5vJKlFusA0efOkPDdIsLUNPinzhLEY0UvCbF+f6MtCe8h5jNMXN8V4MejBX0nKs02p7DtvTsPoKHXhRhyxDMPs0OtYxTUyNtiGq8lxcloUlf2lxrTwzUZGmJweI8z1CkkPlxifqW4i3S2xc4ynf2wcf0t17BIeMNSRh4GWBrkt03SWx6KtY0jjQojTEW6f2czdcmV0NXH9YaGjyclhgl2vkhrrzfobEaKEZ8gw3YjLMibleTSEXBZeVrn4b5JU44PoizqwFFW+p1mrfgvJ16ry2o9+fDfteT4c3/kl2zfsZo+BE3an3+b0rRI5eE6Q0XoCq5Z8+xgaom92lqHyEPTvxpHipcWhc1a4aK5jt2UsLaWBbNl4EQ+na3x97ApFLcvkM5ro1PQ2ZWKndp2YumFm2tM5uOUUNz1t2XvsOMGFwuObmGBQyERvA543rSjvWmxTM8MP8TM3FnakkCmlJ/3kcd4iKYvr9zRmYHPiOvGNizrpqYhm/4GDZLcN05l/D23ne3S11mN5djVfrj7KaY39+Hs78dXFu6LMxilwOIBGcLMy90sOYXv7m7NxOKNDRGU/sw3xbD1jRdv0BNX3dTjpnCp/+mgsCcPoqDll898DlCi6e4bVq7eJurmKk+5JClIunidlK5p6Rrh1ZbVIc5Azp9bjnLMkiuLMAAVxtzHRvMsj0SmtCNNj93EzPLQ3stk4gnbRKZoZacLPwhgXvwIml4x+qEj538MfI+U9Rqhd0ias/BFx1mc58UdIeUoYbXNBXqF5jUxLip+qxXC7BhkdXdzXvoF7UhGelmpEVo/SWuTNNQ0funulYU1p+Fq6wiIpD/U+wNbyGjnNimGSp0i5PQ+XpDr5qETKeskverx4kZSnG5M4fMWG5rFpenNuslHXk0CbY3gX9jM91I6b2Skym5cY1pcUD4tiiavqFUU+RrDzJeIblNt0TbYTYW6NvXcCnaJMnsyM42d1QXgrwkPub8LU4DyJtYNUxLlj7Zi2WP6jWVza5YTctxJoKIwhsaaXOUHKgc6aJFWko7FJj8reRqy2niFhaJkOX/dW4xJTKP/bFKHNFf8SobMGzA6bUjT0dOewL82Sg64Z8v91945yPaiC+LQUGntGqQxzxtDhPkkeJ9GNVQxFh5ptwbdceY2RNu4nZtI7Oi2Tss6tKMqTfbCysuLq3g9Yc+U25cVZuDvbYXTxAB+s30t0pfK7wkuOidYczM+L9lTQxIyoBlPdtfh7OmKqfZ4v12/AKaaCwux4CpqHmBak7OFqQWmnshM31sjd62bcDM+lX1llJSwl5bFHWZhfMJNHdWaXDB5MCNK6ZmnLg94pugv9uOp0j+r8GCLLu5nrK+HqAXVyUm6xWTsQyaK3hWmwyzVfkfklx3RXARZnTQjJfSDb3qm6GHZpONA1LTooGfZsNvKjPskfo2uOFHY803nrqcAlTljWqR78Lp/Bs6ieKHtjnIJKqYp2x8AsiNbaZO7ktIl2XofRvhOk9yvzzgySeccdE8t7NClHiZpz78v19MbBj/nsvAs1D6u5p2OGe1jOU2Um4QWQcgf3TlqT9UOZ6PV4huwQd+7F1vKo2A9z12zGu+O5fNUTTwt11q5cxfr9u1DX9acyyxcLN3FemVVCvvsefv3LN/hk1SrWbt1HcFkv/QmOvP/pp+y6YEN5Uz0e+obUiF7a7OBDnDV28/FHb2MT3S3oWMIMJSHe3PUvoLulkJvWzjxaUO0DnHZYUyX9OzmIi9ZapMk1+w086Z3n7ReGPsJ1HImr6xaPOE7qzXN8/sVKPt59jsjiR/IuWleObWT115twjKtcnEDxEqOrOpnzez7i8y/XYhdbw/hMEz5X/Mgv8mfr+6/w/srPZP2eu5lBU3YAR7Z+yIqvNqHjl8W4aPV5oYK44xsXh1sbQthnk8i8P9NREc+53R/zxdp1OMTViutPku+mwXsffcAhg3DGltdI6yKmR4lyOCLrZusFYyrbRQXtKuKM+V36JhSdsbnpKtzUfWifGiLa9aKcdqeWPa3945RG2bFrw6ds3HOChOoxxgQhmWtsl9Ncv5fByHQ7PqedqJqdJNtfl41rV7LluCbJ1X3Mz2dsDtfGOEHURSVGqqO55h7G1FIGeomR7byD3/zqTdlOfLX9gBwLX8JEWwm27jd52DvJg2xfjm37hLVbduOV8ZCpuVpcTt8VpGnDytd+x4cir6Qz40jFTkBPHpdgtvOmPNErw37LwvW/3nlYeI61+J12pHJ2itpkD3ZsWsOGQxeILReeYH0WF/d9xKoV7+EY38+MKDNvnY18KvJ+cOQGdV3Lw7YXeuzj179Q2t4te7hf0E6i8wlWfv4ZH+1VJ04Qrd2R3/Pqm++xUqTZfsGUys5y3E570TI9QpDlXlat/Ii9mp60j80wVhXHsd0bWb99P5Flo0z0PeTGkQ/kyZ03vKuZoouAc45kPszlwrrf8dYHn8jlsd/YnyFpiz+Brhhdrkd10Jpqy6rXF8vMMKJePi/hBZCyCiqooMLTeDw7QuRtf9GV+y6YItn9Ls3KXyrMY5wId5+FVQJ/HqZJcb/DD2x33eeACSLd77HYvftzME2ahzeNj/+yES8VKaugggovHE+ejNPWNj++9+dimtbW70Y9P2xMCL18t26OQqffjXp+2PjLdfqXrkZVkbIKKqigggoqvCRQkbIKKqigggoqvCR4zqT8hMdzs8zOzjL3IhfK/hXx5MnjP3N44lt0Ii4wJ47NLfn28ET8/0Qcf/x4Tk4rJ5XTKX4rjinyy2kV/4lrz/8vHZ9PO7dw7EVC8cwLPxTPKj3Pws2ffr6XHpL+5bKa+0b9lXQ7J+l2/n3ktNL7zi2Ui/xbpPlm3sU8UrkvzSPhiUgvlf1yxnzdW6jTyneV6sSzr/ZUPRUn5/U2n19xTPH7GVUuYLHufUs5zF9fGcBneWDxnRftxOOF95COSLbn2+qPhG+0fXFe0R6ltHKSP6rT+evOzd9n4VqL5bdYvs9kfqnxTZ0uvOuSevps/VkKqS4+2zaX2r0/vZ4qIe6/NO23Xf+5knJnZTC7v3if1atX8JWGE8tkkt6fjplB7jvbEJCxZIbtv4OBB9Hs/vw9WSdfnLWiY3SCZl8D3vz4EzYe1Ke4fQLm+gjU1cEvPQ2Twxv5+KPX0PF6QFdVJMf3bGD1Zx/ys3/4Fy4EVoln6ODWWXUSe6borA3n1NtXlOuUp7h55FXeXiGtm7v+wsNsjvQUYrj+AveVwUPy7uiz+qsveHfDXvyzpekj03RUh3Dq3WtIq1aXA3prUzix9rd8+vlXXDSMXphAMzvyADuNHXIYzXc2HiC8sJW2glBO7vqKFWu/5IJzDL0t2Rxa84HQ/Ure23+NFuWSxZGmLK5euUzWwzHK4mzY9oU0u/szDlsEMTApSm20Aaejl3COrviT69RLh/EePI12y3V85wlrartGKYlxZM+mT1m3ZRs+yV0sLoibxu/su7wl11Mt8lobcL2+T/z/BW//5md8eNSW2pJUjm16i1WrP8XEu4CFZd9KjLUWcP3yeVIbRumvS+PS/q/57MuV7DPxp7O1mEu7PhfX+4zXN5+muvvlX4onobcuQtgJhe388rwtnYPDZLpp8emXq3h74yFiSppJ89Nl8xefiDq3lsvuCYwuLKWZJljjI96UdXqZ/P4h6hJusWfLGj7+aiPGATn0NhZwepd0/ffRdixeXLY3PUKc20XWrF3BjiMXiKvoJdtLQ6RbzRcfv8rPX99ObFkD1me/YIXQ6WFNFx4OLY/19IMPY9mjtL2rTlvQ3tOPn9Ee8R6r2HvGgPzm4W+045Ely5PmZjrx1tTE4mamHLhJxlQ3thd34pU/wER7GWd2S9d/H02bPHnJ2FJM99ZiqHGMqCqlMZgRZWq9ZyF4yOx0O3c0LmPplS2s9yKeKyl3VSbJ6zylWYEBN7bjVfQDY+V5Uo4Kxz+4VLzlOMXBAVT39pCYEcGty5c5Z+JOZfti8fTVJBNVIZn3ccIMtuOWVoDebmGMensJ09flZkYDU225XDd0Ji3RjWtXA+kdLObqdm0qlGurhhoSMdC0pHpwionGOE5d9+RRcxl+NpfY8nt1BSmPFHNtkxbFL3wplNTZGyTSRof9Hx0l4BthNvUx9M2mv6kEXxsNtr5xedmQcn2CB/pGAd8IsznVU8/9tGJmH8/QEGHIWdf4JWE20zG5okNRUTpBRVJIv0nSLLdjliatEx8lWv8IX+w9L5NyTUGsHNJvZqwVB+1jJDT0knrTCrX1R7FbzqQ81ERwdrX4Rxlms6KJirI8eelMU34AlldDWZjiNVqO7qZL5C1dNyjwZG6KYLMjeKe0UuqrgbpPlSDyMQL01AiuXZp4lARTNVbvPiWTcqb3NRwiHzA9O0BufDj1VQUE5kpLgqYodT3I1ajFkJ8vM3qqk4hW2olgve04+AWhdt2L0SeztJcmkFnRQmFuItUdo4y2FWCqf0106JUMMlaJ/qaLZCvVNDv0CFcbU1Jq+hjurCQzp4iuhgKlbS5Fb5UZtYqkTLcVoqVnRnHHCO3ZAei4BAmyV3iRD8PVuWZXQke+O9v1Q8WTTVPmcQXjxPmV9y83+muTiSiXJrONE2G4Axsvf/ZedaVvZpoHEXZcu5NEqOt1/DLbmBhpITs1hd6FqjZGga87F/cdxXCBlCeo8DFl3YYNMilPthYqbXs5BqtMkFrAIsbIdLjMl9sOKkl5jracYC58/TpnZFIeI8/HFfXdRzB5kaSswBxj/YVYH7KmbHwZRHH6czBPygE2HD0bKAyN6HmdOU5UQ73wcLW4l5SCp74JntGVikD5C5hjfLAEu4MWFNcksVHrJuNzs1QHXsUwuJD2vFhcfMPJCzFG/V65yDuLp+ZXxDdLxmqCRG9LbkaWMC2834dxPthHZDI9McbQUCEm88FD6oNYuW4zm1etYoW685Je9AvAkxkGumrxng+zOTNCrWjQR+Uwm3bkPxpienyUoeECjFYZLBtSLvS7wooVa1mzei1XA4qYfqb6zk51EmVsy72senobMjCTw2yeJ7SgkXGZyB8zKTooLgeMyR6ZpCXFhStWdzCzuCGTsgKz9DxIwvLcbR5OTTPY2UyUtT23lzMpCyjCbO5nz1kLKqUIKwID+Z7s2L0L37S2hShTNEby1dbtbJHq6VkbupQhG0dF/dW47ovk2D6MNOGgWSgNbTWiXX2Oe46S0gVBtaXfRNP6LlYWV2VS9tX6A/uPnufrL77kkk8uU3KZPWFq7AFexw1J6H6G/V9qCDsxUIzNQSvCI604r3ORg0JPnxy5TmnLfLipGR5kB2NrGESnFGVEQlMsG3bsYKuk09Oi815RgIWwH0e27WbFlkN4pjcwJyrXxKN8rqt9ha5HHvPO7uOeaq5fuyHqcCU5gcbs0nSQ19TO9hZx7bwx9dJAXk0wm8/aUdn2gPAbGzlxR7EFzvKAwvbaC9tbUJ3CfslDbmokyfkMW2/cxfXSexzcd5zV67ZiFl4mB25RYE50aDrI8HfHWSLlJ4/pKYvgmq0PXuZHZVKWMNFajP6Zr9F2yWBwvjMv2kJHjreop/dwMr8gk/JkbwM3HczxMzug9JTnGOpsJ9XbFZcXSsrCk2gtj8H8tCEZLd+Dy/Z94xuk3MHNvUcUpKxpQ1FnH6WBTtgEZsqNQIZUQFXxWJ0zIqlB9JjaM9l1yZWhuRnKfK5jFppL0h1b3IJKqYy15JKn8MhEz85DYyvCaWBySFz7pBo50jD3zAABNtb4pc/Hkn4mzObgoDyEIkX0Mkh50aMUixG9Zh6mcFDDioej4zwU73DIKlKZplp0GpYPKTMjfLOxMaamxwhxvkTigyVDnxMt+Fmb4uopGt+4IqKXU/JDRrqKMNK+THbzJH2NGThcNiKsQOikuxj1/QfRNtJnz471mIWJztbsmOi83MfktBXlCyH9Rkn8AZDyPBrDtNAKKFP+Em/XUoK11Q2qehZ7OI9FPZV8h86oa+jFSZ7MMCEXduJcotjoYHq0F2+jAxw4oMmlC5u5W6yoy7O95WgePoSWgQH7d6zFKKgEx1NvYRzxQA6N6mW0W47CNt5ViruOEffiaxfb4csOYSfaKuOwPGtEysNRHiZYsu64Ef2iI94cpYumT76on0OUJnljouFO3TNjpfM67YrVRd01kovHtxBV3cdgXTLGttY8WhItLtJ8E96lizTQke/LRbXDnDm0n31m3oxMTVFyz4zLN2OVKaDIT0uUxxmuHP4M9eBlsrpZEGlndQLW541IrFPUraYkWw4fPIH6oU3stQ7D6NiH3BSesrQzmaP5RQrb55lVwgwFSlIeH+vC9dpR1LTMOLvrY866pSwEBJEQa7kZz2JFZ3RuoB6D04e5qGvMkR2fc12UXa6PJut3XhFt/3PWaN2lsU/ymqbJfdGkPNyQKHoN1iTXdi6fxvDnYAkp79/kzKPRIi5+tOvfJOXJljT01SxIqGpHjo0/XYfJlnMkt3bgp6mDe3IRt82OEVM3TlvJPa6e96KzK52zG/SpEeU23BjMlQvBctCFyZ56bC00yW+ZL8IlpPwoFaPwCvmoRMqGqS/aQ3ialA9ctKRRuOddmc5sMfBWpllepFybdZ/g4i45zGaoy2USG5WkPN6MzzVTPKLzkNqSHGbTUh3HJOEh9zVirHea5LwkDI+ZEFH8UI5jOzvSRWZ8MHfcbDmwdxPWkVU0pvpieM2NgjblNyYZPwBS7irBKEAROrMxVJOr97JISQglp1F0EluKBSnrUD1Pym3ZGIUWyf9KpKwf3yNUUILmLgvmo2T3lIbhntECg8Vo7rhAoTJi7OxoN9kJwdy96cjhvesxFx2dGOeT2KYKeyPKzNNoFwnFJdidMSYwq2ZhK73lgPGmFPRPWZJY3SGHwRwtD2SHqZ88Sagp8gaa3pmUhd7G2NCL2oFnhsHaczEKVoS+lEhZ2zsNC2t9MhtHGKhVkHJZZijOqYpNLCLMNnKvTGlDhlu4Ex5Ha+8gmR7mmNxJEp3SPvwtbAjKVZJvWw5GIYWSW4jbsZMEiusuB0y1ZaB/wpz4ylaFB9xbhcX9FKYn+gjVv4p9TAH37C7gX9zHhEzK6n+clEX9KssIx8fHB419K1C/lUF7cRh2yc1yyliLTXiWKHQ6N95PfnIo3p43Obn3S/QCimguTZLzOl74kq+v+9Ekx9b8Hkg5w3kv7777oRyy7OtdR4ioXGp8fgCYHSHxvg8JRQ+5fXEFK3Ye4/LxC2S2POK2vQ81fUPUJQbik1i6MMOu4PYR3n3nQ1YInSjCbA4wWejNys8+48gNDxraH+Jr5cgD0fN9PNrBXYNjrFjxMbdzxpDM2GDRXa4F1cgGe6itFB83bySnWYFmvNREr1n6d26KAENpf85VHDQP/h7CWg4Qb+FJamOvePBZSgKvsfbLz1hx6CoZ9dJ3FglCT2o3aVD+etkx8DAf7cMr+GLNV7imtYmGrAyzWRLEoa/f4xNRZpJ+z3lk0lkWw7k9n7Jy3TbMoyqpCrrEB+9+IJfz6q824Kkc3poZbifAx5VSUWj3rnzM++9/LLePzSe1yW2WOk7j5N3zIzxzeeyk9a2Ymybb87Ssm51XHWnqnaC1MJhTu1by1Y5D3C/sZHqqCvvjN2kR9TTSerci/KCRDwPjwlq2ZnLGKWrhk89EXxOmap+yauXHuKT2iXbQjtchC+b979nRHoJ9HClsGWe8Qxjai9v54su1OAkD2RBnwZpP3pdDQkr3sE5qU+Z6uZHrflC2E1Ld+EoKs1naK7xlW/kddlyxpbq5A8dT7/PBR5/wmXRMw4ra7jJsD7nQLPQfZ39ATrtP/w49I9P0lEeitncd6/edJrq8l4mBNixOC52KNHr3S5ieE7bmkDklj+eojrVhx/qV7D4rOvgdwnAIr9DL5y75TcotGkWZRdvsZdVnn3LKOoqRZbLzVpHX8UXbK4XZLO4VHv9lVn++gsPX3WkenGOoMQtttc2s2byLezntzD2ux/6QszLS2SxV8SHcDy0V9LmIdD9DIgW3zYx0Y31WoVNtab/7uS7uHTWnUDnr//HUKFE+VqJztDhq2ZNihXnSfNCWGSqig7gfKW1TuojnSsoqqKCCCt+Gx7NDRN4JlneH+vMxScItv4U9qlWYxyjhtwJF9/i7YJLEW74sbiKoggKjRAidfreYXpMke/rxaH651XeEipRVUEGFFw5pD+7e3u867DlDT893o/MfNqaEXr7raOSsSqffium/SKe9vYPyJ4e/BCpSVkEFFVRQQYWXBCpSVkEFFVRQQYWXBM+VlKVQbEM9rbS2tjIsTUH9D4AnsxMMDU/Kk1Tasr2xtEl56rvZE3lNr0InXUPKGVrTo7S1tdE9MIJiTsATpkaGGJ+eYXSgR067uM74CdPjY4yNTysnAj1mYmiQCXky6ywjvSPML9yZHO6V87Z+52HCPwfSc4wwOaOYVStt3N/e3kZrdz9Ts4tlPzM+yMjCItWXG49np+nvlsqqjZ5+xUS7pXgyN8PI6Cgz0tT6uWkGerto7+xCsWXwHIPd4v2F/ttFXgmPp0bokHTS1Sf0NK8DqcyGlWX2WPzf8T2W2YvD9Iii3vYMji5ZeTHDsHivb5tz+HhmkqHRcXmob3ZyhK6OVjp7+uR1xpIdGVTaka6eb+Z/PDvJyOC43Obmy6ytrZ0xZUOYnRiU8/YOTyybyXNPHgs70TlvJxRLa6SlYW1t0rFu8W5zosqN0yunaadP2JJnW9UToRdJp9Ik08cibU9XO62d3YxOCQ0+ecz4kKKMnrXN0oSkzg6RtqtX2CBRAEL/IwPdso2at0NzE0MKnYr7/qXDs98XnjyZXbC9nUrbOzc5JL9Xa/cA08JOPZmdor9HtMH2TgaVe3/PY3K4W87bMzgm63RO6Klb1n8HAyPC5gudDvUqr981tFBPnwjbMDjfrqVz/aIOz4ryVdbpP27bFXiupDzUkIba4fUcOLAOHYscFpZi/oAx1ZmHT3AZUpFXJ3qQ98xslJ7K++zeuE7oZAcbTxvwUBitancdPtu8lV2HdMltGRW2qxufG7oEpCdhdHgnWzatQMuxDMlMz0w24XTsNGa3sxRRZaZbcDlzmfT+CZoLfDj0uoZiSdREG26ax9lxYBcrdpygcn4C9AvCQGs6Wp+pESgHDxkk5aaheJ+9fLXrAHdSlRt2T3Zy58oWjJZsPv8yo7cmmTOb32f73iMYOaYsRqFSorMokJMaelR1jtNXGsnZfXvYuX0jdkGN9D9KYN9mqZx3svrAReq6hsnwMmPvoX2s270f9/gq0fCmaC705eDr6pSI6022Z6C2Z5PII5XZccq6lkfn5RsYacXB8Khcxw+ftKKiS2oNY9SluHDgYyPF6oClEARUF2XNruu3GBWd0bhbN9i1dyvHTp8nKLNJDkyjtfkNNu05gJZBOF3KbAoMkuB8g7PHveXjTbkBnDi0iYMHNmJ1q0bcdZC4Gyf5YtN6dhx3oU0ZneplR1e5v9JObGfzWWOahqZJNdzEim3Sem190lr6aU6/w/7Nq9iz/xSO/gVyTIIFCAJ6EOfA3muuDIyOUR59k+OH97Fl724MvYWj0FePzdGdbNy0ivNmmYu2WQqR62/LQVFPN+zZh314MYOP8tA7tIutmz9Dx61a3GeQZMPTfL5pAzuOOdCkiJTz0qOvOljo9Gu5Xm44pUejcBikurPj4F7W7DpIQPZDHmbf5/yxfezYvxN1uyD6Ff0hGH6ExcVtbD+whzNXrCjtFPU52p7tm9ew/8B5PCLLRQeoHd0tv2fD7gNcvOqPsIQypvub8DK/wIH9e/n8rVf58qInNfkRnDy8QTzLVxg7VSzYdsejpzB7kUuiJjqryX0o+Ykl6C4J5faDwHAFduYO6JzdzgW3QG5d3s0p0zs8qE7jjn8JEy3pHN4rCvGiOUWPFicKDDUVkvlAmh85SZTpblySctDZp0PxQD9Rxnq4p9cz2ZLFNRMX0hPc0NYJpX+0ghu7tCgbGyXD3ZFrwliZK0l5vC4KNb27PHpQiK/DNfa8eUkm5aE8J9Rs00XhTtNanEjtd90S9E/Ak8d9BJvpcGL1aQUpPxVm0xCTgFyRaorqECcObfp02ZBybYwruob36XvWRZYxiJfaer5Q06eqY4R0X2vs7uTSUhGNoaYzdY0lpNRKYQynyLbbg86daLRFmTYPTjDQUk5xnfBuHhYryuwNDQUpd1aRXCn14qapcBcEFC3lX4YY7SClXFpEogyzWSM8kaJUvF2vClI2/gYpTwwIgti3kpWXbjHQVo2ZiT7pjYP0VcZjYHeLskx/rpx2o/Ubtn+KqshA7M0vcV5Jyr2PKqhoG2FqNIMbG5x5NJzFhd3mNAiDefvoWcLbl5q7lxeDTQVkCx1IdiLcZDduKYUYrTtD6rjSh3o8KWyBBeZeaUx+i6c6NfIQhwOfsfKiG90djbjYmJBWN8BYXyNlFbW0VgZw6YIP3aM1GO2+RIGS0ac6SzA2txcdzVGG2qspqWmmJu0mekaR9A+WoLP3ujiXy8XdptSNik72qQsENy2PUZ3h5kIyGhS2N8ZsN04x6VxSs+Gh8Hiz3a5jdj+HIOerBOR0MjXeRXlRIYNKUh4t9GKXwX2Rc5Y6f110gvKJsTDCNqxoYYRitDGKiwdsefi0g70AacTmntExQgt76W+rpFgOiF+A9iprGkVXJ93Ngatq50SZvuAwm+PNuWif3ICxdyZ9872OHwK6Ezn4+RmSy9M499UhgotKsNW3IizUlnNnbLh6SRvngDDuWp7jvFMYS0ZwBWboa07D6qgLdQ+S+PqaB5Nzc9QGaaF/v4BHmZG4+0eTH2LIed9K4VE95s7V1cQ+lIY3hsj2ccNFJuXH1EV44xKdy9zsDFNTFZgqg4dUeB1gj7oWO1at4r0junQ9E/Hn+eKxqMQt+M6H2ZwaolIYUkWYTWtyHg7QW52MqeNtQmyE17lMSLk0RI+vxTusXb2Gi55pi8NMcxOU+euj4x6EgbUlVa0DBN6UOlSPGO2swcH4LOXyyMQsg2252B60JSHHj8uX97B/7dd8tP0EIQWPlGVWKcpMVyZlBR4z0l2M4wFzCl/84vIXBkWYzYMcuGhKSds4c9PTTM8UiM65+dOkLK31d7+GpYsrp63vMdLbgqOxNnZBMcR5m7DnghF5YdasXreZdaIuH7QNZ3DBYj0R3sUkHQ2RGClJWcJITSynDmzAKaqKoVIfVhtECK0+ocBhI9bZLzqy3fOEsBNNKVgec6P+US5nL51gl9DBpwcvk1XTSsytK2xa8zWfr9uKSUghk/PVRXi7qbe0MXP14Ly1F4/qizBR/5wDm3fx6YY9OMaW8ijenAMeJbJtuX9jNSHKQumtjEFbYwv7123i461HuJfZQMF9fTTv1/B4bopb174iKS6Q1Xohsk6LXHZgmfbsGNLLjBn6m9Nl21s72k95ug8HVq/n1FV7cmpF3Tv3Jnt3H+GLrzai45uxEN/hSVMye9RukFCYw71rmzhkG42/kwZbv1zLyk17cIitoDfXg1Xrt7BBlNFOYz95g5ml6Mh15opZPMNKLhhtSEX90FfYhJQyMKWw7VkvPMzmEkRZbONuyUKUi+UPQcpqap70DJUqeltDj3AzsSEkxIZzh/TYemQ3J89dRFNTE6vgvMUtzoSxaioIxfSiBVnNgik7s9l70ZmBuWlKvW9gEZZHnJc1bqEVVMdbc8WjUFSjUdzVd5AqD4VPkzdPytN9+NhYEZD1UDQPCYsRvcpu72WvRSKSCaq5vQvdxBfdm12M6DUlOhqHNW15NDZBa5I9e82CCTPfx7qdpzm55R02aN9VRrB5yTE7y8TEBNPTYwSLBhjfoGgqU49S2PvVZs5rnOKLtV9iEVJEhKcJ7gkNgoRLsDPQpkZ0yLuq4rC8ZEZceTcdBX4cPqtJ/dCUKPKbXHQJVX5rrRNltkjKgw8zsNU0IST70bL5VvdvoSniOlf85t9OGjF7mpTHq/344tNtXDy7h/fWbiO4uFfetMXGUIvr6hc4buJE+6DovIyOygEVUtxO4Vv2tB3pbYx+ipQlSBG97pjsJTbOn22agYwLM5cmfruXLpPY109meZgXgqm6JTktymceHpZDZ/ZlOKDlVywq4hSjQqQ4yh6u5pR0KFy0idr7rFm5lYvnD/DB2i24iQ7OldM7ia8fZKg+FSNbG/Kj7Thply10Oob3pe3EKoJ70VMRjdqZ0xR3jdNT5I+W4z2ygszRuSsFGBnA5eIesnIi2X7FV9ZphsUhXPKXyVIqYXsfFYZhJmxv5sMRpmqj2X3Zke7pKR7FWrDbJABTtU+4k9vFWO8DHC0uUdC26PbWJzgIe66PwemvOB9QIxzuSUZEZ3O8tQh7dxce9M0wPSKuK9Lm3j6NR+HSetqP9/ED3Hs2HqqAv9EWQqokBv8eInr1FvlhGl3PzMwMIcYbCKj8I379csS/RcqnLblwRBiPolZqk2/hEpyzMNllrDEGzUOWpDV0Mjkzy+OZBiy3nCL6QTN3Ll7HI6UYD5NDJDyYor3MD61T7jQ3x6O23oQ6ude2SMrStzY78ysUtc/rdZGUR7Ns2OGUKeu+2HkTZhkvephikZRnRU/0wHlTqgfGeJRsxw4jbzpq80hOTsZNU3jPbhkMLIPNSSqSvfDKamZK9GBDXbVIaRLlNfeYmdEeSvIyiAlw44jaCYLzm8kLsMLYOpaqVC+uqN+hoysDzd3GxFe3MD4tyF2Q7WlzFx71jdOU4oTmzYhvkPKT/nz09hsQWf6QkamZxY7cckNHPpdvxcl1ryboMjrBinCvT5OytG/tY6YHW8jJTCXSw4BNalcprm7A+34AJU295HtbYegYRX2OL5ZxCjuScvMcQdUzct557Swl5SpRZrczmpgaG+SW4S6Sawu49rUG2c1VGG1SJ+nZkJQvKUbqo9A8YkX6gy6mJDvRUcSVWzGyDrrS7NELzCcx8i6x5Z2Md9bi5WFLRbeifk4PtpGblUak6ChuVbtCVlEJVrZGpNb20V0Zj4m9DRUVYVzeZ0NDcyrn1ulROaMsj/ZCNC3tqGofoTX7LjquvlRkeKGt7kXzg2hObbbkwUQZOl+rk9Fcg9mOi8S+2GG454aJpjg0D1qQ2tAhHJpZphsS2H7agqaxSZpiTdkp7JSf02W8czsY7qjBwfwiJZ0KnT5pzeayVxIzI024nLiAf0kdwSG+ZNX3MNKUj4vnLcpS/dGPqJHLKNfzHN5l04v1dCiPiwfsmd9PqznLG8fkB3Lae/obiJSN+/dAytNjfbhd/pIvvxTeROwyCVr+p2KwFCenRIbGHnLLKZSusR5iAkPJzg7F7U4B481J7N+5iS9P6Cq/qytQ5H1O1ockG3YdIrRc9H0bwln31VrOW/nT2tNKqJs3j6TO8UQ/ofbqctrgmnkSm6UuNYbohGr6OysJ9Qmje6EEW7l/zYeHyl9FPlpy3uMO8QsG7MVhiHS3QHIfKYayGkUl37xOvOcpY8paF730xiRnUaGXR896tL0S0zNfsnb9JuUuMM34XwtA6VQw3ddIYGgwjyRDP9CArfYxtu49SppI0BBxg6+FFy3p/6sNW7hbMMBgiT+7t65j9yUrqrvmO0ltcplJcZ6bEq3ZvlGRRxLnjBc8O+8Four+FfkdDhrcoVu585MofXyuBYk3ljzZKqwOOgiNKiB95nILTWFCkEN7vi8ndn3J/gt6SDvtTY904XJJoRObRCnmVDu3dhugiJgtHMjOAvwdFKscxjqqMZfKbN0GPPMUdbEjzVnOe+1u9jOfkV5eFHidXqgHG3YfIbxymLowbdasEXrRu0X70Iy8FaHWEXF+z1H5vNTBs9wtHATFJZhoKcQjNFF4048ZbUjh4pEtbD12ibQHYzAzRqK7ooy8CqRpXp147tanQPw3LAj7yK4N7DxvSHGr8PbGewiwOs/atV8Trpyz2Zt9U86rdTttcdj8JUepz4VFne44QHD5EA2ReqyT2ulZC3lr0Yn2UozVd7Fh50FC5F1iGrDebY20+ee87b7kGifvs9xVGsb5/V+y5fB5EoUHLK0auK2luL5RuNT17OLuPn1yBTGLHg7XfDKlx5Ax0f8IO3VFWpfM+XY+S22KsO2JgtiVRyQ8V1JWQQUVVPg2zM31E+EdKQ/H/vkYJ87rPstjZsL3iSHCvMK+s07jhU6XfgJQQcIw4V6h33Hl0ASJd4Po+AtHvFSkrIIKKnwPmGFk5Lt+UpkTeZfJt+HvFbNCL9913o5Kp9+Ov75OVaSsggoqqKCCCi8JVKSsggoqqKCCCi8JXggpzwy107IQGuWHjceT/bS0D8khGZuSnDG0eCbM5twETRUFFBQUUNmq3GRtvJuiwkKqmzqRotpJa1WHO9roG52gq7lGTts1+kTeN7ayrFj+LUljt7TgaY7B1kcoJpVO0lnfIUcTkzDcUadIK469eMwy0NLJ4KRiioJU5iXFhRRUNTIyOcvUaC+1ZeJZiktp6vuuw0HfL6Qweo3Vkq6LqH3QIy/JWYrHM+N0dnctCZk5QUd9pygFBfpbqmT9lzxUTOSQ9gUuLRbl3tAir3+UJoY0VhVQVFxC78Iolyj7rm45bOLyxRwDjxT1tqCmWdaPFJaxvqqUgtIK2uYjMigxPdAip61rG1DsOz41RG1lKeU1DfKEmtGuBsW1hBSXV9E7tjizSJowUybptP4R4wuzY6boqm9nXqVTIo2Ut779L9+x5/vCY2EnHs7biTaFBZkZbKGwUNJpExPCUEihbB9UC52WlNP6zKLYmcE2hU5b++RZ/tJG+zUVJRSUVdM1PMV4T+OiTssq6RldMltrcoDK8hIq6prkUKVSuM7WhnIKhI2ql20OwuZUKq7f1r+wV/zLjiePJxdsb0WLwvaO9zQI21tA9cMOOaTrPMZ6H9G1MEFRgbnhdjlvbUuvPGFweqSb6vICyqpqGVoyXXp2uENeZbEUk6I8KkrFfWsbGRU6fTwzQXON4lm6FCplqE1hL2qVZTaP50/KU71EG+zkmFel8sAPG9O9ZUTG18pT2mvT/Sh7ZjZKZ9Eddu05iKbmWXaf0qK6b4hCay02H1fjyOEbZDwcEhfpxEtHn8D0WAwOHeTk8c1cMs2hvTkXGxMdNNWP8dHP38Yg/oEo7SbsTl8lZ3CM2mRXdvzuvLwkirGH2F0+zznN82wS93s23OfzRs+DOM68dwh/OXhIL1FOxpy5cpH9Rw/jFldJss91jhw7ibrGSc4Ze9CxDFZR9FQnob5nDWc0ruF6L+8bkz1ac+5w6OwNqjolgzhGRZQtO/6gTZV0crQek7NqnNc8x7ZDpyh50IGHw1UuXT7H+TM3iC/toTrlNqfPHefK5SNYO5XKofZGewu5vuYQttEV38OM+ReDyY48Lp09Iur4RXYdPERQXjOVcXfQUL/A6fPHuepwn/6FPkcvEZpq7Dh+mH0HbWiYGKUhzIWDR09z+ugx7iQ+oiHzrrzeX/PMFt54dRdxLcrMY13cMbvICfVzaGrdICzvkSCISRoybrHjV6eUs7N7Cb18gp3HD7H3oD1NSy3vS4y2fE927z0k3vsMe85co6atk2DLG5wWOt1z6BB+mY1UJ93jkvp5zgidXrHxW9Kx6yNW+wzbjx8VOrWkZmCQglA31C+qc/LMUfRvx1KT5qvU6Tbe+N1WoprnM49T42PNnmOnOXnkLPdzO+ioikf73GkuXjnFUS0rmh5Uo331pMh/ilPHHWmYDzL+kqO7xJud87ZX7QpVDx5hc+0Ypy6ri/pjSGK1MoLeeBPWJ9ZjlbJ09UM/ybrn2Xr8GPsPmVHW2Uu8pyFHTp8QeS/jHVOOvMpzup94s/0cci9UZJMw0UeAnRbHz58Waa9xP+MBTTmBHDq0m4uap7F2jaezrZYb19XEs4l6f8KemsUIOc+blOd4mBHIlS3vcMhLNlU/HAwWoS8K8uzez9hvdgu7Y6vZoelIdWksDh45jAiS2rLucz47fJXMB4sRb8a66qmUGWmaOMsDOCdkcvWgAZUjg8Rb6OOWWsdEUwbXzN3IjHflukEUQxO1GO67RIlyZVFvRTiGxk48Er3b0epwThn78Kg2Dz83fY6+qymTcn+mDWqOmcJ7EN5bTSGt321K5p+EJ497CDTW5cJmDYIkUh6uRveiLRV9veR4mWARlEdHc7Xcm58abMbRUJ20xpffE6yOcEBbL5CuqRnRM36aIqV3djv8NWvOGQlSnqCtJB0/TwOOfagnk3Jfsj6n3UuZEN50a3UhHf0j1DS3MzElGq21HZ5RFQx0PaS5b4yhrkT0d3rQxiBRFmZoq2nisoxJeXakk+IHUi9wjqZwfc7fSibqli1346tpqYjBwtCBFqV3wGAm5/Zb83CiB99z5wiqfYi3uRmB2Y3UxHpi4RTKkOywPKEu8DT6d2sWRoImm7K4YmRLfd8EXbn+XHIMor2+GH9nfY78QUNByoPpnDtgS9NEF/dOnSGkZXmM2I121VEl24kposwPYHnbi5OG9xidnqS3uYr6pjZ8HbQIKehkbLiLhvqGhQ04GMrhwn5LGid6CdS4iH95PT72toTkNPIgyx9zmzv0yGp4Qn2wOrqeZQujCky24KxtQmxlK0X+Tlh5J1OW5IaxUzqDE41YnThFwaNuSpt7hTffhMt2PVKVG6687BjvFra3XWF7E6wOYOYuOtX6txmamaUl3kGO2seTcQq9zDmwc83TpDyUj/o+M9Fp7CdYkLBXRiEOFteJqxlguDEbE2t7GvoneZQbytWt77HXfX7BnijB9hL0TMwobhultzQCbfu7RDudwiCyWbSQKfwMjxFc8JDSph6h00d47BUdhI5FF+C5kvJEdxX2luZEuF/itE+18ugPBN2JHPryIoWPSrm07iixD5oWg4ecsuCs2nls7wZyy+gYRywDn1kfOUVrWQTmp+7S0pTEmuu3mJ57TF2IJrqB+TxMDcPDP478YAPO+Sv0dld7FTGN8Hh6lPuO17iX3CgKdJbK4DvcjCtQGvCnI3ptP3OJ3WvW8N6+CzxUjpS/OCwGD5GGv4rTfDixcStqmhak188H3h6lJMITR7Okb2zu8DKiKsaSXTt2sOGrdZxzjV707maHyfK4jrFvLCY2lkpPWUIFhquMZVIudFjLJrVr7BT6X3niOvPhz0v9tTlwVpO4ym65zEaqozl9ZBfuscXKsHyjJIoGfnsZk7ICTxjpLuHmBXsymrppKY9FX+0gu/ddJjSvdpFAqnxZZRgh/1vsugXzsBL0rS1FnRmguzQMEwcHpBHTidZ01DVsaVkcoxaE24iptiY23n54mpxm4xU30QmSGloDFqt0FKRc6c0qoyjpP4qc1mOZuTwIRIFJWkvDMT/tQ3qCJccuHOeAqE8f7ThOeFYZVqfeYM+uw6xetwVtr/jFMLA1gazSD5b/LfXYjWlcM41FkWgf2cveo9eJLH4ory2ebM/mymVrGoeXjL32VHDe1F4mr9as2+i5+dBel4vt9bNs/uoQd5Py6RXtYG5ykACzw5zSs6Gqe3l4ygpM0VYehbnaXR51l6N+Th2P0FDcr+1hi1Eorfmh6LvdJ8rh2NOkXBfKKt0A+d9yr0MYh5biZ6eDtoMHvi6G7Dl9lbKaShzMDQm5eZVTdxYD5yo2aLmK6S1v7lppsFXDmtwQew5eNiEoMphzu7/Au3BA2PYxgi2PoHbDkvKOF+Qp1wZf5o13N7Bv3R94c7sGmQ+XU4P4d/DvhdlUO4qOkTk2NjbcSaxY/O7yZJa6tHsYXranqF30T7tyOHjBid7ZKYrv6GIVnke0pwXukdXUJNqh6Z4v+nVDuJ7fQ3qnME4DZRgd0aJUClM51YuXrSVBOfMhGJ4m5aMOGbJXUXdnH9fjX3TAjkVSnmxI4Ji2A21jk3RluLHTNER0TvtI9bbHzDhAGFZllpcdc3NMTk4yIxrLfceLxNYpyHfiYSI7Pl/Nnv3bee/DD9CWQh7KeJqUT96ukj9jFLvvxixtcaiiK+c2F5xCFrxvKVD9bbNjJDRI1/9hkPLj/mLM1HW5n1TP+EgPNy2u4F/YxVh7AboGhhTMV4JHUey65CveepJU08O4Z1Rjb2VNQmUXLXlBWDrdoW9yhtJAZ2EsI5la+rFNoK82mZvODtjqnOW4bYAgG+n8ElJuDmfXZX9x/QmSDffjUf7yj9DIeDxDTbI3BpcdKBGdvoeClHdrOsqfOFrjjDnjGIrp2TUElfYz1lWDneU1ituVrNwSy+6Ld0XaKdItT+IYm4+ViQ6xNX2MPEhCw9CG+p4xKkLd0XcMYVzWmRJD9egb2ApvuJ+GhFuY3Q4j3vUceqENzDwewlP/GHcLFrvUjQGn0QqbD6fzkuPJHA3pPhhesqewVcFF3WXh2Ns5Y6e1j5Oucdy7voWVX+1i88pXWKvhxsM+pU7bEtmtfpthodMsu7M4ZbYz3FKCn4cNdkaGXDA2I+muFq/+YR37NrzLG5vPkCoFaVFi4EEmnq522OpeRs3qNl09vST62wh+uIve5U2EVC+S8MNgdTSDG5S/nrenPNBGdXU1GW5q7LFJYECx6e8PA/8WKZ+1Q/fUadEYikgNsMQ2IGvhw/1A2T2ObdUjpqSaR20djIw/xG3vabwy83A4q83djBLcDQ6R1jxLV3UI145bkZd7D7UdjjwU6huq8eXCtSj5++ZYRxV2Zlco65rX6yIpTxXfZq9NJC0tLSTabMe54EX3ZhdJ+XFbHicv6JFW+4C8YBMOWwWQ42nAxSuu5NY20t7dpzSeLzfK4t2xDcvl0cN67nsYkt06xXCPaJaTIzxqrKMkJZgLmpdIrJrfzWmRlCfzHNhtnyTrP8pqO17JVZjcvENpzQMKwq3R846nIMYVh4g8muorcTE7RV6b5OUtf1Ke7SlAe9M57mQW0tDcQk93J97WV7EOyaKqIIFr+lcpbxtkqHdU9HuqMd18luDcVHS2aZLW10mctQEmngnCW9HH3CNDeNXDhLrZcC+5HsWA0ywjohymBx5gdcuLgjLhtRjdwD6sGEVLWELKc1UYi2cJzU3m2iZNMofn3cmXG71Fdzm+3YDYkhpa2jrpr4rjgMltuT5l39PCOCCTgJv63E4oo644BTtbA2r7JhnqGWV2rhaLLWe4n5uO/i4tEuprcTDWxj2+gMqMYC4amdDUPUD0LRu8YmuUOpN0OsT0415Cda5hG5iKv4ku9kFF5Pnd4Ix9JPXNTdho7yAkIpSzTsHys6S6HMYubXnsZjZY6cuxzbpEFytt76NiNJ28eVBbhOvFq9zJecBA+wOZs3wNdnA1oIIJaZ9vaQ/vuXpstp7GPzcLo/1XiRF2LNDfg/CscpI9TTGwjaGrv13Om3nzHLstIukfn2K0V+h0uAWXO7dJLyon1FoPS58sqtM8MQrMpKXEj9N7bGhozOCc431Zp2k3T2CdvDgJ6LmS8jyGK0K5l/t9zAD+HjFcjbd3FiMTLQR6J9A70U9adALFxQn4Bpcz0ZaNxrmTHNS2o3TJB93KUH0OHjwoy/FzV4ivHRW9+SSOHjmMvkcUnf0dJPiF0i516KeGiPcylNPGPlCYo9GaGFzTFRFUR3vqSQhPYL4zJ4XKi7EMX4ivWhFuLue9difjezDwI+T7RlPSrvgW8ijdhZPHxHvecKZaHAu3VryzJOcMxbGuJUNmLymkb1Cuugc5fOwkwWXSe7URaRnFfHOZHnhEdEKcHPJQgafP5/rekN/XOEjhSUvDgWdPHuSCiQcNvaLBdtbgfOMgR06cIlQO6Sdhiur4JDLL25YtKXeXR6FzYbG8raKqGWhIx+SK+H1Wi+DiLuam63E4rgiz2VfgJ6ezCCoQpCBdoAwT7fPCo7NTbDk6PUpqchSFzfM66ubuISOZdNtz73JB7SBXbe4sfCKQzsdahi6E8OzOuydf3zKkeNmE2SwPVtQdSY5f0CKxfpTBYj8OHTqIhl2gPDN4sqMCe/2z8vkkcV74WNgdUoTZHCq9L+c1C8iWh6p7KmO4oS6up65HnNSJnJ0gKzViSQjgHu4dMpDDbNIhOlUawgO29BDOhnCu+pvx0Bd5Dx/GJkkRLrnI/6p8fS2PBDk06nJAdbjClso6PXuJuNoRmpPtOHr4IHruEUsmykFjxl1hm6VxiWYcDinCbI5Xhsp5TXzT5c8vvdUJ6GuI9qxjJoeDncdwVST3sqXRg178jhrKYTY7i+5z5exBrpi5Iu0eOTXYjqeh4lniGhX6my9zTbcYOTTqPF4IKaugggoqLMXcXC8RvnHyLmZ/PkaJ8Q7jhU+TWHYYIMw7+jvqdEzoNHRZzPX4fjEo61Tq8vz5GCPOJ4zev3DNmIqUVVBBhe8Bj5mZeXod6J+OJ0xPf9e8P2Q8/gv0otLpt+Mv0+l3r+OLUJGyCiqooIIKKrwkUJGyCiqooIIKKrwkeK6k/HhmkqrsSCIjI0lOr/uO4/LLC7Nj7VTVdvPHBi0ez45QmqLQSUp1p+LgUBNRUZFklDbI4RelmZC9DTW09g/zsDxTTts4MP9d4jGD7Y941DqgnIk6Q2dVOZ2T0vlRHuTWy1u3TfXUEx8bJeeVpHJhLe2LwjQdVQ/oGlVM4JrqriM2Rtw/vYi+hQWUMNxaIU9yWg6YGeunOF3SXxRZhY8WglZIGGouIErWbQZNgxOi3HspyownMjZRGaBgisp0hf7jipVTjkZaSYyPIa2gUg4fOT3aR5G4fnRM3MIkpd6GXEWZ5dUvm5CQ38QMHRWKehuZVc7o1CyTAy1kJ0v6iqe4tuup/WIHHhYo0ubWMDv3hLHuetISIknKLECKyDo7NUCRnDeSzPqlM33n6GssJi5anEvNo3NJrMPxjkpqlJMJx9sr5Ly5dZ3LJiTk3MwwJcp3TqtRbKg42Vml0FNmGcMLmxgPU5/74Bu2dai5WJE2p5qp+dltTwapzXsoBwp5PDu1YJtru5+ekT7d/5DkhGgiU3JpH5xidmKI0gwpbRRNyrl2ndWpiutH5tAzszxW1TyeG12wvclSPAWBqa5qooXtjcwoYWB0kqbSFOV7RZKQLY7JYboU6KnLkI9nV7YgL4ef6CU/I5GEtGy6hVKfzM1Qk6PIm5ha/VSZTA80k5oYQ2RythxEqade2c6FxKZk0TY0Q3dtuvJYNl2izczjuZLyeF8d+vvWctXMFi/fnP8QEzNmButIy2kSFPXtaMt2YefxS9jaGnLs5DmKuvpJ19fg8NUbnDmiQ1JDv6gpbdy8bkRQWgR6h06io32Y89pJSBNRp8YquPbFNvRuZyliLE88wOKUDoUjosKFWbLuV2fkJVHjj/Jxk9Zvmmjw8U8+4U7Di+wSPRGEHMLB3+/CVw4e0kmgtQm6Vmaonz+KQ2S5ItlYAxaHvsQoYXnshNtdlciVIzvRt3QgMKpCXiOqwARJ+ns5fMNKlKMfZZ39VCbe5bq2HobGV7hs7EZNtg/bjqiL80YcOXyI7LZh8u30OHpZh4snrhBc0E5ZpANHz6tjYa2Ho1s0nb21WFzSwsjWhMMHdpMkrYFbhhh/lM6pc2fEu5tz+uRBvLOaqY+/yelTaljauBGT3bgQH5zRBuy0rmFoa8qxw3uJKm7B3/466rq6mBvr4R1dSnGsNftOXRHX0+f42StUKGM6TPfWYHTjAoamplzWOIlFQLZidvV4M64nvkAzQjK8nfidPsEp7csc3GNJ/eTy0GlzhhO7Tkh2woBjpy5Q0tTKXSN99IROz546jGeqPMea3Ls3WP+2DjWKbAqMPcBJ+zoGtmacOLKPMHlmfx/JDups/NxWnp09UB7GsUuXxfUvoXMpYnFv6ul+Yj1s0BE61byshplPOtUpXpzRuoqNjTpGeun0M4bv2a85aWgr8gfTrIx3/7KjI9eNHcc0xDMbcvTkGQqb2vAxM0TX2pzzZ47gFltFafwdcd6WG6e28uV2Y+qGle/WXc6VG4o6eOm4NSW9A9RFuKF2Vhud8ydwCKxiaKQZwz2i3pnacutuxuKkuZkBErzs0TE24armKUzuJFGbFSzfx1bvMO+9fZLM7n7uq6/nhIGk0yAaxxYZ5LmScm/RHY6KhlDY3CJ6sS/aU/v+MTvaRcAdB/KbRuWe+U0vLyqLQjG2TqS9NIStm77i0z3niS1fXA42NdylDMg/QYzZMdwT0rh4zIyG8RFS7fVxTqoRdioVHZtbZMc6oW2eyOh0MxaHz1I4OEyKgyu2FsbYKUl5qCyYs1aBtNUWEOprw7kPr8mkLOPJYxqTnbnhGP6Ul/e8IYWcDBEEfH3vNYIlUh6tx1LHgcyaGhLczXEWhvXJ7BAZtyw5c2DNsiHlimALLly5TeWjVnqXePsMV3D169ME1zTSIjpV0zOTZAW74OabRnlBDPamTjzo7KZFDgE2RY7dccxjcjG6ZE5eay8F92yxup9FpL0ajiltTI9342Z4Dm9XbdQcpLXNTVRVltM/sTxd5bnJIZq7paU2szSGGKNxJ5VoSx10nSNpbOtgSDEcJKM3ww4122jxzs1UV1XQ/rAKMzMDspqGGaiOR9vShQahf4UXPMF9g6P4lCq6R4+nx2nv7mV6bpaO7HtctL/PxNQo+X6OXNz7qYKUe5M5ecyVdkE2QepqBDxcHnZoaqhT9lKld44wOYbVLXfUTLxoedRMbU0V7QNjtBSkExpmx7lPjZ4i5b5sZ05ahy3otHtkgvqkWELj7TmnJOXZsT7aegfp7UpAd5OjvORHwvijPAzMLcgpa6ShvoamzgHGh3vp6hugoyWcGztu09qXidoX6sQ/bKFFlPPjZTKkM73E9saZH8c1MRsjTWG/H9QR62iEe3KtIuHcJOHme/DJG1au4RaYHqWlZ4iR/lKcDpuQ3PSQAAdLfFMbaM4NxsLKiwfFvhzcakqexHeDSyzuZDt37JyIyCwhK+gmDt7xyHuqPJ4mz+0AtnF9zPTncPqL88QpdTq3ZEjnuZLyQGkQaufOcfLQIU6Zu7OwzPCHgrlxUn3duZdcQX3efZxuRtNe6cc5NXPUjh7nuvCwTC/uYI+J3zPrI8dpyAjA6koQHd8Is5lHQ2IwN/0SKAj5ZphNUTvI83HDRSblGcoCPPGIK1SuaV0MHiJhZvgRTqbXiS1TDH+9WCwJsznWTXKUF5ePqXHluqm4f7swIKGYuAUS53x82ZByfYo7Z06fFh7cEbTcgumcX2vSV4O9gyHqhw+z+7QGoYUtPCwIx0jrIqdOXcUnPlsZknOKZnHc8uwdWjoKOGjoTMvAJE1JNmjfjqQo1Jbjl67h5GTH8UO7ML60iS2nNDkr2su6I6co63qq0iwzPGGgJQcXdSfymtpJD7Hl/MmTHDh2EvPA1IVddap8T7P9lAbnxDuvP6JGXm0r92y0uWJqgb3+Rbapm9AyKHkrY9QkemN9PZJna/PkSD3eOrZE5j6iszIBc8c7JLmdUJDysg6zOU59mh9WWiFkJ1iy/9RxLgg9bT58gvDiNmWaMvRXmT5FyjWBF9khvOvzIu0GodPMRsUo2ZPHeVxTkrKEyY5y7PXOYeUVsDAs3VMRjfrJ9Zw6cpLth4/jElMk267xJkFgWqdxCYqjvS4fHUNtucx2ntMi99FycrgmaMgMxOryfdpHO4gP90Tj8Em0bpiTWKUYghkocuPE9ZAlI2MKSLtlJXpocVnPiKyKBmztTYks76a/NgULGyOqssM4ef48akIvJ4ycWFgCPjVEQZIf18+c5sJlQ0Jz6+XdAEcbojip7ki/RMCdReiZ6MhltvOsJhnKMpPwXElZ+ig2MzUlf19Nc1fjdsGzr7n8MVYVx3G7AIJsDxJUPMponSBlKcymKBwHj7v4+fkRXfBgSZjNGSqi3bih5UaVFBW+J4+j5xzpFgVe6KmHTWQ+EbfMuBlbR12yA1ddcoVpH8DlzAEyZWu0hJQne/CwtSAkv1W+9LOk3F2bgJGGHU1j38eQ3SIpT9THc0LXmY7xKfpzPdli4I//9bW8/u4qVv7hX3n/sDEVHcugIc/NMT09LYfZDHRQJ6Z2ae93Uh596Mt244JbHL7W57mb28nUQB3mxjok1Q3RlOmNjtB/fvOwFE4IrWt2VPUOURlqj5lfChPD3WTH+eHnfR/96wew09nNafc8Ud7wwEd0BKKX7lKzvDDXk83149cFUbYoAoLMzDA5O8tkVzWOTpaUdypGHiRSPumQJL9zU+BZroQ+YrSjipgwf7wdTLlo6Si85DEKghy5oX2bRsXuFIsYrsRG/Sr34mqQdh+Ms9jK795cyRfv/Ctv7rpGvjDAey/6MCwILlHvEJ5VS8rwZYbwosoiXblx9SY1vdNymM1Duh7y9+D2BFPOe2Yp0v0RUj5hHS2PpDWHXORSkCJk47OkPI842z3cUtpmiZQvXdWkum+aPuFUXbb3ZlgZyOLJ41n8zPYSUjnGk4kJucw6o0UHKnQ+TMtLjiezVMW6c0PTlcquScarwjlww4MBUTf7Ml3ZZh4pEg0SoanFzbw//k6PwrXQuJPGHQcrQvJa6CiLwdraRdi7J8xKYXlFmpxbp3DJVeh0ur0UXSNTClpHGKmO4pihG10jI+R42GLqk6Z0qMTjCZ1KZdYVp89lZZlJeK6k3JN/lzOCsPLz8wm7ZUBS06JL/oPB4zZual/m3HlbmkXdlUn5gjPW6mfQ947Bz+maUHz6QpjNzix7tnxxhfvpWfI+qF3DzfgeP41FUATGJ7XxzynF9Yb0DfIxvfVRaB/WJTzUmpMH79AqX2ORlHvbyrEz0RSGfl6vT5NyfYozOk5ZMnm8eCyS8pOuUi4IQxmYlinKXYezLhFMjQ8zMDBAmvMRdMKb5Ak9LztKY5zQuxVKXk4mfp62FHWO01EnOh3i/S6aO5Cdk0fafTucYiuIdtURHSh/UhLCuW6gSVaiC5s+PIuv0EF+YRFtg+1EXL2CkVcIdsI7vp1ST0GkPQaeYeIaZlxUD6StOoSDZvfk9hJovoe7ZcvjW92zmGpL4eQn+3FLTiMnL5+65jbCfO1wvR9LTnIEnn7+NA2O0lbfzYTwFo6YecnvHGR9WOilDo9bdvhGJuBtchVr7zzKo0zYuek6oRnZFMl7/47RWdfOUH8VRjsPYXg3jGxxn/Km7oV6VnTrGBcCGpiZrcduhxpuoX5c2KxD4TLZZrAtzYatazQJEnaiUNiJjup01ExdZD1FuF3GPnaehpeS8hhtdV1MPIjjqNltOW2w7XFu5ig2hFlKyr353sI2+8tpPEyOkNg0SVddG6P99Vg42hGWmEm8vy2WPlEUx7pyzT2Y/LwcnE1PifaQwnFTNzlvircunsvE2erOdWTLqksK21tcRkdtDifPXCU8O4cQV00u3koQnbxa9LRsKemafyeFTqdaszlp6iy/c4jDaVzTH5DnZcVVE2/8rISNd8mkvdhXdIZ8FWV0W4+4RqHTeqHTgSYs9a7hEhZPjL89F609GBzowtvemuA8Zdzw1gxOmLrKeVN9DLiVuzgD67mS8uzkMFHuWmhpaRFY8H0Mof510JZ7F48MRfi56d5yohJqmeoqwcxIFy3bO9QsjHtCQ6KTrA9JdIwsyHoo+r5tOWhfu4rT/VR6h3rIikqkW+qGTo+QFeIip814ND+UOUdrWT55RY8Y7m8mKykbeXRPRi/pt5NRzummqyqZ6PlZMS8cY8J4plPdrajMHQV+6F4X72nvS+OS+HUdJeFPBWp/mTHR14y/gxbXrusqwqHSRcrtNHlSjFTm2te0MPOKolvaQrOtgtvW4n31TYko6xZFekc+L5XdNR09EupE/q5iTA11sb0bKW9sPt7biK+9Ftd1DShQTjtoSLkl57EJLVg23+qeRX9dqugsKt5dktupD+TZ6u4WWuia2ZH/aJy56SZczyrCbD7K8pbTWd/PZnr2ibzJhK2x0K3zXXkIsCLSauFauub2FLS04n/CmDThUXvZLN7HOiiXGWVnr788krgaRV3sLwuXz99OqGJuvhm95KiNd1h4Lx1jK7KbxhmuiuLqVaGXu7H0yR8lJXSSfDtddIkltOJyQhFmsz3PT85rFZCh3DlLkPKTVhJuZ8sTbmcnR4i+qbh+QL5kMfoJPGEkh9mUhqqtjHUwcronr5SYGmzjvpMWV69dI7pasUygKtpGcf37WUwtgzj2Eh4kOy/q1NBc3iBpvh1rOQbKs6JFQyY4NZfBiXmj2obbCUWYzXnbbeGXqgiDOdCIl5MZJnY3qesXlnl6glgPxfV9cqTRywGCThvLYTZ7q+KwNBTnLG9SJC21mB4mMzudemkLNCVq4+0VOg1IZ1weXlLguZKyCiqooMK3YW6uh8j7KYuzsP8sCELxj/kPscTyz0Mf4f5J31Gno8KLi/7Gd1QV+onwT/yOo42jxAXGMKQKs6mCCiqooIIKPwyoSFkFFVRQQQUVXhKoSFkFFVRQQQUVXhI8V1KWwmyWpQRw8+ZNQgrnl+38gPB4mqbqSh4uzNT79zE3M0BawE1ZJ4G5islh9FZxy+MmYWmlKGJUzNBWkk9DVz8VGeFy2vLux3JIuPs+nvJvSZLkzfWnac7NpGlM+m4xRFlMsRxJZqKtBG+vWwtpc5pe9OSqSRpzyng0qJjUNdFaxB1PD24GJ9GxEP5wUDxfyWKkm5ccUqCX5BBJf7eISKxhXoPT/U1EB91d0G14fjMTvQ+JCZR+3yE+u1H+BvUgJ0Q+fydFsda8vz4db08pTRDFLf2M9j4g2kf8vuVFsrxx8AQl0fcU140tXjYhIb+JKRqzwhTvEZ7J4MQ0A49KCbkrfnsHLNkXWYHuigRF2ugCpmcfM9xSQtC9m/iFxdMxCrNTo2RHiPMiTXH7N2dPS0FEaisL6RieYXzgIbG+Iq3HbRKqe5lsL8P37m3F9YVkPFDGM10WkNYpl9A2LhkFqZ1HKN4jLJ3+sSkGW8sJ9Ra/7/qRt7AoVrTEzioCfRbfOaWmj5G2MkJEXfMJiaFtwVyNUZtSTMe3ROSaHmujJK1eXoI1MfSIOD/pWh7EyjYHmnLvy9eOzm9cNntUKzBBQ0YprcpwwBJmx/opq6wQ9XRObsexz7TjpZgZaie/sk6ePDfd95Co+3e46RP01J75ku3NblDMeJ/HUFM+AVL9vxlAbn0Xk+MDZIQryic4WhEtcLKlUP4dqVzHPI/nSspDDxLQvmyMp78b506eJG9+9/cfCh7P0PqgnpbeP53wmpOt2KFuir/QyfkTR8lq6yHm0nnUrR25fOQ6MTU9UungfM2EkLRgbhxUx8FWg9PnIsR9HhAbHoS/pzXb3/oaJ2l98lgdxmr6lI0Nk+d9g1U/U5OXREkNMzQ4EP9bJqz5xVoCWxdnQD9/PKGl5B7bfrYZHyl4yEQrXqZm2N/1xOjaCSyDpe3oh8nyvMaqX59HGXTzpUdXZTzaZ07g6h1IUtYD2UBJmBlsJTU2BP+7zhxdtYHr4v0epvtyWeMSnj7BZBQ/YmqggGtn9bjlf5MLR3fJS04yrM9zwdJNlH0sVR1DxN3W4JyeHd53bFC/fIP8FF+2n70hzt9C48hWIuqWR0jIZzEm2v2B85fFe9xB58JBXGNK8bRVR9fSBTdHXa6ZuctkK2O4CrNL+rj5e3LlxA7u5zzEy0qb63ZOeDiY4xmaS0PWPY7rWojrmaJ7JhjlRPUF9JUHsHPbYVIbRknx1uTUDVt87tlz4eJVSqpqiQi5j/9tc9a/spa7dYvk9XJjVpCHO+v+eRuRoq6MPUzh0IVL+PvdQVfjME6RxdxzUEfb3JmbzgZoGTrSqiTbqZ4GosPFO3tasfWNr3HNrMDHVoerwsbccjLn1v0sRmZnqEt1Ye2PthPb8+yUuTZundjJzv2esq6z/K5x4ro1fr5OnDunQUVJtvitL8rDCe2DVpQNLxLcy405HubeZuO/bCW4aZE0GxNt2XxQi6rOCbkdX9HQWGzHyjQynsxQ4n+ddWpWdA0OkubviomtK062or5a36VHMhCTHfhe2sB+F2ke+zymKbilywVDa6GzKEqaeulrzkPvxH4c7/gTl1onukft+J04iZatNad2G5Dft2ivnyspF90+gtbdXIryhdS3sUzilv/pmBki7JYzISHOnLsSyoD4C758gfiOSToyvNm4YS0fbTvG/bymhQXi0rT5MbkbNEaU8WluJyZzWs2GVtHbz3bTxyG+iuHaJHQdvciNduCaXToTjzuxO3GcXKkePXnMw8x7mLr5MTD1hP7CANSdwuioLSI28iaaK24sCbM5S2WULUZ3Ev/oBhnPA08e9xLh6IDZCQNC5YheD3E1cyE6PZ1gJ2u8hKfYWVVAXKyHeD69ZUPKJf4GHDttT0p+IQ1SxPlnIJG2lY0tzQMTJNhf5bzOLTKLSmmWwnn1pqGtdYv0/DQ8rl4jo7EWvT2ncYpIIr+iXvTKZ5meHGdS9Lhnxtpx09MkqV54z7LXMkmp8wUMUpZH5LNn8WRumtEJyZzNUH/fHC3/IibFu0pR60Ye5WNpZk11j8LcdSaZoWYXRml+HlmlNQy0Vi8JsxnLFVN7HvWOMjLUR12lLzf2edEi51RgdrgWh9PHOXBFUyblmSmFTuemuvG4cZEEafndkzlqE1wxvh3FMgl9zdRoC5EeThjsuCHsydBTOn0Qas2VezlMSToVbupYewnWJmaUKTfgkCHsxIP0O5i6B9Lb0YC1uS4pDUMM1iVzzUTo/2E9Ubed0d18naSnSHmK8pAIIlJvcUNJypJOJ4TxfjI3gOf1c0TVDDAyPk6H6HyZ7DUlf+j7iYTwl2JWEGakqyNG+3SJVpLyzGApxvtEB0TbnKr2YRIcnmnHSzDSmone7k1s0r1J10A/iX4ewuGMJSH4Lu53IugTbbc0+iY6Bz7nwK0SZS6BsUfYn76AqXck+WU1csjeB7HWHDhgQWJePrWdQv/dqRw75UbP41ESjM7jWby48cpzJeWoG++y+awJOlevclpHF3mE7oeEmUHuO9sQEGDD0bOB9Is/vzPHiaqq4PKBvZy8os3Fg2vZou/zzBDPKOWRntgYRtPzLWE26+ICcfdJ/NYwm3NTw9y1PId/Zou0/TbF927hEVf0rWE2pwebsDfSIqHy+1irvCTM5kgrIX43Mbymg6GBEcEL0XGqMVllsGxIuTnXHz1dXbRF/dV386HlmZHPKKeTgmQbRNnOUJF8B70bN9ASac28I+h+UICJuTm6V3WxsrakuKGNYF9nDLS1URdpbqfUKsusn1R3O9w9ClAM6k7TlBeG+XlPWpZBgJU/jid0N6TgoOFKsWR0ZHQRbGyBX1j1wrCgFNFr44nL6AmdHBLkmlLZTpDTdU5dvozuRTW2aJjLYTalTzee9oY43L4trwmVMTNA0m0r7MPScLO5KpOyAgNk3LbH1TUPyS+eGenA1fQSkcVdC53j5YF2bu8zIEGQ8jx6H6bjqOFCfuv8sW7CzC25F1SxMJIjYW5yAC/z89zPaePx1BDhbrqoXdJAT+MM29SNaOyThsTbuLlTj+RveMow2BaPgZKUFRgk564DTo6KjYUeT48JT9EKIxNd0h4uD1JWoJO7R42IkUh5qotQG31uRidhYmMpSHnkm+14fhB0ohVvU128I0K5YuNBV/8g+fH3MBL24YaOEXdjsuhqLsLc2I4Eb1F/7ywh5fFe4oLd5bavIa7rGlPEo4IwdPX0uC5+X3fwoDE3iFV6QXLystt7MU1Y1PxzJeVYo88wT+6Xg3rH2e3DI285fc/5E7CUlM8E0PfkITZfHySqpJAjGpr4hseRkpxETnXb4jZ8c5Pki/TXdaXACKJh9BWgdtqO9pkJ8m7qYxdVQIiHMR6JD2hIdeKaYxaTT3pwVDtKjuDWsb5cDA6YUidtKTbRhautOeFF898FniblzuoYjDXcaJ38Pj76LJLyeF0cagZudI9PM1x0j40GAco0y4uUH89OMzk9w6wwQAH2F4iuWWL2ntRisEmL4hHFGMTjaZF2ZpapgUe4O+gT5abBAbcy4dcIbzHgEsd965mdmGRKVITBkgDOO0cID7mTUCs9zFwT6ZdspPBuWnN90DpnQ77wFJcvnjDVkoTGQR0SK3rkDunj4Qd4aF7BLbSM+Y13JFT7neXczQyhJdEJCjrPpeCHjPY0kp+VSvRdezStnegUGeYjwEXZ7MOrUDFOO9max6kN7/OH997jVz//FzbohzA52kWknQFGDjHIvCPQ35SM0Wl7miaW21DdUlJ+wmxnGpcOXCO+rFveOvDxyEO8tDVxvl/E0DOfhUe7szE4bEG9vPXgE0Z7myjITiXmngtXLW1oHZb0+aeR8pOpPmKdjDCwFt6gsp7OKKOwNAeroxEsB+VfJlgk5bG6GLZ88gfe++Bt/vXnP+OwU/o32vF8XO/hUl9WvPUm77/3Oj/++a+57B6Lg8V14moGmGwvQNPYkiC7E/zkZ2/w/us/5V8/3ESwvDuXgGjzUvjNSWmkqDae687e9A6L31PT8va7kQ4n8I+L4PCZm4JDxkgyOcetohfkKfcW3OOU+S3Cw8NxMD1H9nwM9R8K5kk53Be11UdwDXHj4IdbiGpq5/6186jb3sHW8CxG3hkLYTYfxeuz6v1T3BY6iYpLEj3WViIunEXT2YOrR68TUlCGs/YhpCA7Aw8T0Tl4iZuuV1E7FSJH6hooucVJkxS5VzzcWoKd8VVqF2ZOPU3KdYkOaLtJsbO/DyzxlHuruaahgXNgEG5WV9DyjFemWV6kXBptzyVLV8LDgvG+605l7wj1OQ2KAAsP/dlzJUIRwGJumsQAS/QcbhEW5IeXfwBNhZFsPqKJjyhnU63deMfnY2BpjHdAECGCbNziK4g2O8DWvTfwE2li0/JoyHZn7au7cRK/pTZT0bGcPJBFjDVGs+u1DVgr3yOrvI7b53Zy8JIVIeJ3Qk45g8J7qM1rYqIljVMmTnK6mybHCMhuxMPNDMfb3thdVcchsJyHOV7/f/b+wkuuJEvzRf+ON2/um5m+M9PTDNVVXZSVrEQpU8zMIVYIQqFgZmZUMCpYwczMzMzM/Ht2jnuAlNl1u7OkakVe/7R8Lbn7OSf8bDPb3952bH/GDSMn+RhHi4cUD8zTUdSinFkQw3B6YDtTzrK/xpGTWrLdk7OLZELvzXfliaNyq9M9hR1SXuhK5dwvvsda3Jdkh/y6NgIfn+LCA0teivephdVMLY7TXKTYL3mszIu7FtmKGQlh6wBvSxx8AnHSeYh9UJVypmI3KS8ImzbLMwsSdpNyvpsaB49oEiT+TlJWIQP1mVzVNVO22Q3Clbt27Q3sypSVWOyvVmTK/TO7xnGIYhxPTwubdmwv8pxrSVdkyqOjhDrooeXoSZCvI5rWjvQpI6ORVGNlprxAZ0kzkzN9OLuY4xEQRnSwO96JRdSmenJH2e+DXjhQMdRP0FU19N1duHdaBAO7VBDfKilviOyvPMUfBwcHUut/bnPXAluknNdBRaILDr6hJEYn0CXZc7wJXy9XHILi6Rzbca49xWGyPaSXi5cfVf3iu5EanJ0cCUsrY3JukurcYkXmtDpPVWaEfGzlkCIylVY1b62AXBLOqLqkGmWyJjBJRUwpWzHWeEcpeW1/rl2sF2nNraBzQtF9x+qTcXMW9xmSpJCvkzFJeUyZvC/0XsCysG9yqANOLq4UKRqVsphyxerxkVpiKnemmBZG2ogN2NWmApWvnOW280hRhCHjTel4ujrg/TJNXilckeC03Rc8Q+MpL0jEQ3y/9Vl2215ydjuQJDWDvXfu42V+I7kvd977xGQxJDIRnycKmc2hqlfy5wFpNbJMprRSNcjLAd/wBHmlsCTXK2mMS8eki8xEqjKIEgGgtHxQgjSVWl9dJG8UX50kxpzy73gEx8jTtNNdZWRtz3nvJczTKHxC7/wKM72VhPrs2DAir5H8qJ333lHpDM/2431fIbO50FtBauNOtjXdU0GION8nNHbXY5g5GlJK6ZMlJaeJuW8my2xKkJ5pl6U1ymRUl+qx/Xc8AqNoHVumPU8ETeK9f1o1K3vqMcsCzZlldItMdQtrc2OUV1cysbC+axy/UI7jERFQKmQ2JaxO9VJQ3SDLYM70VRPmK+ziHUzZroqCxd4yspsk288Qr25OiciQJ9sL8JceU4lx3iWc++r8BBkRCpvmtCtmKha7iuT3UXlN72719c8d/Rl2/ObobVL+LM9sVVDh54ON9VHSEkvkaev/OGZJj8/dg5nvu8Y4KfFFP9Gmc8KmOSqb/gATf5JNM1/lsKCS2VRBBRVUUEGFnwdUpKyCCiqooIIK7wlUpKyCCiqooIIK7wneKikPlL3EyMhIfpk7uFHRu7Pg6WeBjSWaKkpo7P33qwStr4wS56KwiWuatDX5Ei3pARhLdvKJU0pSrtCZn0lt7zAlr3zlY4v6FAu9xBUYqK+koqZPKQiyRHNaIk1yicM4hUG5bO1c3ZEbqLB/SJ7yk3eJBRpSC2kZUyxamGvPwdLcGCPPl3SPLyKpYMX522FkbiPvN7wXsDTZS7SX1FYm+EVWsLtIabA8DBNjI7xj85CaTJLefOlri5GlPcn1igU2RRGmsv1jygeV39so2kO8XF9VMT/WzUtPI0wtrKnatd24pMaWWNK0U0a357BEQ5KP4l5fvGJ8bonR1nw8rcV7G5cfLLpqTHVR2iWQzmVlidlaHzlh5fIK67XFaZL9lHbzzVUstFNitC4JOwvpO1eym4ZYmRslJdgBIxNTIioUO4vXJzvJ5wZlN29XQewNzFITl0enUhJSKqeR7eQTz/DMMrP9tQQ6G2Hl5EHjG6snWzM95GMD0msVi4amOgj0tMfeK1jeo3p9eY60AIVNnTyzXlt8OdaYiqOVES5BcQxIw3l5moI4H4yNTbb3/W5Oc1X8FtFmHdt7D7/fWF8dJ17pe51TFfoPYiBjZmIsj+OpJeG3BhsJdpWOsSQsuX571bWE0eo4xT37pzCzuMxwYzZuwk5Gdh7kt09KK5upz1D43PTm10saF3vLcbM3x8g5gJq+WVZmR0nwVfyW4v6dTrky3kFGSQ2LqzufvVVSnh1oJCcnh+yXZuz/4BEluwsUfw7YWn2d28bK2jqb4t/62qq8Of3a+hqry8tynevuzeo7U805q+8j7BKL9s2zxKZncOmpPhlZKbgYXMcqtl7wWyf2WpbEZYehc1mLsBBT1K6GMiCuMz9ewNW/+wwtX2WJx2wD+rdNaVyYJMf9CR/+xU1FSdRkKVoPrIjLeYXRje+JaHqX3miD9kJPDvy37wiSFb26cDO0IjglCXeTO5iGFlOd5IW5fSAJCT5oaxnsCEC8xxiqTcbgiQbRaXlUi/vaLi0bquDO3aeEZyQTaG1KSEELJbEeWDkHExftho6+JZ2lsZwxdBftHIjuSUeaF6dorCokJz0evXPn0QwopCjEhDtmHiSnhuBo7k2n8ACbq4KAbK6y76Ef63tU/HquOYmzT4zEvafgqHUJu5hyvO0eY/MimphQO7SMHXZWAG9O4n/rFLaxOeL4WibXNthY7yXw7nG+OeAsr86eHazC5NYNgpNzKKvq2aVHvEiuvQa6XpHi3DK6REDYlheIoZkPSWnBPL13n+riFE7f1BHjIBGP59qk9W234nuOFRHk2rPvvxyWZTaZa8Faw4yXwqZO2lexj60kMcQGG7+XxATb4mCVtV0iRm8u14zshU1eYnrJktKJUUp8rHhi8gJf4yfinDLGxhowu3GFQGHT0oquHZtOd2HjbENYXBy+5hYEJzbR1xCHznV9woOMua0WyeDmFAG3T2Mjt1mNaLO9Uf/dnW7BGT1v8Zsl33uGtM5Bou7cxSggDMOb2kTX9tOeFYSOnilJmQXUt4/uLPCaqcPksTnROcnYPD6Da2IVTtZPcQ6MJdLfHG0LT7r6S9A7/gB/0S5qZz3o2hq+yyNEONvjER5LoIsW+q4xVMU6cFnbkdScKOx17RVJ1foSBd4P+eqmHePzOzZ9q6QsY22WJFs1/Cr2iubsfwD/lqJXWytm+k+5++1+fvv1ZSKLewVdv4kZ4gzVCarb8k6rtEY5oR1SzFR9GkbugSJLduC5W5Eggwlc716mYGSWPM8QQoM9cFOS8mhxKE+9XzHSWk12dgh6W3XKU5VYCVKIiovCXVdk2uPvzsFLMpsp3j44btUpL/QS5OxF6Mso/OzsCStoJtT0GDYBKSS8SqZql3j7+4yKIB3OXjYhIuHVayUPCw2xXBKB1czqGt0plly0CMff7CyOgeL+klKpUyr+ry9NU1v0Aq1zrnKZioSJ9gKsLc1oF5dLdLqFU2YfywvDOOleI6Fhhp7SMHQvHuWg2cs9S8o7WKYpxBq96K3Kecnnl2BjIYKULWWP/mSOfaKGjyCBuMJGVteXaUnPJLchAl0lKfdn2nHokBYh4pi8lp0yH6abMbighomnCIYyi+VZpu6yKOxs/IiODsfTwZ/qVAfO2aQJilulye8md8K2ilveb0gbQqQFv8BqSzxkvh0va3ciY2N4YWlDXI1CMGh5tIXwF+Y4OeS/NpOzub5Ke0U4+petqRjowsvehvjKfvrKY7Fx9BUZnRPf7deU67lzmn44czXVVYizkSlhKa1Up9hj4FPK0toIzveuU1KdwnHRZt7bbbY1i7dXMEuC8L0BmemoPXBiYGWRcj8j7OJLSBLB43V1W6J2jWMZs004m7vzMi4abxMLUtt3+GyiORtza0+qst25aZrJggiP/B9eIHVL02lljMSgF7wIDCfY3Y2gpDKyve9jENfJuvDiL3ROElg+yXjLK7TPn+K4se+7JeWp5kTuP7dlYP5nliVL+GOkrGZMbv8QxS+ccYkqfWPabIaSIBcc7LNkyToJI63pODxxo2pAZFSJoXgEZf6ozKYUQZdsk/IypX5eeCdXKkl/l3jIQDEGlg44Ozpjb6RBZve7dvC7xEOmOuUabUcHJ+zNDfDLaMDmyl9zQ8seWxtL9O3t6dkDvDxYnYSzk5O4D3usPHyQZqhkzPbhqnuFi7fu8fDCAb7TD8b08j9yW8ceayszDJ3dGZDqa+dHyYrxxdlWhwLlJmnZXtcxj2iRI/DmDF8uXTiGmtojLt28REJxKXZ6FrxKeMENu71OypsM1Cdi98SL+m0hhD4Cn5nwMr1DMcsjYaKVQH8v0U8dMTZ+TnKLImdbXSzYJuWZtlycnZ1xEseYOdhRu1WBuDBG9qsQXMTnkl62R0oNrTnB6JvZC5JywtXDk7a2ZrRuHuXy7Uc8Ov0haiF7g5QV2KXoNd6Ms6uLsJMYU6Z6hBcrlJgWekrxcrHBOyKabTVTgc21JSpTAnC00iSxuAELe0t51yxJP8DCwZqW2oJtm5raWVP9Bi+P1CbhaGuEX2o5hWH6aEQ1y0Tvq/016ZVtBPl7b7fZa0p37z1mKA1xw8E2k4nuLA7oess7PrXGaKEXUkBbcaxsFzthE7uASHkcyxipxdrBWWF/E23iarecQS8+j4yIze1mKMuSE54Kec1Yo30oXbcIqEaIDfHExtYBB+EffBKK6SiK5vK5Q9y4/YzrVw4TmF2Ou4EJ0SnRPLF7p6S8TFGQG44Beazs9aD/x7CLlK+qhTC20YrFVxcUpPzMjoqhcaojXLCLyN8m5Y3lKdI8zDG2jWVIMvzGCpONr3hy3ZiCjhlZ0jHCXR//vF468jzQtslkfq0Xm2t3KJWnfHdIeXFuAGd7M5Jqt0bUDilPZltywSlfOP8Nxl8955hXveKQd4Yfk9lcZa4qhAN6/nhrfUtU3TwrM0N4Wj8ku+P9X1+wPDfJxNwy62/KbAqH19vVTHNTEynOD3n2IhU3naO8Et8vjXfhbKNJcduo/NxPQo3vJYwzxCBeb8T0sB6VsvShGKuTAzQ11VNfXoj58yskRnvw0W9/zx9+/ff817/8Bxxz9uaGFFKfHq2O4bGaOSXds6Lvb7A4WI3Dg6cE53Xxmtrl6jzD4+IY8d+hV1o8jVbopO8m5bWFaUanF2VJwnQ3tW2ZTUlJbWJiSpYvnK4Vzsw1injHW9im9bG+NkegzUNe5LXT1tog2qqRKL2D2BTujVkaBXZIea42knMGASwJW84Ue3LQPI75uWnml0WuNdKMg40u5f3KqfnVBYanFX21J/YpjwPzCRAkE1nUTVdBuCCXYPH9jk1zPG/htSWBLIh3cmZWFnGZqIniiaM0Y+eEgXMuc0udWN14QOWouP5WmyVqy9KoewGbK9NkeFlgZBPN4NyaSB6qeKRmRdv8LPluRjin1LEwMylvNfoDmc1SX86ZxQhG22Aqx4bDdiIj7ivH+vZjIksH5Y1OZhqDuKsVz/TaEG43b5KtDB6XB6owMLOgsn+OxbZ0rhi50t3XR2NTHc0NDdg+OkxkbDAHPv0DH/7un/nvf/k36MW0KE4WeLukvDJDpJeliAI65cb/2WGLlBOiuP/1CYw9rbjw4ZE/SsptcRp88C9nMffwwCcglKLcKM784nM0XN3xEJ9FZhXg8vw6ZcIfT/fkon/pLqbGt7ivkSJoT8IOKY/0VuBgokPLVtC2O1PuK+DKdTVsxDU1H50ntPJdPz7YlSlPtmOq+QAjZxeMDdQxDM6iItkdbUt73FwcsfMQnXJnNvi9RX2aBw/1jUW7uOETFEzrxCRVidVMiqxFz1QHN0dzHl7VIUXcc1GCO3pWDrg62+Hg40NfXSYXnzyX29TK6D650tZG3bGceRqhkOYUqE52Rd3AGGcjNTRNc7dnTaYqQ/d0pjzTHM3Rf9jHc3Hv0v3HF9bgprafo9eei+zVg6DEfEZnByhPaWBusJS72lrycZ6OxiQ2K5zgblIeLg/n5nM9+RhvX3eR1c1Qm1jO2EyvyPSMsBXZi6eLNX4Z9dQkuHBNXQNHNxee6D+nqiSL21qiHex1uXLakualbfm7PYBdmfJYI88f3sZC2MBQ5w7WUQVkRNqhbWqBi5MNDi8CBNGMUibtzTtUzgNdRd+zNrxHbN0wDRHO3HpkjNGj27i+bGSgOoprmrryMV4+LsJXzVInbDo624+7iwnW9o44WOvjFpfPYHMaulceYGaohrp2JuODZdzTVlzf08mIhKa9sYC3UyQnv//nM0rfG0LtYD9Zeo9RMzSTx3GyGMe5UfZompjj4e6MT2QcfbNjlCfWMjNcxcM7t7AS5+pq3sAxOgu7S99y4o4u7uKz4ORiRkaqMDtzHX3jB6jdCWOQWeqTyxmZHcLHUpPnltZYmumg4/mS+kw/bmsb4GGpJnx7qtK3S7PkKe84UxZRV1dHIz0T25NVPy8o91PuG5unpfClIOd0CnNEJ56bo6m2lcmlFab62mntG9t+pjxcny4y63D59TIukar6OtITFO+lV3plE63V9QrRfpGRtZZnyJ+3bD8T3mCip4OOrnEW58dobWhFmXgJzNKc27CtX9tZFq+4bt7WPMq7xDK9Vc0MKOXrpjqLiH4p/nZqkeiUK6zNj1OaFc/LmHiadm8x9x5jZW6M4rRwIl5GUTco3dc0jblN8rO7yfZ8IiNEe5U0Ij2ZWZsboSgjTm7TFuW2hM0Fok8I+2fWKR8uTXeT27SzzHplVpyTKvpBdKy8InYLkpSftNXpXl19PTfURGr8Tp/OqumiKmvnfUJOBeMzgwRoKWQ2+6qT5M+TSqUdtxQ3vbE+Tn2+Yg9raaaiUnl+mci8xV8g4amFLLM501NBfHS4/Ex5VGQ/q3PjcpuFR76kQPm8obcyUT43t76fvRXnLNJV2siwvJ2nNNOfS4Toc+EZZSKbW2VxopucpHCi4pNoG5P63AQBTxUymwO1qQqblrQoZDDnh8lJiychLZfhecl1LVGdrbBpcYfU+eZJFDaVZDYl+chXMcKm6YUMSxq+IvNuKk0XfzuSLdXe/upkZZu1yln1XsBIg8KXSq+Xsa8U41QkEC8jI7bH8dJkH7nJkm9Wfi9C5aCnCpnNbd+dVcXMzBTlmYprSa+E/GpmRYbdW5sjv6+RJTrnSda0lGU2pZXyibHi2MRsusYXWVucoTxDce6Obxd+ZHaYmtYuVtZ2Pnu7pKyCCiqo8CPY2BglN7v+J86gzZKTWS5Pn6qwG+NkZ9b+RJvOCZuWqWz6A0wIm9b8ZJvmZpWx+idGgipSVkEFFVRQQYX3BCpSVkEFFVRQQYX3BCpSVkEFFVRQQYX3BG+VlDeW50h9ocft27cxS2hQfvrzxvJIBZHx9Tt1mG9gbWkQf4Pbsk0Mo5SiCr053Lt7B8uAFCbkhYzLNCXHUtLeT2aItXxsRucG8x25GGk9lN9LL++cHnHsIjUvQ6mekp5bDJPmlISighEaEx0Ux7ok/xkWDc1REZlG7dAMS0P1uJk93f6dphGlzA3U4258G3UNLUq2iurfc6xO9xPurMXtew/wylMWGm+hN5f79+5g4Z/E+OImoy3ZWD0T9/tYi4hyhbxjeaSZfP+PX+SKd8s0p3jz+L44xtid+oE5eUFXqONzbt9Xx0dZyNyU7Khss6TXlOD2HqQ65SJyslrEncNURyG2erfRMLDgTZXVzkwPxT07xsk1o4zWY2v8DG0rd1onYH1phiRvhR+xSmpWnrWD9cVpCrLiaRtdZnVmkAipze7exyNPWvIObeluius7JbCy54QudjBd81JxH5aB9EuakEq0FYRu78krQZK4NXj+QHGseL1Q9t3NzW7inXdLak5R+CKJFqWM5xaGKl+i/fg2Bo4BdM8o5GYDLG9z585dZJejxNJgHS+zSlnaJQn5/kOqU06hYVwpoCnG8QNpHPtJ41jxkYSuwjAyW3cVfgs0vbKQ7WkbWcjC6jp9lfEYCTvdfm5CirTH/foK5TEKnxtd/cNql43VRUqzXlI/JNpueZrMYKVvl6W/5sl/YaRoM/soZhZ3qgTeKilPNEShqRtIZUsBhtdOkqEoQfzZYHNjjdmZKZbXNtkUDTI9IwhpdpDmtjHWVufo6+2ha2CEhV07VneliYZwTqSlpQSrO8eJa+rC99Id3NNysL2jTXhVH5uzLVhq2/AqKxCt6+bCsXlx64wHHfNTdHW00VgSx/0DakS3jbMxUYnmXRva5oZJtrvHB1sym2N5PL7nQnFLGc639hNQ/y4Hzhp1KfZ8o5TZlDad7+9up6k6D7OrN7FLqiXN8znPvRKoKEvGycyFttn3fyDXpbhi7hJPVW0GljrPqduqW9jow+/KXdxSs7G7q01IcQvhHjq4x+ZTnheGznNdGhvTBGm7Uyba2ebm9wRmlPPM3IbCyioSvIQtPNOoSHDGyj2ByupULPV0qK3N5MkTD0pbKnihc5HIxr267GaDuZECrv/Tx6jbZzC7PEWInRYWYemUZEbg7BTMwIKi/deHc9F44kpJSxUBRtcJqRggw94YI48Eomz1sH5RSFdNOM/1g6gSfkT/2mmyFFyrxDpdGQ58e+AS2W1zNKS5Y+YcR3VdlhhDz6htKkLjviNFLeW4PTiET+XeKN/5AWbqMXhoSW5zDcEmN7CMkyoqNljsSuPC5x/jmLujdLa+uOUnYrj77U3iuiZZmW/D//5RvvjCXl6dvbmxQGmEMZ/8fw6TNLpDPpvjzRho6xCSU0xWqCvOETlUp3liHJxBU0M4emcD5KBfqvlNtLzMZ7ecmVnaG4HO5uYylXFWfPFfDxLVJUKT3eP4njahFVLH2mSpO5NrX3yITdbWgBfoK+SuXYDw2/k4XDUjvbkZd2cjwtJKyH/lhraJE62dOTw/oUWK8Nt3jtvS8ppZNhguecH+L4/zqmGG4aZotG9YKH27J7U10Vwx9RHXryZA7wx2GUqRcYG3SsqzPXnYih/r4eGJu6MfbbvVvX8GWJ8bwtfRmJS6MSbbC7G0daKmKID7T4PJifbkys3rnLx6A++Muh8pxZggUvMJEXnpXHngwtjaMhV++tgm1jJZl4apVzAlCXZoepSwIiJa9/vnyZMSsM016lO9sQlMkJfwjxSGoiVFeV1NFBe/xGCrTnmmAVcLF7mW0NHQhko5k3432NyYJC8iFJetOmUlBmuTsLJzpX92jWj7O7hl97Iw2Y7lczXSW16PQt9HxJh9j65zBL5ePqTtVvwfLeGaugsjK0tUBhhik6Cc8RCYHajEzsCWuvYS7Iwd8RT2dzZzYltNlVXaEv3Q8Ukj3PgA+tL1vX3JaBqnO+YpanYhBItzPJIq9lj5zm4sUBn2ivgEHxwFKc/Mj+JlpUFExQgzPUXoigCnSi4ZEYnKK31u2fgTKt3zq1JWpntxsrElrX6IXtGfrV386WzKxtZU4Uc8nAJEcCqfKmNpoADjB0+4r/9cJuVY84PoyG3mTWqjIKrZJjytXeV2cDSyoXRUUV6057DQQ5i7l7I/2Yt7G2F1qg0fMxP0Nc6+RsoyhJ+oTfbENiiZxbU1uotLKO+MQUtJystzgxQkhGN1yoDMXaS80lfOcyNLqgfnGCwO4IaRJ9NL6yyPthIdooeJVKcsjhuoCEX72kVOmgXuGVJeWx4lLzoMh2smJEmkLI9jZ4Z3jePV6U78LE0xeHr6dVIWkBTN6rI80LxhQ8XoTiccbUjHwsqHmmxXrltks8QsgY/OkrRrcm1puBSLx1o81nsok3JLmr0IzBW+3e3eefIVk2sCC5Q5G2KZuSPI8lZJeaI8DHUTD8KEw3Yy2TvTlv9ubKxSFReAX1o59QVBeIQUMdYYyv3rplw68TWfffs9X3/4j3yu4fdGLd8k2S5WOHsXM9OVwTc6PvK0Wkv0M/QjiqmLF9cKyKI85ocym2siCvY0uszL0mEppqPI2wOf5GplHfQu8ZDuLNQNnQmNCMNN7xYJbe/aw+8SD1Eiwe4M9oldIpfZpDnDh3PHPuPY0cucu3N7T5Cyy42/5aq+NyEhQRiZae3sxCMi6QOizZZWRZtJ8nzhJcovevF7qMfLnF6WO5K4o+cq930Xg/ukdSmOmOzPxfaeHSVd09hf/WuuG/oQHOyPkYUuEdYX+fKasWizCMw0zxDfspcLVDaoVZLynDytZ8vJo19y6ug5TjzU3iblhpA7fHlZZCnini20LxKZW4ehrTW5rZOMVMdi5iQCmswQHpsq/YipzvZORSwPE+FgS1BmMR52ClJ2U/s7LuuJNgsNwtBMk4bKXJ4aKcaBu8FdYhpfn6rdMxipEX3EgZDwMLwsNHmR2UJZvDcO4fmkuN74ASmvLozjZniVGBEIbY38zY2SbVJWoB+vN0hZmlZ95fqYQ0cPcuHYEQ5oecmkvDLZTUZiFJ6uJtS2N2CtZUVqZiQP7PYOKSswRMAWKb8psxmaT1WiL3bBOaS73/whKW+s0VaahJ/dE8IqtpxBB843dEkqH2L435LZXBknzsMBX8ETAXYKUq6PMeRBuOIAf+Hbk2UJ5TVac0OxeB5Ez8JO8PhWSbkhVJ2nke3iT22S7X0Pg1dKz/QzwoaI1C/pueOmeYK0ng3mWgQpC8d6TsOQvKZ+BjsbaOgUA0M5MtbnB3lpaYClTxbTkvbobA0aV0xompsm3dYQt5Rygl00CS4ZoqvIB23TZNHp2zC7qE6lyLbmhtLQvexNv0ij1md6cbA3Ir1pa8ulH5PZ3GQqWYvDHrWKQ94Z3iDl1XJ0DlrRIgcjm0wOd9ExMMpQS4lwvg+oHnvXQcKfjgiTgwRVzcvb3AVY3diR2ZytRVMM7IaZKTKF/d0yGkRwVYL1vWeEC8aQ6v4nkrW56FEj278r+imXX1QxUBqDxk1jSoZW5Cw4xPB7wmrm5a0J/axu4Wx8hcdioEqW6Qy9gUbCHpXZlLGLlIUzGx7oomdojM6SV5iYmdIxrWj/zlhN1APL5HvufvmAJ6HF+Fta8rK4i+ZUf5EpR5P74gFaUR1ycJfmfhfTZMVzsKWBavTVDvLxR3/gr//yLzhoGE2wwXcEVIo2W1kgyOoqgR6mXLDNEBnJJtPpBhxykeQx9h52ZDY3mSvzYr9+oOg/p/jo40/55V//X/zuihnNIzsBx0xfCnrXfBnYNd3y7yLl1UU6e7oZGRunMtoRfc8oRkf66Z1ckkkp1PIiLwJ9OX5gHx//9p/4b3/5d5gk7lzx/ccuUlaO4/ppxTh2Tq4g0uSMbNNf/c3/xW8uGCqe/0pYmqSpX+Fn+xK0UA+pZqIpG4Orj0npEP1NmHmmNYz7jyMYX+rG/vI98pVCK8sjwi/fP8zHH3/E3/7lf+NbrSCqMz3QMVP4dtMLj6iamBXJmBfPnnnROiUx5g7eKilP1MRz6fJ5tAwMuP1ck9KevSRc/u/FFDHG1zmvGYTUZDIpP/EnwVGHM/efoXb7Gg4xO1ORjeF3+cXffscjYRNTG0eKuwcottDg1D11blzRI7WmFmfNW1SIIG22vwjDy1d5eP8Uj4zyZBnGyVI3rlnnyYtnpnvKcTDWF40oX1pgV6Y8VMmda+fQEH/n+t2rcnT2bvEGKbeFceJ5nKzIJEYzlcluwi4P0X5wDmP3Knbtv/Leor0ghKe6OhgY6GPl7kX39Ah5QfniTqcosdKU2+zmFR3SG/vwuv0Jn313BR1hb1u/GHob8rh84RSa4v3Nh7eISX3F9Q9/z5lHmuJ6BrgkVNKUE6i8vh5Wnj70tFaia6Ivf6+l/ZD83p9Jpry2SNZLOx4/e4LGncs4hDUxv95HdmgZ06O1GFsYKu9Zncz2SVqiXLhy6xHqN2/yIqWTgcpoLl25IPuRO1palPf2UxSULdyrAqvTA9uZckdhKE91FG1m6e5BV2u1uM55eRzcvHeN6Oo3pnn3CiTp2ifXeCzu4676bdxSd4LsHI+bykx5gKygEtE7xWgscuWmXYHsJ7bwx0l5kuKgLAbnR/B3F23x/An3rt8nvKCf9sJgbqvfldvI3MUFWQBMYKY+fm9nyspxfFr2vTpy39tCkbeaMlMeJDuomMnxJnT0Hij76SNiC2swP/MRX5+5hb74zD40jcHheqwvXuTO/fPcfhon+4nSkCw5gZIgLUjcypRn+wqFb7+G+v2TPDIuoK3Cmy/+6kPUxLWkv/GyfGfG8a2S8sbaCh01ueTm5lLZvXPDPzfMDTZQ26cQc15fHKWje4L1hRFKiwrILW9gYtcOWZPdVbI9pFd+cRn90+K7uQHy8/KoaullcXmBgY5uhXTm+gr9bdXysf3SfpsCq9N9NA0pnmesLs0w0DPA8vaYWKSvrmd7Y+7h1mLF36p/bWXMO8IqYx19jC8ot+SbH6JOaRMJq/MTNFTkUlBUwsgeWVsgLVhrryshL7+A7gnpvhboretVBBpzg+TnS23Ww+LKGl21ijaVXsU1LcJRrdPXmC+/L2welDffryvfOaa8bUjOwNtqxfULCumeVNhtqrdu+/vd0fJexPzEMAMDU7JK1PLMEDVluRSVVcmrXNdXJwk1ckFazDvT36i455YB5MXRixPUVBRTWt3AtGAVSRKyXelHqnskRlgkWdcGxUShIBvhZ4YGupleXBdttrDdZl1ymwmCai9V2L2uW2Q0e9eqswOKvpFb1SpvRLGF6aE2BiQ/wgyhug5I85ErU300S3qar2GW7rqBXZUhwm7NPUyvStdaJFXXWpYuXRjroLRQtEddC7PChFI/bakSf1f4qM6tLTcF1hcm6BgYUbTZnsEKI229TCqlS7fHsbDDbln02eE2hW8WNgvXtUeaXd7y3WVNvSwtztNWreiT0qukvpOF5TVGu2rl953jUji0RLqBLWUbCgNJMw0jAx1MSM5d8u0iYJSOlXaIXBzrpKxo53pNgzuzF2+VlFVQQQUVfgwbG+OUlPzUbRTnKCr6f0eJ5X8ME8Iurcr//0ch2fRd7yS3FzH5J9h0nuLiejb/xEBQRcoqqKCCCiqo8J5ARcoqqKCCCiqo8J5ARcoqqKCCCiqo8J7grZKytLjnhc4Rjhw5QmjVXlhv+x/E+jxFKQkUNkk1w/8+rC724nhHYZO7fsXKT2GgPoeEqErFIiKWqHkZSHZTFwlumvKxcds1q2u05aWRmtmMYqnCPCUv3CmW9+QcIMYwQl7oISHD5Yp8rnFk1Z9h0dAMBb4xlPUpFvRJG/WfO32MI4+sqRuYlfe9NX8g3fcZDJ2z5ZXk7ztWJ7vxMrzGkROnsErdXfaxQFmAPsePivt56kjbyE5VQUuGJ/H1ipXusRYnZPufOW8vt0lPtjOXzhzhgbkPPbsWw/fleRNaqVjSWhNpIJ9zxDhiTy9KQvS4nopMEl/VyQuLxpvS0b51hEt3nlL6hl5BS4KF4p71g5ge6cbX+IbivXipWYVtb/g+VRGMT8HOqtQtrC9MkpYQTMPQEvNDzdg/OcLxk2dIkWs/Id9LTb6WYWgJa3tqUdIkmY6R1Ewq+tdkyQuFXZ45y3vyMtmKg/5tLqipU7SlravEVFmgfKyufw7bio2iP5UkuJPfMU9Hss22jU9fu09y0+v+WZI2zUwIpGZgUV7d7m8q2uToMYwTpXUAsyRa3Vacrx/I3K5FZ+8/pshxi6JqRHG/HclmnDh2hKcOkfICVEkO1ujuEc5du0v+G8q61WFP5XvW9klnbnWNrsIQ7p8XNriqTlTlVi3AJFnOL6nekvFUYrYpmfvXTnPkti6ZzROydKmrpsL+cS2KcV4R/EjZJrqUKdtcwlsl5Z4EIy5YpzI8IwaahjoZ/buWt/0csDpFpKsd4Znl8orrNfFvvKuTqaUlBoZ7aCktpaimmcldheBd6fY8D69kZqYHjwcHCalbYrInm5u//oQ7JolI65XXJ+sx1nEgJdOX57dcaG6K49Zha9rW1uiviebs332Glm+B7OzWR4pRf+BE13QvMWY3+b1SZnO10ocDTwLonRngld5dglp3F0e8ZWwuUxJhypdKmU1JRcnoiS1l/X1keWmg65cnyCoQc5sgeiZmWViUqnfff1TE2mDjX8TQSD2eZnrbMpuSBvlDh0DGJkbI83nEMzm4Wme6IZYzn3ygKKVYbcf03H3yBmaYnRWObaCMO4+NKejqo+KlK5ZheWxsbjDbmora579CJ1EM6tFM7t7xpnOml+AH3+JZvVfHyxpjbSlc2pLZXBTBudUzXFLr6KxOxd7ak545JTuO5XH/tjvtM/1EPDuCc+EUSwtzzEyNE2NxHwu/EhYEmSz0l6B78Fdc839T+3qVxmgjPv9WIbNZn+GLe3ojY4Mp6J/wpq87g0e+GWK8NeBwyICi+Z3Vw+8zNtZnyfXX4eP/cpiEQeEVpqt5esuG5ulhkm1vYxJVQXGwDSb2iZQnuKKlHc7oVsCx1oDxwfukNFVjfuYpySIoltpkvMyfL/7wJSEVU6yvLAqbzDBU5s61M650vCZutEbrK0s+/+osqc2z1CfbY+6dz8hkG15Gz8hOe8ldt1fi/CGSTE5glro36ukladGCYAM+U8psrndmcvqOOY1jwxS+sMIutphI+ydYxlbS05KPo6k9rdMKo641RXPorhPdM8Nk2mmLvlyBt7cdGTU9tBWHoG1oTef4LHkBunzyXw4Rq0xOZCz242luR2JlK+VxNujYhpIfoMNt12xGZzpxe/yYwr4e3K+oEd89I+y6wNqugPytknJrpAa3X9SyIrK5AM3DuOZvqaD8TLBFyuF2XLsXwYT4F3r3Bq/aWjF78hT9R485KxxzaG7Hj5DQCMEPNYjrmqApOY/0DD/slKQ8UZuGpW8oJfE2aHiVCbczi8fD0+QMLlCXmEFssAduSlIeKghFPyiVqf4OamoSMFTWKc8V2HPMNEXkdEuU2h/nftQbofRbxObGDOXJ8bhv1Skvj5IREYCloTFmJo6k1vaR4XqPg8duo2dmRdybOxK8p4gy/hoNc0/MjE23N5l4HYtU+TthFlPBykQznpYWmD8/oyDllgB++9tzct2yRVQZK1153NG2pWVynq4MR84ZBbI01UOwkwVWGscUpDzfToCDI6YGJliZulCvdAh7D4s0JGaTvFtm01KDkLJBpoQdnmtqbCt6Md9JqKsLZuKeLcU9V40pSHNtvAaj57o0TQmCWp4m6YUl1upHuBXy+krYha509J7o8sRQUacsYbG/Cne7+1jalMrjaWN5lpxIQ+5dc6Vzj2R1q0tjVGTGY3/eiDSJlJcGSQryxcLAGAtjJ3KaeojytsAvq4OJrhLsTYxok25WQk8SJ5+IDJZl8m1v4FoyLk4vxULXHEN9SV9cWWi8MkaY2WOiG7dOVGChJwsDDX2eGT6VSfmV+X4em3tjbmhI8GvTHDPkmOrivEekGtdXJqlIi8dJWae81PyKsxqujK6u0BpjyHmzcEJsH+KZ28vscDX6GiJb7lRkvAtVgRzTChY2XaHW7y43vHdEaIZqkrG09KdLBOkVGfE4XDQmZTcpr05TmhyOjfCHJkb2xBW1iCBAnWdhjbJvd1E/SGBUKN/vOyvX4hv4pb42+/BWSXmut5J7x3/Jp/vOcPXqIdwKtpSnfib4ASmPE3JbScoPLCgaGKE8yAXHl0Wy4ssWNtaGRUc3xiOiVjldLXx4VoCSlNeoivbDPSBXZGrGPAiVSj828df6kmR5BnWFkm1SXiDX3Q3flFol6e8SD5kfxkLtYz7ed5Trx37H/eh3PXB2xEM2R2rRM7YlJj2DSBcdrF6WM9FRLQKPDDLTk/D0daVpD2g4OF//O9SsIsnIEEGSyUOqh3c14uY6nWWRWGr40DI2S3G0KzYBmSQ6XcUidYCN2QFy0tLIyMsjwvUZsfWzpIjA5MuvvuTkd/v51iCUmlRB+CLjyPa8jmZsD2utr7iu7UF6Xgb+epcIrt2ZYdl7eF3Rqy7ZVdz3Bxz4+gQnHutuk/JmZxpqOq6k5WUSaHQdvzIpq9uk0vscT0PaxGgQ4WttFNomQRQGqaMWUM/alhLPYh8vLCwJycjHyfIJqU0KclmbHaayKBtPx+dUiTaT6ph7msqIsr9BULUyGNgTGMBXScqbA6U80rUjJTeLcNunOMaWE+huiH9hH7N91ThYPEbaqEhGcyRfGLyUfUKV11kskltI8LLH7VU5oZaX8S8ek8t0RqoiuSuuObKwa0ZGkH+gjRWBaYW4Warzqm4Sr7v/xBVBWJk52SLQVqNsUNhUZJ2VsV5iXMQyumvDnfcfu8RDRLAXY3WRT/bt5+zBLzlslSj88AvOfv87vv3qFKfVn2yTMovjvNA+xEf7DnLx8Cdc9K6QshFWl+uxuaRHZuOk3FclsZEXb5LydA9u9ja8iEkmzt8aqxev6K7JQe3ovwpuPMdltZME5bVRIdo2TfiLWC9dXpTunP9WSXlptJXK3hlJZwznu6dIe3fJ2n8OdpHy5Ut+DK3Uo/vJOQUpP7OjYmic6ggX7CLyt0l5TRI819XFMaKMxV19eYuUJ0VUH+D4mPDKcXpKXqCjH8fkfAMGZ55RIycCO6Q8N9WNnZ2ByBC2HlDuIuWZHgpbpWnUaaKeHMFf+dzi3WGHlBdaUlAzdGNoYZX5mlD26/kz3NNEx9iCcJgj+DtrkdOxI2HwviLa8sSOzKbldRKblSGUsGlDvA9Pn7gh7e62ubpEgr0a3333HR/80//gg2vmNDY3UtiuCEJbQu/KUoSVLV0sLi9RFWaBUbAIUDzuyed88ou/4JentUgPNOKcXY5oYZhKec5hN7kl9yh2k/IK3V0t8naDw9XJmJpa0qXURpgpdOGsVbJCoS7TiEOOxaKLN2D0vTFbVbONsSaynb789f/mb76+KrI3xcnSFqE2GhfY//UX/OPf/W+OmcYx1N0oi+tIIiKBlld4VdIsxsGwfHxn+G004vaSE9oh5fnal5zV82NRDOO5Uk++Mw4hw98Gl7ByeqriMdXxoH/rCdVMCY/OmtMyP0LIw0cElzfywviKbMNf/d1/5+unPgzPzJLzwgWviErl2hQFJElIh+cXOfDNV/zT3/0vjhhFEWl+DO+yOVn8ItTiPNGV3eT42qFnHsHA+z+M38AuUl4Yo7iph/W1RQo9n2MRW8FAdzPd44tMtuVjrqdL89YkwtwQhc0isVmbI9X8Js553QyUJaJ9VZP8kd1ByQ9JeWWgGgNTcyr651hqz+SyoSMtzbXyWhspCLK+fZa8tkFZZEjCcIohTyJ3ZoTeKilPtWSidv0Eahe/5YFpriz/9rPCFimnZKCx/yNOP3rAmY8P/1FSrvG/zF//z484r6bGfQ3d7T07t0h5ZLYbJ427VIqod2GwAuPLZzl7+is07CpRUO8OKQ91l2JvtGvaajcpjzfxTP0saleOceqaJwq39C6xS2ZTdGBvo5ucv3mdMzfUcEmsoC7DG7UbZ7lz9z6u0dkiOlee9h6jpyyax49uo3brNuY+4QzODZDsmEJ9XSQH//4fOXT9BmqiHa1idsizcEueb7SWu2rH5e91bJxp6BkhwFmDWzcucPHSY5Lqdh7lNAbfUUxfizbTuHaIS+Kco9fVyGl7ffHN3sLuDSmWKIh14NbNC1y7cBq3uE4W1jpJcM1hYqIV3dvHuCju+Zi455R6YZe+DI4/8tmeRdrCUIImd0MlZzVKhmMCWzp1b8psqt04za3btzDzCWWgpwXdp+fldrij8Yyyvr00+7BDysz04fj8AudvqXFKjCn/nAaGS6K4ffESl86dwDGqnSW6iXeUdnGaJNPwHvtPn+TMVTtaZ5X3LLLjKDvl9PXKLGGe5gTmditn2cbIdIyXFdYkrM2N4mOnmL4erE7gyePb3Lp1C2PPQMqS7Pngf/2SE8Kmkl39CvfG9LUCu7Wv+3G1uofatXOcv6xLfscElcnuop+e4/qFY9iFt7IoLJLgmMHYVKcg6WuoXT3NmStWVHa0YHjsl/z+G8FvwgZari8ZnpVy5d2kPE6WSzxdC5PEuGhy4dpFLtwU/TI0k47SWNFPT6J24Sue2VcxM9UhAqsr8rWeGJiKDP0dLfSSIquxvlZaW1sZl3Ujf2bY3GBueoq5xVUmB9tp7eplsH+Q+VXxfnyK5fV1luemmZrbmTJbmOiV7SG92ju7mFKmy6uLs0xNiqxMZBVTY+OsSI8Thf2mRhTHTy5tZbqbLM1OMz2zxNrqIlMTU/IGCAqsMNk/sa13OzPcKZ87MPHnYMB15kYnmV9RTOJIsortIjhp7RlicWWd9ZV5BntaaevoZHKP9IXNtWVG+ztpa2tXrgBeYaJf3OPiFL1dijaUXn3jyrRPYGlmdLtNJwfblN8rpsBWZobpaG+lZ3CU3TN+K7Oj2yuMZ0YUbdY6MKF0lnsXK/MzTE0tCHoWTn5xhj5hs47uXnnL0Y21aV5ae8p7886NdSvuuX+cDWmBy+o8/eM/DEjW58cZlQlmiTRzJ+oUH8t+ZnpqXN7tR5LkHOoV/UxuM0VfnB3tkq/fPTy9vTHM3sCaGMMTIoBRrC1YmupX2Kl3mGXps7Ulhvu76ejqYU5+FD/PS3NXOViRbCUd2z82+9oWoHNTI8xKurzCd81MTzC7rS25TIaw6Zai9ubGuiCKMRaEI5L2ih8bEDZsa2NM2FSSjO3q2On/wzN7Y/GcAuvMjkyyIEuLSjPYA6KvtNIr7Cy6jzwrNtAt+mlntywxKtk0SthU2gJly3f3jc4I37vCiJLbpFfXwJgY05Khd7fZMlmWzlRvbAibjSts1tXHjLC5JEE9IvqpdO6UcrZhfrxHft89NPmadOlbJWUVVFBBhR/DxsYk1dWK3Z7+45inquqnSh/+nDEl7PJTd+JbUNn0RzH9J9m0urpVJbOpggoqqKCCCj8XqEhZBRVUUEEFFd4TqEhZBRVUUEEFFd4TvCVS3mR9pZUX91/I+1BKKzEbIg359LPPeOZfKi/8+FlgbY6s6HAyawb+3YtylmdbMTr7Gfv2fc55x3TW1qfJcnrAl+L9pzeNqZfVdxYo9nMjpaaFUItbfPbZJwRVLjNdH8/VUwfY9/lnfPzhR+jHtAhTz5DlaE3u2Abrq+343fOhTfpDG2vEmB3hc3FdjRcFuxaDvRtsrI+RbO1HnrSqcXOD4Xxvvt//JZ9d1aW0a5K+6hjuHv2Mz/cfxuxV82uLT95XLI20YPf4BJ9//Q06UQ3bv1kSS8l2echXX4g2u2FEbf8s8z1l6N06yuffH8cupY2NjXWS7a/J9j9gEC7aeYPmRHOOHPicy88daJvYYKqrDN1rn/H1gYPENq7JC5biLY6LvvEZT7zffZu9W6zRlBlDREQ5c4uThJicF/e1j88++Zij6ra0jSmXIwo7pTlK332Gumv6tiTk5toiKcFWZLXNMzdSic5pxZhR89ld87/JWmsyZ44d4MITK5rEGFgabcP+iWizr75G62W9uPwayban5es/8shmTylC7oYYU0NZjnJ/+vSmKc1DswzXJaF+7nMOnblCRvv6jg8SNs12vSwf+9A5idkV4Y97i3h49Tgnrj+ipG+dtYUJAg3Oysdcdc/dtbBIHNuezsWT33Ne3YT6kQ15v3gTtc/44ssviKgV/VT8y3Y8x6ef7xN2fULZ7J6ri1JAsmmOK1999QWfXjektk+qbxF9aqUZn/v+23LFEjY3Jog1viz3wU/v2jEwtcxgeQQ3T3wqPjuJZUgp82vzpDo/EP76U5wyBnfxnLBpRxbXzh7i7H19qoc3mB9pw/zWp7L9Q6uXZXW/JkmZTrr+PYfXFs+9FVJemGwj1OAqH/6fe4rVfMvFPN6vTfVgIwbf3iNvj7bhD7BVEpVWQFXtACviX39tNcPzc7R2NlASH090RhFDM1vroSX9Y3csZR3laYKeHMAlKhMtn3jWNpaoCX7KI98i1saq0dd1Ij3DE817vgwO5nD3eyOalJUNSwPFGN0wpHhsntWBXO49cqd3op1wo+t8+D/V5JKo5VIX9j+PZoZ5so3U8Kx7d6IJm5uL5Prp8fX/fUghsznTgM5DOxpnpin110LbN5vUcDvia0dYGK/F/MlNCnu3Vn2+vyiJMMEhop6FpT7CnMy3xRkWugrR8Y1nZX2J2tBnPPRIJ9HHhID0dmZGawn28qS50IebBunMMUu2uyapFW04RiQxNjdBhp0jvgm11GQHE1kxxPx4FgYnPOnrzkTvpdR6XTh8pU3x3hJq3oVV+ipjuPzrfTyWSqKUn0oo9tPAzK1k57PeXPQiJHWkXtyP6pMzLfXTFbpS7Pj0k++IrJ6mMdUFl2ypWGcSzwffEV6vdFjr/Xjf1yC0uJ1UO1NsI0opfGmKXVgdiysDhDuaUl+RjV5kuTi4B5fvdcnfIzKbb2K1X/gAMc7HN5dpfOVMYEYD2SnhZDWP01cThcWjCLa0Q1aqAznwyI8pFily0MApr5E4K0McXtZQFWGPke0rOqoCeGKYInrnMI5XvidhS9p9fQj/J88JzG0h08Uc66ACGgtC8S/qF0F/EdpfO9K10ondufvkvi4EtvcwXc2TW3Z0Ls9R6PEIg1ARQI42Eah1gU/+SYPdO3bPNqWgGZAp/rdEiesVtCJryfOywS6qZDtYnxt8hfppWzoHS3h8QJuqra62PkKIljY+6U3iHCsshD8sDHjK/ReVLDOBp/ptsqszuXPTXbTGLCmGZ7HN2ilifSukPDvcS2tbKob7RBYhfdASwlGdBHE7y6QbHMG3UT5s7+OPyWzef4qFmTn3rj8lOKtNxEpvYgBfteekbFffz1Psbo9dYg1j1WnY+odTEmfFU98KkXPM4/XoOFlS/cjGKuXx7jiGZcniI4N5oZiEpTM70kdLSxpGyjrlhSJHDuknCOe3SIHlYe69S5nNzTkxcDPw2qpTXpmkJDEYrTv30dJzIkcSMVFibqQC28d2NEy9//WiLw0+4762FQ/EfXjmbVXF7sY8JZ4OWEbm4qv3DU80jLmrrkl4+SBNL85yxcQDTTU1EWjlKI+H5mQbbqjpkCHV4wpIOtqGmhex92mUiWptfpw493tcV/NhaC9MJ/wolunILyN9q05Z+Skz9Rg+1qXuDcGCjaUZkr0fint2p1ukyvNdIkjRt8XM6JZMyjvoxe26NtnDyiB3oh4NQ0fqh2ZoS3XD1O8VofqfK9vsLu65ijZbX5zildcDcX0R+Mi1hnsPA7luqJsbYyjVBlsE0Keso5ltTOTxw2t4y3XKCixV+nFIM1i49yXK3a5w0yUJZ3trEmuGGKxKwMrBja7uWjxN9Xmg9gSPoBSGtk6eakbHxIGK3ik6Mn0x84lCEvxa6CnBQvccFs61zHbF88Xnx7kt/Rb7GOb3lKLXLqyMURgfiOat+2jrO1PYOcF0fzetXano7zN9jZR3ME2WmTFumWV46lzlyNGLqD0zJrl+jKkSFy7ZFoiQcpHQZ8eI30q1p9sxsrCjqGOc7rwgzD1CyfJ+zOMgSYJ6Gvs7+wnMbyQlyJ0nag8wMPWkbmwnc30rpKxAI2ZbpFzryzcmaSKd3yDP8mtcK+UD9j5+QMpjBN64riDlR1aUDI5SEeKCQ2Tha1NuizOthOoYEJTeIRpFYH2BiiQfrI3C6ZtdpCTcC/egIqriTXkYXCdNfuCn+Q2popFX5oaw07hIcuMUmxtzpDo745/WoCT9XeIhyzN4aXzNp/uOcfPk71GP+zHt5reJHfGQjYEy1LWtyamtI9NPHx3/fHHba0yPluN0U4/0llmlJN37Decb/8Ajjwzq62twNLlJcf8uhy7arDL5BdaGYXSMjGJw8ZcYh+RRVZKJrbUOAYKkv9EIp7atjXCzYwTVKRzXwuQAxTG2mIRmyn1ifWmazuYqPG3VKRuQakJXGR/sIt3pHB7lOzMsew+7xEPk92tUed3kSXCt6M2vQ6qJnRzqJtPtGs4ZzQRaG2IfloqT9lk8RIYsTf0vTDXh/0iHiKKhHQWq0RrumjjRMjJPV5YrBt7R2F3/Rx66pVPfWIuj8TWK+oRNN9aYENfPcLmMW8nuvH3voDPNmi9OP6S8tZV0nydYxCmqtNcXJmgsTcfFxYKWCaWTWZkj0vQEn+w7zNVjH3PDNRVreytS60cZrU3C0sGOijh7rlvGUd9WhcfzK8Q1K6061sBjM0f5kUxPni9GnmGKuvLlWXo7W/C1vEFe+wxdtdVUi75dGKyFS+HelIXa6C3k1jNbihsbSPd6jr7IlBWow/hHSHljZYq8MFfsbBMZW1xhqqeNyoYGagsTcQ0MEf3dhtOu5aLnrxOl/w2RLcoTJ1rQsrSjrHuavqJgTNz96Wmu4Nn5D/hs3wWu3z1FYFgIF565UdVWzysbNax3yV++G1KeyeH+KRvap7txPHWbtJ+LtNcuUr50zofB5Vq0Pj77RxW9VscbcXtmiE9SLUuSj18ZpyjADQOzELoWpM4/g7/dA6JqJukt80db+yXj09Von9SiVnw/25eA1o0QpC0dVic6RQfRJa9jS2hht6JXMwlVomFFNBh89wQhndtRwTvCDikvtaVxXdeZ/oVVZioC+E4/gOHqVMzVjUlq2lGyet8RZ3uWF2XTsqCAv8UVkluU0atos+JAd9FmQco2m8XP8jrxDXMsjXXgbK1BhM1lHkQrBlal11nME9vJrmyQheZHin154BItBmapLEO7JjI5X4vrpBVXizZT7BfXGngJreS9Y6sf4g1SXunA5qIppfL09C5MtpFQqahX7gi/zePAEsIdn3H96hU+/+3fcMrkJf1tZTg/NcQ/q+X15+zLPbg8NiCxrpd8b1tswwqJFm3mXToty2wGWFwisahGXF+hU9UecoPnCQopw72GsZIXXLePkoPv/lRT1H1zaG2soGV4nsXhJhxstKkcUM6XTnWQUNEpHMQkMdrX8CprJdLGDN+UZhqTvDG3j6Yk5An3AhrkACfD7TpGicqa8ZU+PJ8bEivapNjfAZvAbPrbyynulJKANULMzhBbUCeur0gDhxK10Yzb0gHbW1hsTOC8tgcTqxtMl3hy0CRC+c2PkPLSMGmu9pg6ximkRVcXqKuromdikcW+CuzcXKgsj+DhTV8GpxsxPvWE7fhvdZAXesZEFHdQHuqMlU8a/R0VFHZMwnwXJtcuk57syynDSJFjC9edYcwRh1zFuQLvhpSZIvb5RT784hNO3g/eE3vp/ruw/Uw5H+0Dv+CLi5c59fGhP0rKZR4n+e//9Z/56tAhTlxSwyfAla//6n/x0fcHOSQ+e+QehuOTh1QLf7w0UofZlaN8+cVv0PZqRtKFmih05KJjsTyYJruLsTcyRQSuSuwiZREA6d/bz6H9n3D8jp/I4t81dslsLo4TZnGV/Ye/54sz1/BJr8H18t/wV//wAd+Je7yoYUXtHhDNHaxJRF3tFIePHsMkIElExz1EGkRRWRnCN3/zv/hQ2Waa/oW0FYZz++pJjp46i93LXKaH2jF9dlH+/pquDZ1Dk0S5qXP86PecvH6PqNIu2ovCuHbmCw4fO45pUArjIpszvH9APufsY31axvfqM2UJb5DycAmXtVwZUj7TXV9tJtQ0idGZPiyeHlHc80MdagYV30tqauF2iunrDItv+L//xy/5Rhxz+oY6aS2txBmE0sEyvXGOfH3gAEfO3COlYYrB2mRlmx3FKEBkNEO9mD06pLi+ui4NI3thjuZHMD9CnK8ehw8LG9x+Qmb9ENUp7lw6+TVHT5/DMaaAmZU2gg0SGJntx1brOIcOfM6xG050zy8ynBvMSWn/72OnCc0fYbKjiBvHfs8BYZdjz23pGO8l3iCEdmHT/ldu7P/+O3FdNRJFctBXncCNs/vE3z6M/ot4Rob6sNI4Ktv0ynOL7Tbbc1gYJcDovOhXB9l35joh+VviKbtJuZ1Qg3gq8xz5/V/8JZ+Ke5bu2zK2lsJoG86f+IZTl67zIrOBmZleXG8e4/Mvfs89y3xmRer0yiiE1vVlBlI8+f7gQY6cvCYCnnEG61O5KS3S+1r4du8W5kWb2al/J/fxz87fJrNx55HfWyTlDVZEir/lVtZXl5idnZUlF38+2JTl1qTptZXFOWbnF1hcXGRNklVbXhFEvMnG2iorazv3vCYieMkO0mtubp7llWUW5hXvpdeCOE86V36cKM5fWVIcv2U2SfJuSdKDk/6/sc7KivJYGa/bfHVJ/CZx7qJS+vLdQthC/O6tHXwkucO5OXFPC0usi89WFnfucW5hUf7svcfmBsuL88zOzbEsp2gK+66tr77RZtLK6XV5H2CpTRVye6KtlxVtJ30vYcsmc0qbKM4R1xDXX1GmgKtL4u+Jc+aXtidp9yykvr8qOq58Z5viXldWpS4tY2NtjjjXF0gPVdaWd+5Z+bWMNTE2pP609b30mhNjbFU4uSxHDxGCCmysMi/sN7+4pBwzb7bZ69ffy5ACFfk+FqXVupJJV1kU/VDqc6tyn1si1tEbSYl6p+8pbSqy3MWFeeblsSddbJNlqe/Jx0j9c5VsYdMm5bHz8wqbSpfd7qfi2B/adOW1NttrWF9dlO9jy08psNuPLhEvbNorbD8v+TPpWPGSeGxD+GLJDyj6pHSu1FcV11PYaZVcZ08aBB9INl2QbCr9HfHVpuinWzbd8u1bbTa7sLw9TiS8RVJWQQUVVPhxbGzM0CztuvOTsEhj40+V6Pw5Y1bY5acu6FTZ9Mfxp9h0iaambkGwuxj2J0BFyiqooIIKKqjwnkBFyiqooIIKKqjwnkBFyiqooIIKKqjwnuAtkfI68+OlWJ6yVyzGEFhbHiLGxJHIIoXw5s8CazMkB/uSWNb7717sMD9SzqMjH7Jv36ccNQ5nbnWNmVxPPvz0U84/daZ9Yg02ZshwsiGurBqv5xf4+OPf4ZIxIa+43lifIcvLDb/ICuQq1o0J4owM8EkI5Pr3H/PZV1/zNKCIpbUVKnw0+eDjD7lhlbItLPCusLLQReBjW1LbRsRvWqE9yYFvv/2CD888IKNhmNZ8P658J37fNwfQCinZE3KHc71VGN8+zGdffslD3wJhU+UXSsx2l2Dj4k7b6AKNmZ5cPPAJn+4/iJFom5WVBcINz/GpaOd9j9yYXVqlK92Ngwe+5MNTd0msHmSmuxyDW4dEm33FY/9ClpYXSXG4JZ/zuxuWTCz+ac+i/lOxuUhhsAdeLwpZ2NxgrC6Fexe+45PvjmMTXyvvXStjZY4wwyPinj/jjlWUuOdVBkrCuXTiWz4+chHf7FZ5weTSTCOuFywondup3d5cnSLV/SnfffUZH528RWx5H2Mt+Ty98DFffr0P/7wZlhe7sb/9vSyz+btrZgzP/TkWPb4NbLI814rXTSvyRmbFmFqmJdZcttMfzmtQ1jXJcncRGtePs//ISaKr5nfqv9eXKPLVkI/9/RUDWjs68NQ5I0tE/uE3v+TbB860tTdjeF3yQx9iE9st+xYJm2vTZHg/5+BXn/LRiRtElvTQVxfHrYMf8fkXn3HLM4e52V5cHhyRbfr7q8b0Tu6V1dfCpvPtvLhrTVbfFPMdeTy5dph9n33Cr//5X7hon0yM5SVxX/v45INf8/k5bWq2VFWETcsDtflE3PMHl/VoGZylJceXy0c/5fD5G6Q1KPYNlxYediVaofPyh9Ija7ND+Dvqk9U2x/xwM3rn/pWPP9vHjSeRKAr1NhmvS0LfLXx7T3YJb4WUZ4cbCTW9xZd/+1BZErVIUYg1p//1OE6ZWzT9M8BWSVRKJtkFUoHGMu35ufRMT1NVX0yylxeuYUl0j+/UZg6UhCjVoWYJe34In6JqTI6rkzMwTPhzXXwK2lkdrkDPwJnMDE+eqwcyPFqI+mF9GpeXaEjx49qnR9CXSEJcZbk3i7saXiQm+pDSMMbybAc2T6+S1ZDLo4P61I22YXHoLplz787BS4pe6Z56HPq7k4T8QGZTBz3/XPITfcloHmdxogGrZ7co6Hn/V8IWhhrgGN0kyHKIV/6CfF+r5Vsg3uAsn57Tor5vmsxXAeSLA2YHyzHTekRuohNqpjniqHlKQoRjbWzBRMOOqpEJqsJN0PFOIztQH9e4FhaX+kkI9KK+IJBbBq+Yk/ZhjbQmvXOLufYaxDjICefWV4d4Zp/BzNIk4a6mRBX3Mz1UTWxULMNSfZ/AYrk3h7TCZfWpEsfHWCeV4mZjTU7zGGNtuUS/ymJ8cogEh6d8+RdnyZzZCS+XR1vxiXrF6NwinRlOPLCNoKEojviaEUFoeegddKWhORWbhCpx9CLFdqfQTd4So3y/sbY8TpKLJt/+5RleDU6z3JPJHTHOpzZXaMsKJLa4jRx/K2y880XAG4yOph9DW/HGWC63b3rIko3J+udwzN+6502S7W7hGtXEcFMKLwqlBUzVGOyz2E6eVsY78YuOZ2B6ge4cDx5ZB1GQ9EKQ/rBICMZwenic0IQkbOIqxNFLlDqdRzv+py6E+vNiY22KFDdtvvur00RLGv1KLI814qypQ4roc1uoDHmCiWuZsKAS4wXcueHKkBidaSaXsUtqJDMrRRZZac4KwM4kkWlh3+n2PHSP/Joz4tzXsUR1kD779ov2bJhhsDIGQ01P+nfFM2tLw/g//I6P1BwZn3/LpLwwMUJvXw5G23XKy/TUlBNuakfAz5GUf0xmU+0pjl7e6D/QJjC9RTTXm+jG/ZIOWdXpnHjqwcz6KnWh2pjFVjFalYZD4EtKYi147FclIuAlfJ4cJqN3hb6aOlJFBuKmJOX+nFAsX2ZtX39hsgLr23Y0lAVwUC+BFRED55gcxKP2XZLyIl21Rfhu1SmvzdIonPLdE2e499yJku4dtZjZoWKsHzjRsgcylgi9D7l5X4vTx05imbIlDqzAZJkHDzQteWJhTcO2RiFMdOVgpeFBnOMxLuvZcvXQIc7aJQmbzNFc8BL1M+e489Sego5xQrT/gNq955w6fhqbtE5aQu9w09CCG1ItpGG4nCHuTYhst6aRHGWd8vhUP+46+7l7/R5HL9wmqGRn1fVypS8HngYLh7ZAgc1JzpkEYqN/mvsXrnHougaJ9aPCWU3TLTJgu8N65O4i5R0sUx3ug3VgjsjAN5lrTeex2vfYBXWKq25hjJj72oS27w3B5vXVWbobC3A5b0SaIOW+HGcem+lwT+obT53oGhwh3MsUv9xuprrLsRfftWwFjStj5L9048qhM2ia+dOmlLTdHC/i2WMbOrcCor4KTB8dRNt+F/lsQ/ijGD+sfTNYUpb4baw1Y3XBhMrprYB6nPjHegQ17Y1AZ2Ntnq76QjyumZC0i5RbcgOw9ohnW/l3ugZ9dSMadhtFEnmK9ZJtqmHyguYJxYzNZKkfp85fIDx7mOXVBRJ89LHTvswN4bd3Y7YpjmcGTliaPpRJuemlJr/67bccE+2pKwJzCV0ZNjzV1OeGpe/bJ2UFdouHSJgh6WdPyiP4Xb2mIOWntpQPjYmsyAX7iAK5Nk2BDaYHK/B4qEt0xQgbIng58syT+fU16sO1MIkqJi/YBffQMmpemfMooEaqmsNX4zvSZOGcFUq2SHl9mnh7BwKFTTc3lhlqz8L6ij4Fg6tsNgZxwCBRDK018s0P4Fr1rh38jnjIek8+1x5bUjs8LDI+I+65pInbXmawLQPLq0YUD71ej/q+wvnmP6MdWsno2BCexhfI6VYMlPXRUkEaD3kR6i1I+w5xlUPy9FZ/Syrm18woG1mjzOlbvtNLYnhujgzbw7jEFnD3mTklPYPUxVlx1yFetNU/oh9RzchIL+4mV3A1OMe3jwIYFOcUOR/FOv8N9as9hR3xkLGJXjQvfoJnVgv9TQXY2BrsCKNsrJFiJ+1WdIwbpz7mvGUoty4cIqqyh+7SaEyc3YQNpd7Si9uPkfLqNBWpflhoB9E9q7imVL87NzWCj+kFsrvWWZnp4qWNOW6h5azshY63jQF8laQsy2ye1RT3OEtt5HP0gnMI9TTBP6+H6Z4KHMyeC6JQnLVaH87hRz70z42S73gN7Vip1GmJTMNjGGcOb489SaFraWGeaItjRDbsCpJXZ6gW2bi5hh+dM6LPb6wy2p2P7eXnZPWtytO0q3O9RNtb4BpYzOJ2fe9ewBABr5HyPK53DxO5Lci+SqnrfZ6FVbzmo9Yaozmi7kHf3BiFrrd4/lIhNCLVjg/UpmPtZENZmhunLlsQYnONY4ZhDM4oWH5jthM7zSdY+4Sgc/8ETimtLM/PMTw4yLgY6wluD4nLSubyqacEBdhw+v5zSru2FaFUpPwfwi5SvnTKi/7Fap59dOaPKnqtjFRi98iEsNwWlqXevdSE4SkNCkdGidbTxyO9Aj+bO8TWz9BbHoCWRhijE2VoHNOhXvbRO6Q8M96BnY02BV3zDJQnYP7UmowWZWebK+DhMVOaJCnO47dJm3nXA2eHlJfb07n63IHe+VURSfpy0MCf3uJYEajYkNOxdzRWExwu4Vk8Icts+pldIqVVER0vDTXg52yG5sPrfPblPkyjqunMi8JEw5bCPoW23kDMfdTCFVKE5e6nMA5I4o62rchmlpiqDOGInjeR1hfwLZ1UyGyaXyXY5RnXlRF2s985dFP3svbdDilPzQ7hbvOI1JY55vurBSnrUz+sTEtG6wgQY4HlEYIeXME7uwhzGyMq+4WdmlIxdHBhQCKGHyPl1UkKAzwxtQzazv5667LIahFttrKAv9l5kquaCNK3wC2ygIk9Jzy1Q8qT5YFcsomURSV6k4157J9Ntr819n5FdBSHo6/li4jFZSyU+3JMN1xWABxO0ua4c6HotA3oHTNRiIMIzHXky1PSEhJtTuBXqZxTED6tONgbEzM/2pU2HW8QwfQTCxJqlBKlC92EGVviEpbL+J6z6RukPJeFuuS7Fe+Ee+3B+a4luX2v+6mFqkCOaQXL6nQjqQYcs0qguCSf1pF5ZjsLMbezpCAtHF1dXR6d/YTfnX1GUbfCpqvTA8T7WaOtqcHBL3/DbdcMumuzSFZuO5fkcovAxFycrI15dusMv/vyO/wKdh4JvEVSbsb6gDn1ynfSM9RUK2dCcrakzH4GEFF6jJczUdkVmBz/Zz44fo4LX58kuaMda11nqoYnqI32xDl6Zw/YErfj/MV/+3s+3LePb4+dJ6pmhMFYK/71w484etOc8vYmXJ8/p07445WJFmxvHeMPH/wCk4heebpaIuWycB+8A4oZ7i7FxcyGLtFTvG78Lf/nb37JJ+K6R2/pUNozRrbVLX79wW85/SziR6an3jbGePnEhoQmkTWuzJLoeFNeGPKHEzcIL2jG5fJf8Vd/+ys+Fb/v2F1DKvve/yxwrDmbpzcO8cVX32AWUcjMchfBGqFIeYeExYEarJ0dqBe2tjn3V/z1P/yaz8T9nVC3oL6tEyctaXHNPi4ZeTI8OUeq+32+/OpT/nDsmrw13ohwdo+vH+SLb/Zj8bKI2ckR/C1uyOcc17Cmb2avPlOWsEF9kj9uLtnMi4yssziSG2cP8M2R03im1TG32IDPs5cMLYzhpnWQfZ/8npOP/BhdkBbN+XL22LccOH2FkPx2VuUJij68T5tQIO/dO0D4I2+KWzO49OH/5hcffKyws3UcXZVJqJ38QLTZ15hGFFAba8C//M+/4vfie+kY24y98fxTgUFBIOZkDomsaWmK3BAD+R4O39KiqGOS2aZ0bp/5ni+/PYB/7rjI8ZrxfiQytMVxvJ4d4CNx7O/OPaaie1oweTYntP2E91BgfqCWR+d+J1/vsXsc44uDRDzyorgjj+uf/CX//PuP5O8uWkTx4uGv+d9/+Qs+Fu8PXXlEgJsWv/nf/4ffiffSMRbJu3ceft8xTMgdS1K7ldMK9S84Zpm7s0HOWA3qZu50jG89+GjF51GoSLgm8NM5pLDpWXWKWoaoSnTizMGP+fb4eV5kNW0vXh3NsOBhcI343zAvn3rRoNysen1xhhBnDZKbZhlvzePumd/L9jOJLEG56RdzLeloOQcw8W6mr1VQQQUVfhySzGaCdzA7Cr//EayQ5fGCn1Edx1vCEvEe/oIKfgpWyRY2bVO+U2ELS7wSNv1pe+ytkuvlR4sks/knQEXKKqigwjvH5uY8XV0/jZKlhV2dncqpVBV2YV7YRdo/7qdAZdMfx8KfZNOurkH5kcOfAhUpq6CCCiqooMJ7AhUpq6CCCiqooMJ7AhUpq6CCCiqooMJ7grdEyquMd6Xw9HNDefX16lQNj49/wr59n/Crc9oMKqpG9j62Vl8Xdv27626nezK58rW06vFjvnnixtji8murr+uGl2F9klgzIyIKirC9La2+/hdMI3oZqY/n6qkD7Pv0A/76//e/eRTRCGvDBD3RwDHMmdNf/UEu0bnlnMzsysKfdfX1wmQd9me1iJVWX68vUB1uxpdff85vD18hpqyH6hQHTorf9+lXX3LfPY25PVBKMdVWgObl/XzyxWdcs09gZkfhUcZkUzpaxlY09E9ty/N9+K9/z78efEJGlCNff7WPfR//mr/8H/+MS6mivGmurxxjAx2Ku+eZaMlF45K4/pefc9MxUV59bXvnUz4W4+SmUShjy++6jO3dYXNzmlc2xthIq6/F6OjJ8+Pk17/is8+PYuJbuKs/LlDu+phffSCtvvZndGWNlnhL9u+TxsgZHGOrGekp5+FZaaXqbzENbFNWIcDSYC1mD47LMom/+Kv/w5eaIUxL0qjXj/DJx7/FLn6IZWmMml+Xbfovp57QMbGlEPG+Y5O5sQrMDmqSLq++niba/orsN07fsaNpeJbiaHOOf/khH3+zHy3/XBaUtzZdF8Olk/uFn/g9fyX8xNPIOsqjLTmy/0MOn7tOQuUYc5O96B79Kz74dB/nb/rSpzhV+LQFcoJ1OfTtxxy99IjcljmWRuqxuHmUjz78FVYxg8jDYHOd/nx/blkEMru0V6oENpkfr8by2HOStlZfC0w2Z/wb4/gxVVvCQGuzZLmo89G+T/nV8ftU9ihJbGUCL90rBJVPsTTchPpJqQLmYwz9S1CWKQusMZEfxMEDX/H9KTVSG2fZYJ3pgQK0PnpK6cYmazMtmKtJcrDi+iceUtOvrEcTeCukPNVXS4j1Q77/p8dynfJ8WxZ+edJaySWKbI5hmPHuC3T+LNiqU05MJC6pgUXxry4xntaJcfJK0gg1NkbXOZjmLU1BgdHaV0RUSGv55onSP4ZnXsVrdcre+W2sDJaiY+RKdrrHj9Qpw2xHFkaPLambXGKpM407Wr7k5ESR3z7Jymw3Ds+vk1mT+WerU97cmCbJSZfTv75I2A9kNvUxDMqnIjea4s4pFqUyL+075HW9/6ycF6SNc3wbyytj5MSG07NTzy8wS+SzE3x+Wfc1Ra8Sv7tY+tXJNaISxit8eSLIRrF6c55U8xt8cfo+BZ3zZPtr4Z7YzvLyCNlxkTQlO3DMOEnQ1BJlDnexKdo7Nd2vY5H6hEDUT51D2z6DuY1F8rxssAnO/6F4x3wpT47pUzfRi/vlh8R3D5BgaoRr+o528FRbniydCZXo7bPizaLK1dlB/I3UiSobojHTHUPjOIb7c3l23oyW3gxu3fJllGniNU7iWb2j8fU+Y3VpmHgHLY7+4yUSB6eFEToIyKwWwc4YkWLsR5S1UpgdT03fLLN9JZjpa1G1VaisxEx7OgaPrKjtasLaVJfExjHG6tMwt/emofIVWmr2dL4RaLIwQnJ+CaOzMxT4uuERXEpjgTd6ulGMjhTx9JQhTaK7r8z24H7zKz554MHMHiHl9ZVxEhy1OfGLS8Rui4fM8vJHxnHpG+P4dZnN6zjmSKp0SzS/tGb//u/wE0F3b6wmVz2qRNAyT4zhLUIbt2q/h/DXNSBE+PaSQAesfDIYH+8iyvYp+//nZYoEKS/2lOKbIbHlMjU+ami8bFecK/BWSHl5doqxsSKMXxMP2RRG6cbvog4pe6+K/8fxx2Q2r2ngHROLk5YR/imNsgrODkRktNyE0wVjiuszXlf0iq5guDwFl+AYSmJeV/RKlxS91pfJDXPAPaaUZdGYPRkh2MXkiitK2GBqIB+ru260Vfj/+RS9NlcY7qrBf1tmc47Wwgiu7z/ITQ0nynu32GyD8c5srNW96NwluP6+IkzrN1y+oc6Br79FJ6puR5Vtc4PBbHvUReD03HJHZnND9HnNRza0K8fipnCsQXYWxFT0yueMFHnz2MQDE0s9mZSDNH/N5esPxPUPoB9bz1KFDwceBzAwN0KS7jfcjZQl3PYg1hjv6qVQKR4ytzxFsOU19n30JV8cOY9nThfbIlCtkRwQDn9VZA7FDqdxSKkTQdslvv3kCz4/fZvI8gF59epCVyGaN77E0KdWkLzyXCUGq8IwsIxkTHBScYQR+i8bWV2exF3rlLDzODlhdpzcd5hnNqH0ze8NAtlYW2REZP3uSvGQLaQ5XuSkmjm1g1t1/hv0Vb/CRi+YflmNSIn1JbJC7PGMK2d5qhdbIy2CitpoLwzguroehcJOv/jtVxwQWeF1zzzW3jBLc6wBR87fJ71+iooYE56Hif6/Po+XxmGye9epizFGx9CMG9aBe4aUNzeWGOmpxmtLPOSPjWP1nXEsY2WS8kQvTu87iLqJH20Ty0w1JaNl5YuX+VWZlEdSTTlplsLI3ABut7/ELkcpPzrZiq6lHaVdU/QWBmHqHsj49Byjg2VYfalN8S5FtPW1IaIemxDZvFOZ8FZIWYHXFb3mBqvw0jYmMPNnVF34A1Iewufi1T+q6CV1hNH2HOzv6pPcLDKh/rzXta+ji8kKEKQbXkVdktUb2tfSLFYHZrevkd8reszaFC/t7AjJbmNzfZGOyjjMrptRJSVYzSF/Nu1rBXYUvda6srmgbkX73Dxtr8y5avtK/Fbx//IYTG9aUrM35IdxufUvGMe2srg0i6/xWTI6FBIDq4MFXDt+AwdXS85eukBgfrf4dIk8m3vox9XJx0gYqklCR9eMzikRGo1V8+TKTcwd7Lh66TiOyc3YXf8F5q/aWFiYxNtEkoRcI9PlCgcPXubhhQ959uqnlgy9D9hR9JIn+hYWmFpaYnG4ES8vRxpHlUFZezSHtCJFfrBGod05nEpEADc3x8TKiryLj61vEENK+UwJUaYHCa/fHdTPEHD3OP61isCvJNIEw4h6VpbGcdM8R1aCFwc0wsRRC5Q5nudx7I7u9vuPHUWv3eiM10UzpEyMqVmaiiIwue1Iw2uzOLA42YLpnZsU9ivIe7gqGvUrBzl3/BIXjezpGltmcWoK6dt8n7sE1/4wURoqDUbbNYj8CDO0QmpZW5/F4+lx0vJiOfr9HZztNNl/6T65rXtkQMvYUfR6cxwHvDaOd9JJCSt1YXz30Jsp8X2Nzx3uemXiqXdHBNmuPLu8j6f+RUxNz4iM+KAYv2o8vPM9bsXKRplqw8DCjuLOCXrygzDzCFY+CuvCfhcpr063E2RuimdEhULtUYl3Q8oz9TjcNyU0p4H5938fgn8/dpHyxWPu9M5X8uTD03+UlJcGCjG7a0FCZbdi+7rl5p1dorR08cyowNfqJq+a5umrDOT5o927RAlTdsXw7F4k0uTL8lgb9tbPKe5ZpDs/ElNNZ4ok9R4Ji0V/tl2iFNgh5ZWOTC4/taVrboXRQg+OGPrTkRWGiZYrpf1759FFkssNXPJHRdIxywvT86S1KxzXyngHcWE+OJg+5+DRw7iktorG6BJ93Ir8gR0HVZviga1LrrwpwupUP6lRL3C0MuLE0W8xfllNrOM1PApHWROk7GN2mcw8EaylNIq268X14kViBt//2YR/G7tIeXWe/JwkykXfXBak7OHpQMOI0hEslvPskBaVo104nnvIq44eEjPSaRtZkEnZ2juAuqJEApWbWESbHyG0dtec61wRT844szWn0Jztgb5eFIPdGTw+Y0ltgTuHtKPkwKAn8g5nvSWlpb2CXaQ81oRDbJE8a9D9ygCNgHwaEgMx0fegVhDsm5hqi+K5epRIFASWJknNTKVpaI7GBHcMbUPpqNnaJUqQsvcdAquVU7ciy4tIyWJwepmR8lCeuwRRne2D7vMwhgdzeXjchOquWoJfeGKro8anRy/yqnZrKngvYIeU3xzHzqmS3Kvoh9I47n890FiqCeHQUz8R3Ik86pUWx61fUZociKurK2rHPuC2azr91Ul45ffBbCOGZ2+Rv6WSuzZMoI4uAdktFL6wxdI3k0WZdHeR8nwbLzTN8U0qY/KNZQ9vkZTbcbvgLG8J1h6vzW//+ZeyRNm+L7/CvXAvNeIfwdoMSUG+JBY34XLzAz4+eYW7Z2+Q1d2Fm6Uv9aNTNCYFCkOXb5NyqdcF/ukffi3LYSpkNseZ3rWfckNvG36mlrSI1l+f6cFTU7mfcrpiP+XJUh/Ug+uEy4PpvkpeOHrRJ7y+34N/5V9+9XtZ5lEhszlFhc8zxX7KlskivnvXmOCVkTvp0n7Ka0sU+j3mq68+5+Pzj0ip7sHr9i/5l3/9QP59e0VmU9rv2PDeUb74+lsckhpZWntdZnNJEIybrzdto8Ipjjeg4xRI75ZenkBZvCOuGZ3KRwsKrE71EejrQIW4/+nOEvTvHOXLb7/DKaWJpYVZ/HS/Z9+nos0sktjL2ylLpNycGYG/cj/ljsIQrp/4hP0nLhFa3MfSUgOu9/zpZ4XmUEPRTz/iqnEU08sr1Kc4c/bQpxy8eJdXNSPMDDajd00h+6gfXsL86gCBNx0VEr4dr7jqmL69l/DqeDP2j87y+eef4JM3w9rKHEEie5HkXT9UM6dv6ocE9v5ihMjHzuRL+ymvLZLtfVu2wXF1c6raerG7+kt+9Zs/8Ln47ORjG5pHaoQf8kXaGHas2JunofWyn5A2/WjM8ODCkU85fO4m6c2LLIx1KPdT3odeWKmw6SDBN+2pXV+hMtacYwc+49DVx6Q3jLIy0YHL0/N8+skf8MyZ3paknGvNwNg3lrndad17j1FinruSs0vb+gfj2Hn3OG7F9aYPPSKwjLc+K/vtj67p0zCwk1xk+GkJPz7NymQvJjeFTT/9PcYRraJnDxN2257q9TXmq2M5ffQAx4RNCzqXlD6hjxcXbakWpNyX48g3v/kXWX5ZahPj+J2VE2+RlFVQQQUVfhwbIqBNeCE98vkpWCbDK0gmHxV2QxCHV6g8i/YfxzKZXoHbAacKW1ggwSvkJ8rBLpPtE0SnSmZTBRVUeN8h7cE9OPhTV5evMDDwM5lte6tYEnb5qTuLrYpz98a+yH9e/Gk2HRwckx85/ClQkbIKKqigggoqvCdQkbIKKqigggoqvCd4i6S8wcriimKhgcDq0jxzc3MsruzlFaX/z9jcWGN5ZU1+kD9UFomDYxavTdJtbrA0PyfbYmFZuWRiY1XxfknYS57qkGq6l1ld32B1eUH+brfZ1tdWWVVsMisg1TyLY8Vni8rrLsnLuhXfra+IY5X7eb5bSL9jhTXl8v7NtRX5t8wtLLGu/EzCxuqyuJc/cT7nzwXRVsuLin67Y1MFNteWX7u/jfVVFmT7z7O8trHzvfK1srbJ5voK8/I5i7KdNjfWWVpQnLN1+dXlrXGy98sUNpT9VGrtTWEfqX/Ozy/8oCZ2fXVJYSfhL3b3jDXRV+T+JLeD0o4/0nekMbcixpL8zb/RZuur4re8+Yffe2wKv7nCunL+c3ef2xCfbYj+JPe5eUWf242NbZsu75o+XRc+eVXpk8W1lxcVNhV9czc2xN+R++ncgriuaD/JZ8n9dE65t7VoG6VfWtyy+56Bwk9JY1bqN4sLir4ivSR/rBiT0mc/tKkE6ftl0Zckm+4e80uSzxcfbvXT5d023dUnpde8aFPJpitvcOKWz1xcFteXP1HgLZHyMv01Edz4taaiJGq6C+1bX3Po0BdcUQ/jp87Q7wUsDeTjE1whl8E0JLuQ98ZqlPGWOM5886mwxTd8c9eSvtkF2gMM+N0XX3H0sgHl/VL98Rhh+nqE5mZjduUoX+77DdrezbK6zNpKHz4PHmHlW6BYUb3aj+e9x1j5WXBy/xd8d2g/1y3DmViExZkm7M4/xDV5Rx3pXWFmuAT9b+8RKYmHrM5Q8MKI749+z8dHzxMsq7kJrIj70jmJSdpP3Qrtz4uxxgyeXD7M/kPfctk0hLGtBeOr0+R66vDt4e/46Oglooo7yQs35MSBr8Rn3/PQOYGuPD+OHT3MoW8/5H/9f/8J19JeSoLMOXzsIJ8eOYtvRgvtRWFcPf0Fh49+jWNYl2ivbvSvfc63og3VtL3pW9hb7m43NjfGCNZ8jLFUEiXIozzRmQsnv+bY6dMEpQ2yXRW7PEqY4U2+Eff822NqVPUrVr2uz3Ricv8ckdXTsqLXrXOfiTHzCfouNYq6523MkOdvhvqNQHkf4bGmLJ5ePsIBMb4umgQxJobT8nw7LtfUcYyWav73CjaY7M1B46O7JEslUatTZLs95+tD3/Hh0csklHeRFayn7HMHeeqexMyWUcU4izK7I2x6gN8du0FJt+Q55mnNdePqF/Z0inersx043DjG5/t+h7pd6S7Z03Wq/J/wxTdfCHvfJiCvjZ6KOC4d/ZDvD3+LQ2Qt0xN9WN79Vm6zG5outE29UcPz3mKTqf58tD6/R3zXOAtdReiKPnbou6/4p7/4S07Zp9FbEs3tC4f5RjmOp3cv1hdE2pPrwxUdF4ZnV2hNcuCwGN8HD13B8WUF430V3Dkv+fZPeWa9IyW7MtaOm94VDh38jt///V/x2X0vupsK0bp6RPjrrzmp483w/Cyldur8bt/nHLvhSOfsjk3fCimPd1YQ4qDBiV8+VZDyeCMJ1VKdYQe2+7Qpkz7b65htwsvFB0ut6+gGxBFieItnjuF0tRYRHlsnyLmYe2pXuK7vTM2u2tzJ1jxSG6VFKovEm5zCPasU/bNalI2PEW9sgJcYBMv9RWibuJGT5oG29kvGp6vQOqlFrYjgivzdBFGoYa4k5YW2JG7r+VFekUFV7wyrc704694kvX2UdDdL7hy+ifM7JuXNjUnibHS58ulNwn8gs2mESWiROGqZ1gQPLn3/8Z4h5Rz/Z7gmdYpMYory7NRtzfbFjjTu6fsyKSLm4cY8ihr7qSvPpnFIRNsjtVgZalDSqxjNw8VuaOiEMz7XgomGHVUjE1SFW2Lkl0lvSymVos3mx7MwOOFJY74dpyzSRbuuUOV6D7Pcn7Y2+T8fC1SE+vL8lhr6Mikv09RQSfvoAl2l4Vg/j9lZdT2axS01b0YEub7SuoBnpTRW5ilx1+bbY6dlUp7trSSnVTrjTZnNZZrTorHVv8ddJSnnBWjinNgpsuJpKrKSRZvNke1lx4OTatjtIVJeXRgg2labc7++QZIg5YW2RG7p+jO3ucZQfQ7FTQNUl+fQMiyyrYFyzI20qRxQsPJcXTBqJrHCw6zSW55MZd8sPSXp+Dqqc05JyhOtETy5F8DQdL0s81u+pSe5MkzgIy0CK3eyiXyv+xjFtYsseRo/vTu8DLbnlHGcuP4Kdb4aGKfujXXwa8sjxNjocOGDG8Rty2yK3jZQjYOeLvltw0SLfhdaMMDi3ABlBfmM76rcXFscwOPaV4JUnRiemiTF1hT72Irt2eBlcZ002bfXYrTPjEbFx9tYW5oixPQmkcVDlEXoYBnVypro65UZCfQOlqNxypCG6SEC7j0hsnUndX0rpLwmT4tUYLJL0Uuqz/TQPsEN/SBG9lKp4L+FkXQufq5GQkECt/dfIiQ3Fws9K+JiHbh/3xEjHSPcI+IIsHvEM+/EN6bs1pgdKcHuij21LRl8/9yLxfV1GiOfY/SynP6iRNxD4ymNNuVhcJ2I79bx0/yG1K514cBHyAv2wE0m5Q3ak4JwTihQTnes0l+fhO2TIHoFYcyN9/HKyoEX7zxTFvcz3k7QlszmygyNBeFck2U27UWkPiWynXwsnTwIs768Z0g56Om/cP7KPfZ/9Q2P/fNYVM4o92a78FDrDhe//IqPLmpQ2L5FMSu0FUbhYBjF0Jpotbk+vCzNSa6TZg/maCl+ya1DR7imbk1Bx4TcZjMN8dy88D1uCa1M14Rz+J4DFW11hD3+fA/LbG6IfjpB2W5FL4HJ0hecPHNGjJVelrbYcXGUrEgHTu47xFOrADonl+kvDkHTMQJfq1syKUtQyGzuxzSwnJ3EbJPF6RkR3MRjoiTlYI1fcu7qffZ/+TXq/rmizdbFOBgk1cUZ7z1Eypsbq8xONuOpFA/pzrDjnvYDLkp1spc0KevactorNGWH42gWy4hyyrQ1SoPrmhqcFcd+eN2QzvEllqWp00WRJSpJeSjTikuelaKl1gnX/YaYNvlU0UhtmOvd5Og+QT5n7hBd3kdlmCG3baOoay5F8/w3BIf6c+yuNWVt9URqfccNf7li/L3H5qaw6UQLvlsym0qUx9lgF1DAzPw0bo9+zcVz1/nqwBFMosp3HhuuL4lAUx8De3ce2ojMdmSIQNt7HNz3NZ8fvYB7RrPs4xf7KjG8+z26Hjm8qSY9WuXHM9NYJoQfidH9LWduPOJ70UY3PdJZaIzhG91w0RobVHpexDpToZYv4a2QsgKvy2xuodbzOCbZ2zLfexeClG/desHodDVPbtnROd2Dh5kd0dF23L9swLFLRzl76Ro3b95EPyhv57nq5jp9tYlYPTAju2MGBvM589iNqfUVaoJ0sYwpJt3fDo+oGupTbHjqWyFHU16PjpMlC/CsULJFyqsThNrZEpbXwebaHHVZIZg9dNoluTdL6p+FlCX8mKLXAt2ptly0jCHB9irHrzzjyfkPOWEcSd8emPJyu/OvWCV1sfSGold3piNHbhkJJ7hBT4oZTwRhS1PaFSn+mGt40aJkoYGqBPT0bOiZWWO1p4BbmlY0TszRl+3KJfOI7UBtW9GrY4WioGeizzxD9/pHaCXv5bKfN2Q2lZjrq8LWRm9b0Wux3JtDWtIuZkvU+6ih5pkhxsZF1DQMuHL0Q9S9c14Tp/iBopfAWEfiNim73/tXLESmvLQyj5/pWVLbpDZbIHuPkbICO4penWnWHLxlzuTmpkLRK6hE9LlJypJ8Mdd8QdsuIzdFPOLoM4X6VGvoLbTjFdXHmxsl26Q8nO/ETcciEcYvEKRxjMTdBcqCwKfX1kTAmIChbwyjQ934m99E7aY+T56eIbZxkaqX+qKfPkH7+j4eR+8++X3HjqKXAqPYXjpHcte8yISnMb3xIb4iU54fbcfZ8hHl/Qo/tdQez+GvzqGve5d9R88QXioC7cVFpldWWOirwMnLg/aJnd6VYnMU34odISEQWfLts7xQOuegp79DN6pNeHMINT5MTFI0xzSCRGusUuR4A6d8qTcr8G5IuTMVvWgFPVe5HcY8b/eP3aP4Y6R824q7V+8SVTtMV0Ewvgml24peiz2Z6N20IatlCDmwXW3F/Mhd0nsHCX6qg2dmBT4WV0lpXaS/Opjn93wZHMzh7vdGNMn9Y4eUp0ZasLd6RlnfMm3pARjreFM9tNsF/ueQsqx9/VDSvl5hKM+Zo0b+dFelC9tEY3Pvay47pDE69/4vZEr1uIND9qAss+lrfGZb+3qhIYazZoHyYo6uJGM0/LOpjfHBxDiA5okdwqhJdsPWLV9eX7DWW8jNJ+bUji8wUuzDCQMvKjODiKwU/WBL+zo7Bb2X1TDfge3Jq7wa21sU8jp2y2zOkZYcQX7bJHO9lYKUdbe1r5crfTnwNBgpH+4IV+OcSy61hclERYbz+PJX6IdV0F0SgUu2Ytbgh9rXr5Nyumgz2yzRZoKUXxifEoGUNGj2Pikv1L3khGmovMBI1r4Oyqcy0gtT0Q/bpl63x2yJByftUuT/NwfdQO+VYnp5NylPdsXw5KIT3YOFqH+ny7b09UwPPlGv6JlYkknZxC+e6qxQ/Iv6WR/J5+EpLepb8tGLEEHBQg+uV27xsmvn8dz7jzdIeTKVu5cUu7htij4T5KhOaMUYi6NtgpTVqVBK3a5MdJGRHE+Isz6HLt8mpbyNhFdRsnTsoiBlFx9PanJfYpUqWReSrA7iV7WrXWZLeXLOYVucpcT/PobJig0zQwy/J66mHN3v1Cka7MLp4hNiu3eWB79FUu4m8IEf8gZUG2tEGh2U5cOu2r36werLPYnJcqytE5maa8PFOpzBuWFiA8PJzQ3H3kMQZvMrThzez2cXNchp2TVV8uIGH374sSw3qZDZnGKtLpwvvtjHTWN/ukRUGu7oQee86CQLI4Saq/HZZ58QVLklzbZKY1osMa9qGRuoJdw3DGlzk2DNT/no409lyT2FzKb0MGSB0pAIEou75DPfLabIsA8kT+rsmxs0xOix/+vP+eyaLiWdO89GW5Nt8C/bG0v9loabsX1ygi+/OYBn3pAIrJQym5vrDOa68vVXX3BKw4HmvnE81T/iY6X9T6hbUC8apSrVG/9C5U61wibNr8w4vF/Y5LImuaJPTHaVonvtM77c/z3eBUNsrK8RZ3GMfZ9/xmOvfEXQtmexQXtBApER5SyKnjtUHce9s59z4NRVYqrHWV1uwO6qGz3CN6Tan5Pt9pm6K5PKTYGl1dqZ4dZkiRRwabIP27ufyf7D/FUr6xsSWZlRJR8J0wNF+FumyM+pl0ZasXt6ki+//haPPEHOsg1FW0RFkZDbKn7VXsIYr4z8KBsXgbbocwNZTrINTj93oa1vGNf7os99ouhzWzKbtued6dpYpy7KQD72vFGQsKmCWDY3GvF4GIHI8QQBzZBgf0/4lk9xzxkTdhnE77wpFaKftqU7curg58KP6FLcNcfsYAMmap/JPiq8VlqhvEaG0wW5nz5wTt1j+xlMkGzuT7G0eE5CSzQPg2uUvhXmukvRu3OUb0U2HFo+ysZmK/bnHdnaRmmxtxzX8AQmFtboKwtH7dTnfH/+NkkNU6zMT+D8UNFPdSOqBc8NE3jJlFKp+qU3F3WfzO2/szLZg5vWaflY+4xe0U83GMtx59PPPuOewytmdu1x+hZJWQUVVFDhx7G+PkV8QIycIf/HsUiqCEYlclFhN2aJ8335egnmvxuLpAmb7qU9tP48mCVe2PSnpRFLZPiF07f16PInQkXKKqigwjvH5uYKk5M/dW3JGhMT2wsnVNjGirDL7sdX/xGobPrj+M+3qYqUVVBBBRVUUOE9gYqUVVBBBRVUUOE9wVsk5RUmBybkJd9b2FieZWTqZ1AO9Sdgc2OF4e422tra6B5TTossT9Mu3vcOTyoXwW2wMDnO7OIyUyN98rFTS5usL03T09Uuv5deQ7LczAbzYyNMzc/Q3yU+b+9geGZrBbC4ztQUMwuvr858N1hnbmySeaU85PrCBB3t4vf0DO2SVv1hn3ifIckajg50CZu2K229g7X5MbnN2nqHZTnH9eU5BuR27WBwdFZe5Ts5qGir9o5hluU2HVLaZPy5MN4AAJqLSURBVFDYaWcd8MrsKBPKxTgSNsS1RqZ+6pTZ+4MV0SenpxbFnW9hmYmBSd4shpsb65bt1D8+x8baCmOSzZV9vHtogtXVVUb7FO8nFt5YqrUyS3dnB90DIywLE0pShXKbtbXLG/VLmB1VXH9gfH57oc3ewBozwxMsyE5BGucKX9DWK+5VfLaxssBgbydtHV2Mzb05qjZZmp1melaxQHR1YZJe4R+6egeQ1tJJi7XG+pU27h1/fUyuzAk/I2zaL/q2GM6S7OZwr+LY3oFpuf1ea7M9ZdR1ZkcmhQ0U4215elDpe0U/E2beWF1kqE9h09HZH9p0eU706ZkleVHm+OBOP+0aGNuWgF0Xth6dfd1fSNhYX2RiaEa0qmTTFUaUfXpr6+b58R7l9fqZ37Ua+i2R8iLt+T6c+xelopcE8YMqQ3Q4ZvhS+cH/OzFSG8rpY8dQU7vIsTv6tE3OUuuizTenz3H+sj6FPbNiBA0TqGdAeG4axlfOcvb0V2jYVTLYkYuh5n3Urp7iX//in9BJbBW9qgeXu8+w9DbiwpkzXLtxnlsmvgyJ2Gd+vAqjQzdw+jOURE30ZPH44xsKRa+VSdI8jLl06xpHzl+SJSWlPtGW58P5X2r8oHb9fcVQTTLPbl3mys3zXDfw3Fb0kmQMk5z1uah2jUPnLxNS0EVvYShXT3zN1RvquIWXM8sCNqf+mSOX1XjwyJfOqXbsdW9y/foVjl24hHtSvYIgloYIenpItKVSLGBjmZpII47qBr+mGb7XsLkxgLtUo79dpzxHQ4oj5z40QeoN25hsRff2MWHLK6hrOlDT1UOE83MxPm5w8MNf8fU9D5pKX3Hl7AGuql3Awj2N4W1/t0BrqA1Hz17k4sWHxFeNMViXguatK1wVbXZN352BnhZ0n54X1zvLdTVP+lbeIPX3FhuMtCZyR6notTxag55Uvy363MFzl3lZ3EVrTggPbl3lwrXzaDhGMbmr0nRloQ3b8zexCChmRZBs2gtDLghfcufBQ8KyWpkc60Dn2K84dVUNHdM4uZxMAeG7Ix04fu4ily7eIaZshPGOQh4d/5Bz125h7pzN+GSb8EPSbzknbOpGp3LF/PuPDUY7Urn/e6Wi12w/blb3xH1c4oaaKcWdU3Tkh6MubHrx+nke2YW/rui13IXD5ZuYeOUzNz9BnIe2OFeNo5//hs+v2NIzK+h2dYosu6tc9apQnrWFKXJ99Ll+0gtJbmKwKg61GyfF+Ucwsa9ihiWiHn/JtxfUxGe21Ezv/OG3QsojzSWEuOpw8TdK7WuB6d4yzE5/xD7dKOUnexSba9TlhmH+9DbnLl/CzsONu2e+wyV3iLnmFO5fPcF315+R2jjGaHMSRk81uHpaj0ZlZDbbV0Npt7TmdJkky3O4pheic0Gf6qkJkswN8cxpZaknHy1zd/JSPdDRj2Nyvh79M8+oUZLCRGMiRgYOdMysMt+cwC2jQJqby2kdmWd1fgA3w9uktQ6SaGvGkwvq71z7WtI5jjTT5fb++wrt69dkNk0wjyhmuKmYEDepTzzfM6Sc6fsYt7Qe1tbnaK4s3Rmgytr0LuHsCj10sY4tp9DXGjPPTLblqidzufe9kWh3xdu1uVFK61tYXF1jIM+L2/ZRrAkCbor14MbhP2yT8txgDZanP+bT56F7mJSFXTzdMdR6otC+FtlJT1kWgV46XP7Y9DVSnil04axVshgNazQFaKCXpKhHlmYpwkzPE1k8RmXQQzQj28QRy0SbqRFWpxwIS904PTUmtamfIj8HbMPyqUxyxsKriNnFNqzU7lDR2UdBi0Q5Inj9Xpf8+b0xT7My30uElQ7XP74na1+vTvWTVycV5qzTlWDMHZdEQp21iSkXWfP8CI119ewkdjNkOTugc/8x1oKU58fbsbXQJ6N1ismWbEEC7lQXhvPomgs9b5YzLffirmXCq9peyoKdsQnMojHdB22tEEa2JnMEmRW0SP21D4/j+mRN7I3Zz7WlQSIsdLi5T6F9zcIYxU3dYpyNE6NlTVhhMxlBdnjF1jEqfLCFphGt2+u0ZslxdUbv0RMsBSnvVtqIMT9NYM4w0lYfA+UJPD/6G8567iblFRqTovFw1eKOkpRnB5upG5Dqu8vQ3mdLx2w1WvsfU/LDBPvtkLK0k8b6et2OeMjqJJF2z/HwtOOaQ7x8zJ7FxgpZbs/RsIynKtlWZEautDdGcP2WO4H+3rwIeYmTtgamrtk0ZTly7boL7ZPS5OVurIgoOA2rG950dGSwX9ub5fUNmqM0MYgspTs3Hq+wJEqjjHkQKhHqJv5aX5LcKf63Ok+shz7+aS3CSa0Lpx6AR3KJIusSUW5LXjj2OnGMCIe+JjLW5D+LeIj4W6uDhG7JbC5PU5cfqpTZtKGwY/KHfWIPwO/h33Pqwm2+/fJrbrnEs/1UYGmS6txgLn71Pbe1HCjtGCUrUJuj3x3ky/2H0Q8rZL4+iv2nznB03z6+fmQnz1xIWFnoJdrUkcjcNsZacrB08iLB8ZqClEWUHeP4HBcvZ67bvdzDpKzY5ax6l6LXxrrU/hXo77N8jZQ3O9M4raZLfF4mXg++4GZgk/z5eLkL941SmRUm6M905fwzB9Ly0nh+7nM8i5R178NV3DJ1pnV0ge5sV/S9ohhpL8H++S0Ofn2Z4NwaeWpQetQQYHiWm/qudE7tPCZ4r7G5IcZUDz5K8ZAtLEw1E6BhT3xpLfb3fsXZU5f4/NvD6IXkyNPSCkj2n6PA3x13KVOeH8bHShsz/5fE+5lx9r4eJQnO7D9ynIOif54xD90JOEfreGjuKAhjjt58Xww9QqiMs+L7Q0fZ/8UX3HJPlm26vjhFqMl5rus60TK+VzJlyU/14f+GzGa2mxoXHhpQ2D4pEsoszO5d5ujRe0SVNLPzVECy6QIlYZ647iLluXovbukkMC366ep0N+7WhoS7aXDLf6uKXoGNtTWmRzMwUJKyhLm2bNQvf4d9bCUTrTlcu3+dk6I9PrqiRe2AJDmkwFshZQV2FL3mqjz5/e+OcPvK9/ziq1MkN+0lBZg3IJFysB2eMXV0FvugY53F/GAc16+5EeHvjKa2iG6PHeSWcSz1ud7o2ojvlafKEJl2R1EkZo9tKe4V3wwVckHdlQmRGVQF6GEdV0LyCxs84+ppTLNDw6tMRGCzeDw8TY7gu8WpekyuP6ZiVDDEyjiB9jZEFHZJPYKSWC/MtHxp3/6D/zmKXsvt6Vx97kDv/CIDWc6ctYhRHvPj0qvvKzzu/waHjH6Wl+fwM7tESquClZeaX3FWw5Wx1RX6Um04L6knrawwv7ws+LoHXzcTSvtWWJuVxCOhJfQulrmCmuY7xHVM8A4ulvWbk+0usO/7K1w79Cu+VHejMt2Njz44zO1rh/nFF0eJr/tpFafvB35MZrPqB6QsoTHFGX19ayzufcmzeKlSdoLQGxfxV+qVrgkCSPLVF8eITOXxQYJrlAwy2chzAwdqBWm1JLsL0kki2fUexnGtojlGcNe9SWTNDqG1Bl1BO2lnovb9x46il4zZRhyfGxAUX8fU1Aimd74krHKM+aFGHKy1qBrcTY7LFG2Rsng32VGAu60+xs80uW1mR8/EqiDrefm7PK/b+FUqSWC6BX1je8p7JmkXGbK5bwyLS+ssLS6yurFGnPNd4pp28sS2UDW04vfGhhQKvCmzqUB/miXqHkmE2D7EM7dXJNEigTB4Tk7Hbu+9StlrpDxF9N2reNYpqph7U/T59R9OcfvMJ/z2jAZF3TvEKmFuLPM1Ut5CuOkxouoX2RT+QvprwymGaMXuCD69E1KWNqMoLSkm1UeHg+rWdE/ujSmkH8W/RcrnTLmrb0h8WRPh+pe4aBTzo6Q82xzLw3PmZDT1MDU7x8pyOw4n7hBV14z3Q218cyrxMrlMRscKg3XhPL/lQnNTHLcOW9O2Jo2ZcB5pxMkCAQvDTThYalApBmNdjCNamp5U9IwwJ8hQsa/xfw4pr/fkc+WBifhdYzQn2whSDlUes7dIOcvvKVZJLUyODoo2uUROt3BkCyusdGZw+o45zeOTNMaZcMEqnOwEX14WtzPe10SAjx01edE8DCxmZmaG2mB13HJa8FbXxS0uj/6JGeaXVhnrqqGoqIgQg6Ncdy9gdKiH8lIxTvwMOXjflPaxH5nL2jP4fyLldZal/da7s3jkm87MUA2WZ++TOCgc2XQ56hft2HL1Q6XBmMXVMNOdxsMT+tQtbYh2WGZ9Y4jARxp4p1cRY26EQ3QlOT4aPHlRwMj4MA46p4iKjRTXz5DbodTjLFY5eynQ2SHljekGrC88I7CwhsFJ0X9mJghy1SZYBORDraU42OjQMLrKsuifilm5XaS8MEpoRCB5DX0UBVph7JBAR2kohtHVsl2yfR4R2Sj6tWzTEcI0n+ORVEGCjTG2YSXUZ/vhlNLAzPQkcR5PScvK4JFPmnxumfclLDL2xgYzCuwi5eFqtLyiGJucpj7aAN3ATCLtn2ApMtehrlqM9O+Q1zG1y6ZvkPJsLc+uWNOhXJS1MNIuj+dE+xscMwpjaEZpU/nb10m5Kz8Au6R62Yb+RkdJysrmsXey/L4zwRCLdOUaE4G3SMp9RBtEsnufm/n2bNwTy5Xv9ihEplufl0B6aQ8jrZmEiox2ebIMd59UMkNsuXT8OGr6+rh5p9NZl0FYvPheeaqE6rCnHD58WH6dvHyLhIZZ6Ejk+LEjaDi9ZGCsnwTfUPqkZGBpkgQ3TfnY2BblM+m6GGzTFVHUrCDlhPBXSElzlOnR7etefGJGpXyBRapjE8mqUko9vlPMUOAbLTJERdTYlW7DmRPi94ggTPHsRMIP+8T7jNWJbrwMr3H05GmCyyVn3sNLgyhxF6LJks04flTc31MH2kYWmOooxPCuaNNLasTXKx5ExVqckNvjeVApk+35GNxRtI/0uueWvr15fV+eN6GVO2Qx35mPe0KxvJH93sUmPeWZJL6q2/X8rYtwg1hZNWp9pQm7K06yFnCh7x3ZJvpBhYpdeYbKMQjNlU6QsTI7greWwm4RtVK/HuLFOWPkp3a9udy6epZ7xu50ChPODzVj90Qce/wkFikKccR8LzX53LsuyaxuidDvCUyQ6RhJzeQCIzVxPLm20390wipY7K/C/OlFTl29Q2KjNMbasD1nJ2tbSwTSkp1Kao60PaDEPzE8unqYa08MqREcKq3GfqGjuJZdmuRPhvE/Z6jYVrevkPs3znPHwIk2MZwXxzpw0jjMkaPH8CtVPDoo9rsnn3vHMYHF1b1k0yly3F5SOaLwSVvj+Lqxr7xJjjSOjcQ4PnzuGt758kjH/pytQi5a0Gt7QTop6U3CugIjdZiEZioToB1MV7/EK1uy6QhBF40olmQ2BZZm64iwTVfIwU704qqpsL930Zj8fYUI3qX3t+1imN21CctbJGUVVFBBhR/H+voE8UGJu7Lo/wjmSfYXGY7ynQpbmCLWP56f9nBwgf8/e38BnkeSpeui+7ln33vOPvfuPXBm9t7TMz3N3cVcZWZmLjOTbEm2ZcmyLWZmZpYssJiZmVkyyLJsWZYlS5bM+N74QeBqT89MTVW3VJPf8yxbmRkR+efKiPjWioxYkRkSyz3lkYQxPCApJEm+49a/H4/JDovj7n9wbohEyhIkSPgz4CWPH3/f4fnXIu+E/y1hDK8knf7g+MvrVCJlCRIkSJAgYYpAImUJEiRIkCBhiuAHJOXH3GruGZ95fKeznOLiYopLWr/nd6QpiDcvGbjTy8DIv32I4vWrx3TWCD0IXdR0KaflP+ylpKSY+s4enskX879iuOcG/SOP6L3aIE97W7ZgU443jN7ro+/uiHJG4EsGu2QhBPtprhTllpbRcVem9RfcbK5Q6Lzlz7Fk4QUD129xXxnS8/lQN2WlJRTXtfPgyUSEgkf91+iRrQeaBhjoqlfoT0h5XctboTBlePLgHr099+UTaRR4TE/zLfGvArfbxPOLvB3jocBk65Tvc+v6PflEkZdPHtBeV0xJWfn4Oub+q5XyPC03v99mcVMJj+7fpbd3WDH79NkI7Y3VVNTUvxUlSYaB6zXyZ26+MSAP2fhy9C711WUUVzXIQ2W+fvmUa42K93DzO+uMH9+7RmWZaEstV3kolPr2O2tm8NFLHtxuVZxr7h6fXDc98Jy7ok8YVoauHe1tlj9Hw5Vb8pCir54M0VYv2nh5FV0DE0p9MdJLTWXpuB46ROV6+bCfxhqh08p6bg8/lYd57GpSXO++/3Z7fDxwnapy2bUabtwbZbC7cbys8tomBoROB7vG3tk95Z7V0wXPRRvrYUgWP1SJ188fcav3No+fv+b5wwFaRP9cVlnDvUkrml6O9FFbJfSn1ENb7yhPh3upr5IdV9LZIwuR/IreToVeasf6diWeDN6gWui0uqmDEdFFytY8X21QlFXXfFs+GfJ+d52y/CbuK9+5DD8QKT+iJd2FbZ9pKZe/PMTr8CKOXDDB1OwntGfn66e01VTSKl7IvxV3qgLYdfAEJibnOaCqTfO9YSpsLrLrtCYqR4wouD4s6s0dAg3MuFyYhunho5w9swsts2L5np7PH7djtmkf5oGlilmtT7twUtfDxluf46oa6BtocMrYTXT2qRw8qiLuo8POfQcovfVjtpw39F9J5eSMA0TKg4fcI9HVknNGehw/eRSvdOWSrMc3cD2xDovs6bGEojXLV+jPBL1T25i7WIOq/snflnpxP3wAbdNU5Z7AD2lIsOPbb/SQP21vBSpnZPo/jaZ6OIoFDncJv3AS1dOR8gk1releHD15HANjbdyDcrl3s56z59VEnrOcOupNz/Tq7d7C61fd2O3Yi758SdRLbuaHoaaigZbqYVyi2hmnkHtNnFM9wHkTXQx07ai7c5/SaE+0dXXR0DyBRVAmNyoSOHTkAHom2tg5x9EzlvlhHwEeRugZXEBbw5DUqju0ZPvJ35n+6W3MWXiaiq423HW1Rfk67N5/gLzr3/f74J8br7jVeJmDnx4kTbZOeegalhZa4tkuoKlmS7no9Fuyw7h4/jzaF9S56BA+TiKPb1bh7miJia46i9+bi01eGxVxPpzX0eGs1klM/VK5WZPKoUP70BU6tXGI5uY4Ab2g2v8i+9U0xL3cyWnupT0/SK5To7M7mDn7JKXN1ZxXPTj+zmon4p5OcbzmTmsCR784SMKkdcq3SoM4oGZAqyDaissOHD+lhqHRRXyjShlbvfvkVi1ezlaY6J1m6YdzMcvqoD3ZlSPHjmBs7EhiyVUe9FVjdOq00Ol5DqqdF327Iq8sctglJx3UL5zDyMCQ6IJO7t2oRnffas7qm+AdWi769sfEaq1jn7aJ0HUwnQ8ndPqDkPLdtgpigq04OU9fQcqDBZxYo0/l/RFGvvdH8ymIl6PkxUWSkxOJpUMu4unIdrCmdPA1zzpS2bl1PUsPXqCgY2Ke6JOBG1zpl7WAZ2TYHcYru5gLRyxof/iAHEdTvPM7eNxVhL6dL6WZXuhbpjPy9CqWBzWpGxkhz9UdaxMjnJSkPNqSgLpNJLduX6NXeBWyMJveZmdIr7lK223ZMpsXtPodQy/jx5ur+ub1PWKtzTi/4wKxMlIebcf8ggt1wvosDrTGKbFWpHlEVagjJ/asmDakLMebV5T77Mc5rV8eaEGBR5T7BuLqZoaZnJTfcLu+mJhwa04uMFGQ8qO7wpp+wNPH9VitNhftQBb7/RK+ARboKUk5zU0V9/zbwtDqx89Ck+zGG+KdDfHscQsOa42onhSUfnrhIcUe3jjYm2AtI+VXD0n1s8c/uZmeumRszP3oVQ4uPSh1Z79DltDtSzrDz6Pln4GzgwXFoh713+niWvcdakI00Iu7LmjqGfHWxwmvV86FffGYG713efToHpmurgQmNCq8cvHOKn3345R6l75SV1SdsxkaGaK7vZ7ekbc97amKZw9vctnRHI3V58iUkfKzB7T33OPF024itGxJqLtKTrgbAaJtXW/MxNHche63hiDf0Fd3GTNbP+4M3yXKQxZFrp22gks4uEVQHKyJdrQsdOlzUmyPE1SrDFDy9BY+ahcILG1n5OHjiSVkQqe1AQewS7pLf5kn++0z5O/sSsQFLiYqFgxNdbx82stlO3M0N2qToiTlNy978Ty8kfVnLWnpuU+EowbhVf08vteJi40RVfKlpRPob0rC0saTm0ODJFoYYxtVIo83IdsgZLQzmnOGiaKOdeFz6iT5yjg1z3rrMbGyoe72QwYaktF1DqEu3QfNM/5cGx4RHrqok8PVaK3WonBQsMijp0we0PlBSFmBSYEibuRwTEOdQ1u3sv6UMdem/8icAi+GuezpRHS0E8dOx3BfFonolAqp7a3onTiFjW8oHkaHOGQbzdv961O6axKw07jErRu5rDEI4Pmr13TGX8Q4ppLr+Qn4RWVRFWfGmag2eY5Q/eWky5ddPqcywgcvOSm/pPlyMH6Z1aIJyjBKfXIgbta58rVwohpytzMPuyPuXP3Rh+0mgofwZJCKnHBO7drHGV1b8tv76a1LwdI7kgwPlWlFyg874zihFSAP1vJdXCkMx3HcU5ahGfPllgpSFnh+XzROk+Poucg2pFCcu9OWiLWSlGtj7Tihb0VomB8nDu0gpXVEPswYYXMCLUsXOgd/7Hf2Y2JS8JCn9/HzNCeq+g4PblThaK9LpzJSJrdKOHLiLH4xUTidXMpO0yAM1ZdzZPch1u48IAy6cm4UBrP/jAGhMZGc27tiIsymEu1JVhzVOE9K/W358PfDKwninfnJR5ZawlTYpa7FEdH3LDlwiqa70ylw0XciegkU+GqgpmNKcecANxvSMT97koOHzhNT3DgRBlbgtSDxSBddooq6eS2Ml87KRAxPHuGIqhGJVVeEdxjOXnU9uU7P71uOR4nScxy5SZC3Mcd37GDDgRMECCdB1nc9upbKibNecp2KzBwdf2fLOB7SIs86PTApeMiLBxT6GmIbnYmVkz2tt4XTE2KBhpkDIX5OHD6uQknXROgnmR4vu10kLK+LV0+HSQ2z4PiePWzacwiHhEqGe5rxsNZl39ajuEUmc2tsbdpoL16Wuph5+eFvfZZt55yoTffiwOHD7Bb1UtUlmrtXKtA2PMdRcbxW5QIV3RP3/XFIWeDV48dyz+7m5dMYZb+ri5uG+CNS7sF922FS62s4on5SeM9ueHt7E13UNrG92ZuXtOcGY3rBg4Y+YYX1V3BEw4OBl8+oDTbGMbmK1EA7fFPb6chxQcenUtDwMN5n9lMsHwOdRMrPBghytie24qb4LUPkhzhjZRmtCDwicK8lFTNNW7Kb/hwkOEHKT69mo2LoTu/jp9wr9WOHRQyXTTYzZ+kWNi76kCVqTrRPiyGvxxS6WGKXUKU8fhv/GimPoc5vL9YFCu9uMinLvknlXPbG210Qkf4h8q5PEMbVsEPoZbz9XWp6YRIpP39AtI8dEUVd3LtShJO1Pd2TFtN2lUWJdhKC5/nVqLsnoHvuGGU9j3jQkYOJiwc3+4cpTRJ68o7C6vwGIpv+uO7cqw7nnHsUT18+otjNCpu4Cvl5GSkfE79B1vdcu6SCToowGqcN/piUZbidZYWGdzoh9lrCq+vjSX8j5ubGgkAmXOVHA7WYHzekefgFL+9fx8HKiKyO+zy8nsc5C9H+bt+nPFmm00hszq8nrEE5dCHD06c8fv2akdYUDHwuM/rsMWXi/VlGFisTCD+rPFr5ztagl/LdwJFTGROk/OR6FtuXLWXbzk18M2sm58Oq5d/T06KEXkS90zHRoqZ34tvu05EmzA/p0DA2pv38OY9fvpQPbTt5eZDtp8XJoGbRQz8h20X0/9kTdW34RiWRwb5yclZ3COT+w5c8F3qWlZ7mfpLLzY95IzhS1nXLwmxejJ8YffhxSPlaGidcYuns7KQi9AKB9dNjCOlfxRgpx/lydK0+uY3JnJy/g9SrXbifOoVjYinpoZY4RJaMT4YYqA3gwCYDkqsa6Lx2g+FHNwg8pI5PTiGO6vqEl9bjY3qYopsv6W9PRO+4NYX5/qju8aFb7m1PkPLgnRZcrC/S1P+KiiADTp1xoaChles3e7l/JZljq84SVVZDW0cn90Ql+HExQcqve6tRP2tIZn0zBZHmqLjEMTp4mxs3bpDqsI8LMW3yPYinPJ724m3lSFbLWMi759wXndkYdf5JUr6SyHHXRHmdj7fbTXizos6/5SmneeJwuYCGTE+0Tgdz62qWsJpj5HnSHHfhWzOdP/VMIuU3z6iOcMLIJor0AEtMbDIZev2Uwd5hXnTno+YcSWd9Jga7LpB3rQM3TwcSCuupzgrFzi+EprwQdIIy6awI5dReZ668eMHQ7UGeDV3DzteP4pomSuOdsQxL5/nDXnxtHMloUnSIL1qiOWCv0GmGy368K6fTNNNJpNxXh4ZToPw58oMvYiuMjsuueliEZ1FbJnRnepF6UTcHbwudipz3G0PRNM6UBxJ5Izw1Tyt9PJKLqM6J5JyVLbWZgWj7ZwgPOpzTe+zpEDodFjp9+uAGLv5+5Fc20pgXgUtsPo9H7xLs4EhyrTIy4M0C1J0viXeWheEe8c7kn+OmCyZIWbYfdd/tm7SXp3HeQJfCtj7y4j3xTSmhNMYRPaNY+l+JenpbsQf4aHsEp/XSFIFEngwRfcmbmNxKWsrT8b0UTWOKKzv0gqkX78jfdCd+5X0KnY704BnoQ1ZJJVE2RjhFVtJWGIhxWI78fSb4GVFQUsgp53D5cXWMGR7FE58bf0BS7iPLLWN8UldxsDaqqqpYRL/b65iWGCPl4uvk+J5BVd8aX1dv5FEWeyvRv3AWVTMvmm5PuAVtqTZyPcjkzAVD8q6ITkJU8tPqatiEZnJ36C75sSn0yQzXZw/Ii7CTp83pGiOxV3RXl1Bcfp0HA9fIT8vnvmCJTC/18XLPW3uRleCDtobiWCYx9T/26MRDai9n09SnoKhbpQFonhb3tvSnUz4bXIFbldFkdny/mEN/djy+R0puHjfGpwv3kuGWqZy0JcyQq9XkpbdMTFr6zvUcn9Ny3dsnNSrPwIO+JrJjaoW2ZJ+dReO1VOW0pjalyv6uIkJXnsf0Utm0D7PZ21JOQX6nIszs8HX8HQ05b2wjD/P46vk1PFQVYTbrYk3kz+yaWCffaP5xdznWhppom7sIonnCi0eDRDso6nF6h6xh3CP8qIU8zOad6ih0NFW5aB/IFVm82ScDpObmcn1ggiiu5njK85qEF02zMJsPKA/JoEO5t253vhtqaqroeyXIjWzZpwAXY6EXbQPi6mQfMLtxO6oIsznSkU1w+YQHO9CWjZWuSKtrTW7HoHzmf6yTQqdJLbLaOMClo+byMJt9dbHon1Plgo0v7XeFvp8OkZkvCGRSO26IM5XndUmsVYRGnTYYoSoik9bBiWeRbYuZlZ9L38gLRm7W4W6iipauCTXyhnwTj6OKMJuPr+QoQ28qMNiZj42+SGtkS0X3Y/mM6gQXhU5N4xpkKYhWsZCH2bzbkIjReVWMhGElm8v77MEdIuwUaaPrFd9zW5Is5cfGQdk8mrTv9w9Iyj999Oa78vXag8TX/GTmk0uQ8GfBq1f3SI7MHl8+9u/DQ9LCkyeNUEhQ4D4J4Rn/AZ0qNrqRMBlDJIanjy/t/ffhERmXkrkvhdn88+HNqxc8efZ8Gu97K0HCXwpvBDF/308Y/5G8P2VIOv3h8ZfXqUTKEiRIkCBBwhSBRMo/IGRRc54+fSHsJQkSJEiQIOHfjx+QlEfoKGob/+5zpyWfmJgYLpd2KM/8NPFytIeGlj75bL0rqTaYOJa89e3r9csRqtJj5LrIaFROxBi6SuzlGHKr2nksj3j3krvtTXQPDHOlJk+eVrZm9fnANTJT4uTHMimXL/h+QW9DLVd6uylMEedjE6i8Ifsy9JTWwiRF2mLFWucfF8+41dBBrzLk6NO+FhLiLhOTXc690bH5ym/XiamOWw0547pOzCqi98Hb4QhfPRmm40onI09fySfD1BRlkJCSQY8ytkVnaaw8b7xsDaPiFE9Heumo71FMflJipKeeFvnMPuiuSZHnKW7r+0kZc08GushPiyEpPYfx7bUn4cWDXhqu3JSHKrx/o4G0eKH31FyuTYp1+PROM/U9b8+elk3MSZaljcmg5fYwL58+oL5I6PByLKXXJwIivHhwm/orPUyvEdon3Khqo18Y9nLcvyqvG7nVHTyRnXpyn8rCdBLTsibWxCoxdL1CnjamoFEe2GIMt6/U0jP0gtcvntJQoKjbzX1vz/IfudVAaoLon4qquC+q5etnozSWpIq0lymWbbAscLsxQ563sKnnOzEYpjqecrOmnb5HE8sPHw7c5ErbHXmf/a52rMBz8S6yFDrNr5cH/HgxfIuCzARikrNo73vIg64qxXUhccnpiomHSozebiI9MYb0ggp5mNmXT0aoyVOkzS7slH+z7mvOlh8XNHbLJzyO4Qci5VFqosxZ+5GGYknUSAsWmno4+Dhx8tBu8mRTLn+iePHgOmXVPfJlM1er0/8oUEpPsTu71PTx8bHn5Ek1qu4MkmegxUlTSzSOGpJ9ZVDw2y189C2IK0zE+NApLM1OcuZCJrfuthITHoCPiwkbP1+BU+lNeHwVGzUjrN3Po65jjpurKWf1rKkviWG36nlxH5nOd5Ld9WN28W+43RzDvo92ckkWPOTpHSLtrbHycEHnnArOibKZiKNURYo68fHZ8bXrUx3Xy+OF/nxwNTnCkmUXqB9bn6hEV74HO4/p0dr3mO6icM6p6WKhq4q5R5V42gc47VuOjpMPgcF5KFYc38b72B6OKZdEyfHoGo6HlmOQ1icul3FSR1fc05JzB9y4Po3DbL6FF4/ICDTnjKEprk4W+EcW8lb489dPqQrTZYOmD8P3unG10cLU2gFzk7OY+iQxKuvbnt4mXHMdJ8ImG/XPKPc4x0lDa6GzaKq7BumuisNQ1wwXDwtOnzfhiizOyKsnVARfYP05f55Omw35X9JVGcy3v99Nqnyd8gC5umc5YWbF6SNG5F2/R1duCJqn9DHXUcXat0Y+o1+Oh1dw0TXCzseF0yr7iG1QmIRvhmpR2bSeS7XD3G+I4/hFA6E3AwzPJoyvGBDsgbfQnZ2zg6jLJsTm3+BmfSKGF8W787JCXVOf9uZq1E+qYu/jjJWuJWVj4dmmPF5zszaCne/tIn48zGY31pu3omGaIgzn16IdR6ClPrkdK/DoWhZHTmsKfbmicWI/UeU3KL3sg4mVPVYW2hi6RHK1Pl/eX/jYn2Hh5/vIuqPUy6M+Amx10LGxxdnGgvCsJu4KAjc8sgNLNx9iU5oY7avjrKGs7dtw8ZgjDfcn1nT8IKR8t62K5Dh3NBcZyTvgvkwjVD0LuNrZTn1zK+OO03TGYAmnD2pwfOcC1p+1wuLgMtaetKCmLEq+DvNmdQybNqxi0W51UupvjXs9Lx7d595DmQKekGZ9Av+cAs6q2NH19CFFHqZ45LSJNpUvXnIg5eke6Dvk8ehlDw7H1KmSE/wbeiqisHIL4d6T1wzXx6LhHMvQ8IB844cXD0WjMtUmR5DjXflSimc0ealhnPtjhtkcINHJAZNDhsTLSPnhVZxNPcivryfN2x4fUQn7WqtIiZ+oE9MGokPPdtqHf9mofKH/GF4+7MDu4Ldsu2hDa+8IOWH2eMU30n+9GHsDO65fSWbXcl1y2zu5ekfWKcrCbMZwKd4VEyUpv3k5QnGQI1qHVipI+flD+oZGGegtwnKzBQ3TywX5F/HqYT9+9hdIaBzk4a1arKzMaRrrsASGbhRjtmct64xCGX38jPvDQ4I8XzHYnIGxoz+9Dx7RkOyP3r5FnIi4oswl8Og69kc08Mosp/PGbR4+e0Wm+1Ec4hvo7Gyl7VoPsn0HBq8VYLZ3LWuNI6YNKT972EOilyN6W/RE5y5IeaiG08fsuCkMnAIXI7xyGkgPsscvpYW+9jzsTZzpHhtUGKrG8IIP1Z2NRJvqENv+gFeyEJMmFzmsfkhOyq+ePqD//hC9N1Mw3u4lX0Ylx6sX3H8wyujgdWJdnAhOaKKzPAwblySa2spw1TGlNH1ymE0tNC9PeidTGC+Fs5Do5ojhTn1S5aQsC5cbRnCEM9YyUn79TNGO42TtuETRjpXTrmWjBX1DMrPnBZ2XjNDyS8NT1On4gmZa21u5dntAMWLw+jk1oZo4JF1ReN4Cb4fZTETbPoCqRGdUjrtQ0dHJrSHRFl485q5o+0N9FTgftKK4f2Lo4wchZQUmgofU++5kk6oB2mpqbD+pLl+nOO3Rn8PRjXo03m5Ae6s6+d038LFyIj7eiTOqNpw8cgRtczuMT21ll8Wl7wzxPKI9NwJHfWGhviPM5pXsWPwuZVMd/8dhNl89GyHCSYvI4pvCrntBQ2Qg/pk1StIfpjTUE2/PMuVw6Qt66lKxVfOj+88ZZvPhHTISgtA7fRZ9IytS6sbWS74d5W06YLjlEioXghQBA8bwfIB0N2PcE7MV4fluDRHta4xvcY8wijtwsxJ1vKYQLT1d4T2rcUzPnBalTTQ5eEhvfQo2XpHkep9QkLLAq8eDJAvvxcjaivq+nwYpyzqcrCALTunq42Cmxz51bfn6Yzme3CbMxoiQy+GccQoXxKp45tcvbxNlak9s9hUGb1Zgb+9BTqAWpyInEcDoLaJCHLl46hRHz5wjML8dH/WP2SP6mlNqqmjYe9Pbf4sQa2PCYkJQd4qcRp6yDJOCh3Rls0IvSB4TuePyOUwuFRHqbUpI+W2hhkZcbLRoHbO7h64RHuTOebWzmFraUXb9PvXJfphHlhDndFxOyjI87WvF2/oCToHhXBv7vqJEd6G/fFOQy2Wd9DZlCdIyRENNB//Lydy6UsuZkypYurphfnQpx0O+G8NuKmNSmE0lrhTJggAJUn75ZKId31W247e46jX9VwtwPetFaUstRirzOamqzZGTqlhHZMidzUc9JVzUtePK0ISnK4uDH2ynw3lzS+yEB771vAtN+eFoaWsLnapx3jWEm6KDef3iCbnBxuhbmL8V3vNHI2WNUFn4MegMPYx+xtuxa6clBCmrqgZx74EgZVUnuh7cnCDlwyZ8q6mFX3gMiYmJ5DV0TwqzKYg02QMDXX86Bp4JLqtC5bQbd18+pTrQFOeUKpICrPHLvMKVPHd0vcqFr3sfz1OHKRUV5PH9GswPmdE2KlyAp8IDcbYjofqWnChS3SywckllbDOjvroYQYz2lFz5zhj6j4IJUn7cmclJU2/uCq9nuCqEreYxyjTTjZQfkmtvhWtqvfJYgcdX0tmyYCaLls7n/Y8+5IRnLukhtvild3D/VjXOJmZcEY3s1dOncmu5M/IUFnmKdzCZlBNM1/HR5/NZ8OWv+GqXLtU9E99Pr186xsXU8UHuaY8n929SkpNIbLDweC0NabuniDjxoMafmZ99w5KF3/Drj77APqtHkG0nnufOE5jSyohQYF2wCr/7YBZLZvyOD1cdeTv4zPPnPH39mgdN8Zz3isfr7Dz8y4d48fwxYbZHCA9x4utPZOV/za8++hLnvOkUU2ASKd+r4Ii6O4NvnlHpa4hrWg1JgXYE51xh4HoZzuY2XFeqZaTCh73WyaLfeEl/hjnbrKIxO7SIb+Yv5euPfsEqbX/6ZP2HElku+/Cv+s5HaQHZEPd51zBS3NSwSuvm1euHRNiqC/32c6clT/RtGYQZrscwXRE9bXrgT5Dyq6eKdpwma8c14+14DE9u5qBz3ISshrsM32nH4uJ+Crse87C7UhjngogHntKcFIC1exIPX75t/D2800ZOejLRnuZoOgcy9OiVqKPP5RuopLqdILpxYq7EzcQLnIuZ+Ezzo5Dy685EDlkFUVhYSKjVPi63Tydr9V/AnyJlYUm5a59Gzz+eQEdtLMOKxsNs9hbasWGJFlF5+fJ9UG8P3+Syqjrm4dGYqOgTU9mAl+EhKnrfMHgtA4PD+kRfsuTk0UuIUww3BqFmniOfGDAqvHQXy4u0Db4hx+kEB45bk5JfIN/7t6c2hC0zjxKYmyfX+zWZAfCjYpKn3N+EtuYFQjNziPTSQ8s3VZlmmpHy41u42TiR2zZmLj+ip0lY0W9e8fzZU/lkGjNbaxpujdKR6YeOsIDD3fQxsMxm6Eoie0195LpPCTAk8YqiAkwm5VcvnvFUEHd98El0k3p4fT2TQ6Ye8jzh1vuIbPmxQ6P+mfB8lIRwB1zC4ol00sXcpZAHr0fobukVhPqSZ0KX/TUxqNkGMXD3Oi5HD6LlGEy+0ENVWzdPnin01B2njWpYqyCHJ9xu6uah8AitXByIS8siJ9YHr9QaqpOd0feJoyAvGzd74ZHfUZR/tyqSk7ahjD6dTqMPk0j5TS8xKqqYX4rB8Jg+Ke23aU32El6ZO2Euehjb5fGAUW403eZJdx77TuqRKPQXaHUEy+R2Xj4XOnzyhEhhqIRWDnCvMpQTQt+yuuZjrULBTYVORx/cwMHdgejkTJJC7XGMyqAm1p7jxh5kFuRhonuY3OwUjpq5UpgewtkdRlQMT/IKpzz+BCkLipS144sXnAl3N1C0Y2GYdwud3u9KZf+svXjn5FIgdNZ69QaRwU54R6eRERuIc0AgfSNPSA+2x18Y5wqT8ym9zTKd9uDq5UBEXCKe+hfxiG+iPd9HkHOYXP9RgbZUVBRz3MxZfhzpeJKgih8lzOYApeHFjHVnV/KDMTU1xSejWXlmmuNRF+npjTx+dldYQJUMP3tAXWklHR2VZOVf5dm9JlwcrDH1iuJK/8RQxPVCf7keZCLbsKJS9iHoTjUW5mb4J5UwODJIZVYBcg59/pDK1EB52vJbis7k8Y0y4uoVe4I9GeqhsqgK2aTg0ijz8XLt/aIozYnGzkpxLJPM9j+2hH9YPKY1q4zOAYXFd7cuDmtLcW+f2ElhKt+uE1MeT4coqKiUbwqvwD1KwkvFUygg24y/tLKCAVlc8Yd3SInwxNbZY3youjzaUq77oLxOxQmBhwOdlGW2vhV1aaAlg4JrCr01pjjJ83gK73xaR9n8DmQzzIPdRN308JfvEPXqxU18zyrCbMrw7F4nWZXNjA7eIsFvot66XS5kREmkD6/mkdkqG2UbIkbNSh5m815zOk42pjgGxtE99JyXD++RGeGMuaWVIoStEs/6O8iobJ1mM4VHaUgspmtsb93eKszMzAhILlPsCDV6m4Qwd+xcvYVhLk+Aj5oizOaVXG+FDkNlIRsn4mB2VKbKZ/q/evaQrBCFjuPlITqHiFWzlIfZHGjLwsXWFAf/GK4PPpeHhEzyF2nNzLlUrfCKO7I95XnDclvfmik89fGQptQSrk0yJO7fbKay+Kp805I/bsd38FNzpKozHw/7iXoZU3Wbp3fbCPWyxcY9gEbZZLfXL2ipKxJG+ph7PUz8aSsqX71msCMXd5HfPSROPlP++eg9UgIVZWW0K9JfFUQtO3aPL+PJpM8sPyApS5AgQcK7IQuzmZ5Q/NbSsH87Rsm4LMhGeSRhDIOkCiPm++n0IZmXsySd/hHuC50WfG+dZsVlMyqF2ZQgQYIECRJ+GpBIWYIECRIkSJgikEhZggQJEiRImCL4AUl5iJqEankko8fdlXh7uuHq6oqrmxslYyuyf4J4MXyFovLu8Y3wv4tXz++THSr0IHQRViLbpVOgvxF3oZfo7BplYJUX9FSX0XFngPq8GHnauvE1q6+429lCc9sd5Qy/Z1wvzqfhejvxAaJcD28ylQsWW3P95XmTqm/Kj380vHlNVZLimfLaJ5a7jfZfpa7sumIChRIDHYXU9EyP2ZpXiqMUdVaI76VEugYn3uqjrlI83EWdjsqWBxVozA4dT+sfm82dkRfcrkuVH2c2Kaa2Dbbn4OflSnhKkTzU3tOhW6RfkuXxIDajFdm0pJ7qBEU5SVUTy+h+Anh+/wZJkb64+oVSLttQdhKuFo/pLoGe54p9gsP9XQmKTmHSVuQ8vlFO4ZW3897vLCDAW5Y3jPJr98aD9Dy4UkjZDUU/I/tbVn5CxfXxVRDTA49oy66mRx4SUtbOYxV6is6hf3iUuqwQpd5cCYjL5a5ymdPT3kZCAzzHr2U2i/5g5CYJkQEERia+FT5S1jcXymbeTcbQVcKDfAhNyEa2hfKToS6Sg0RZoo9Kauzn6e0GQvwmys9unZjJPPXxmI68GrqV4YD7m1JE3+tKVFaVfPKcLHRmeowfrt6Boq5N1stT8S4iFM8cW8TDp6/k4UijA4XuI+Lolk2Qf/WcemU/EF5yXZlPgaHrZYT4yvQVQrHou58/HaE8NUieNr6+j6d3mgif9M4ylH2GDD8QKT+gxO8ii987JV/+Ipv5mJ6aTFKEA+s/3ESCMs7vTxEvH/XS0t7/VvSnybiRY8vO804kJYVy7sQhinr6STl7mosefugcMyBVtvzm6U3c9axJKLyM4SFt/Lx1UVWLl4fCezpSheoXK9EPLFWQ3aMOzFTNsHLWQMvah8tRHmifN6C9JocDBjbiPr7o7nSg80ecyvuqPZ4tx3S5lBSGk54N9aKCQhfma9Zw7GKcMsSkwEgz+tsWY5E9PeZf97YUCf0lEe2hxZpVRjSPre183IWXkRUB8dHY6B7DKbGRrvo8eVp/sxNs2+9M1+MObLcdxd7bmmM7XOgSHZ2ZvSVh0WE461kRV9LN7YY0DM5qEBqbQmnNTZ4+qMdE04KwpEvoHttCfPvErNlpjVdPKIv1xdrFnyA/C/SsPCeR7QPC1L/FNDRJ6K+Me8O9BNjpY+oVQJi3AwGxpTySqeFxN74nlqMSOjnM5lNK3c5z3ilA5M2j/c4DBSmPdmKzawEXk2UzhW/id0AFc28XTnxrTvOT6bLM7CWdBZ6s+fk2UsRzPbqWy/6zF0lMjMHqwhFcU1u5Vpcrr3PeRsfZftSdm08U9eX5/S7yslJJinJn14zN+DV2URfqiIaBO24GZ3EOb0BuFj/pIfDUao74T16kKPpuJxPOWXlhraVNQOYV8iMuomrqSUKCP2dPaVDVdp3cTFF+pBvbv9pEUOt0WU//imulfqz/xRbiZEui+pvQsjAnNj4MW00bYTzfpjY1AEt7YZCE2HPRyI4b8r5MVKn2JHZrGAh9R2NyZi9Bue1EuRih5+JLhL8TvhG59F7NRUfLhkh5336Y4h5FXvFGqPI3QdvWU+TPpaXnPrfq4zHUdyImKYizampUtN4gX/7OPNg9azM+dRPr6X8QUr7bVkN2TjB6y0wn1qS+fkFDvC020aVMqxn0fwIvR+8Q6G5Bfscwo93V2Lu6U18ejpZ+HC15QWzcuIb52w4TWXZt3IJ/8+olL+Tm+kNSLc4QnJuLqroLvS+eUOlnimtmCw/acjDxDKEizRU9d0G+b+7hrnqM8nsjFHgEExrsiaeSlAerojjnncSLly/k+zo/f9iDt4k+RTce8uzpI7paEjD81pa2H5GU+1POczSwXXQjLyh0PoBl9g2qgi+TkBOIjZKUXz3tJ8nFkovqm6cNKcvxcoQ48z1Et70af4f3ay9xxs6L8vxC8qubGXqkDKj3YpgQ4/2kXRNpu2PYfy6BkTfDxGgeIOHma/GOXjF0sxIfIxtiCq9TGWLIUTUnMopKaOt7yO1UA1Td06goLCC//uo0W77zJ/DqMWWJwfgGJZAWG45fYCLjsfrvZLF7ySkuFRRSKMjjSV8bNjZmlN4YYagtg/OWLtwcfEB5tDtGR1e8HWZz5ArmB9Wxv5RMoXgPAw+f8/r5ENl+9hicWKUg5d4MDp8JZejNQzIMjhHWMT1GaWRhNtOEt2q1x0S5TvkVz0X9kY2iXY13QudSpSKheN5Aw/1kdr0er59yvHnNlXzR/gLieDhylwBnBxJrbtFTFY+DazD9j59SFe+J0ZGVHJ0ckevhNWxMnCi/MUB7uj92wWk8evZC1MU3vH4l7qV/lvSrD+W/pyNHGFrBSTyeJnaOLMxmmp83NofNFOuUhY5kbfLetQJctGxJrr5CqM1BvC4XU1RSRkevMPKUSn3zekz/z2kLM0M3JBM3OwMy24cYuV6EgYU1tVXJmJoEk1OYiY+xNfVjgzqPunFSO4O5fyyFVQ3cFS55vvs+jMNKKBVtva5rUDEqJn7P1YJgbEW6kUlDrT8IKSvwdqCIZ4NXcDDTpaDjO0Ml0xmvn1J+OYDQ3Abay6PwCs7jbmskZ05Yc/zALtEZnENtzwo2G4criXgMo9TF+eFsncnAH4XZrKAjI1pueb0rzKasUlRG+OAlJ+Xn1IT5459Rp2yQA2S7Ce8irEHcQdYXDpEX7YqdjQGlt95qsj8oXt8q49DebWjpmqK5fynmWQrS7a6JwU5GyqJmXyuJFpUtmRzvE9OKlAfrgjiuGyIfWh5Dd54rO48cwcpUvJ9z6oQqP0PcLXFExTxVsQa5xo3lDmXy8wW2y/FRBgW7URKBlZUREcUddFVcxtrKCjNTUyz8wklxOciGE4ZYm5lx4vRRYWn/RDzll0+oyQrF0txKiDWB8dkMjHHjQAteXi7yZz5voEtuSx8JXoaoaJxG99Rxtp2zpVl4hDZ2fhSGnns7zOaju6THBWBrbo6ekQF+2c101yZj4xFFkf9JBSm3hLHcQhG8ptZjI/Yl0+nT2aTgIUrcu5aPm7YXNb2KMei+ImtOWGa+te5dhpdPBIHanCa2opc3Iz3YONuS3TYgXxNv42JPZ2sZNtbe5IfpoB4+iZTvNaNh7UpL70NulQZi4hOBwua8T7HwCD19qoUvLcp/NICftQYJ1XfeNgamPP44eEhrlh82VoZEFbVgffQzTpy3xtBIH2PPQPreqi6vuN2cgdM5f9r6B8gMNOfYaVV0NdTZedaYupJ0jC1ssTSzwc3dleaxAYQng+QJj1hWT/WNDfFKqyHw7JfsOmuDhaj3WuZm8o1TZPHIg21PEVN++y2d/mikfLshESudIO48/6mY/wo8u5rLYZtQwi13kdT6lIedgpSPmLJDW5fLmYWUlRRS2SEahlLLb14+ojTMQby8SG7KYgjer0FdeEu3ngtvwkd4ymnVxPmaEZjfxbVCL/Rcinjyug+XkyoogrxMkPKTx314OduQUt/HK2FZR4vO3jG4WB5MhFfPefhMYcJ2yUM2KiNa/Bh4+ZTOpjIqK0Rl01mNf4PCcxwnZWFlRhus5dOv5jDjo5/z9R596m5NA4/lzQgZ1jb45rQoTyjQU+CBmk0Qj4Sh1Vfgwmm/fJF2gJizhkQ2K4edemI5eDaW4ddDRJ05RJIg2MdPhScnKsJAVSin3OJ4+vgRD8W5l09HuOR2Dgf93WgKg0r21roiVbiQMo1GFP4EJm9I8by/BRMrS8q6lB82X73g4ehjeTjSvlQ9zsd18eBuF/U1FeRcckfX0ZMMz5N88PEM5n3+K/6wbB9pbcqxb+GtPXn4aDzMprZnHAmW3/Lx57OZ/ck/88nms5SWxnP0VJCogyOk6h4nvHN6eMoKTI7oJZ61O4dzh43IbxtEHsXxzT0uqelxueOPh49H75ZgesSRa/JtRfsJEp5yQlUPNyticXAJpTBYg/c/FDr94jf8ftFOkluU7+PhdexMHCm5fo+2VD/sg9N5NHqXZBczLD0yGVI0bR7cLsBMxYUuWfnTCpNI+fVLHon2J1PlXdGOVV0ScNfZSHKbqFODN3B30KHipvJT65uXDLYkcv6EFaVXh+WjkiP3ummorSA/NhADW1ty/TU5c+mKfMSwNOAsBinK0DjCA3766BFPhOM12pGFgWcYfueX4Fkq25cKYu32EtX4kIf3SjE97MBV5WeIMfxopNyS4YRxYLWglJ8aRMMwOs1xLX/5N185KWv5EWykyWlbH2yMTmEVUTI+weRGhiGLZx3DMzqa2MRUOu/dIl37DFpO7pw/akBiTSOeekepugtDN/IwOqSJm8s51M8ko4jjNUHK/T11uFjo0TEEKRa72LJbhyBRbmJ2iXxvzsN65kSLYzfTI6RenWx7/bB4dSWZPTqWRPsZcfyAD2PTysZJWXksQ32I2vTxlB/14GzjRF77WKf3gLbCdtEYWzB2dOZSZBQ+Dhfwy+uA4VZ09V1ouTfmU1/HfvsRLFxMObbbjRuykJAO5viHhOHvYoR7SiXVKa5o27gQFRlBcHgwHXUFqFu6yt+Zu9lRUq78RDzlFw9J8TXlnLUTAb6u6Ng50jVwh5biqzy+VYKKgZn8mS95mwrP6yZBvjY4eflhd0EDj9iW8cANfSk6Sk/5IZ2FLQzJQkI6W+ITFEpkoAv+WY3j0aWuRZ1SflPuIfCwCgYuthzfYUmLbNuoaYMJUn7UlcGeL9ZiERUl11V+i3i2oSa0dVwnbX5wn+bCK/IAIAPVvqjbFiq+HYt/GyKcOa3riIPOGVwjm5TnBRmlGyk95UdCp80MMUKZqxkaps6Ynz1HUPY18jyOsW6jFv7ivvEZ+fQMv6CvwhsNx2LFvJZphUmkLNrxBQtTIi5F4itrx9lNFCW4Y+YeQHiILy4+nnQ/GKKlsJO+jsts/WwjNkIHMv2XNl0nJtgOGw9fnPXP4BhaR199NLtOXpT3wYa6R0lt6+NKUTP3R27j5WmFm18QkUHuBKRX0pYfjJadt7wsJ3sdGkTnfr/GD1WbgvF3M4YfkJSHaUivF9VEgYGuOqrGvpr/xDDQmkVqk2KXH9l+yuU1PbwYusqlsCB8L2dyc9LemLdrE/D19ZVLYFgUzbIt7AZa8ff3I6GwgQePhmkpr1HsN/viMc3FifK0Tf1jIwyvuXetnfbOuzwe7aOlrgVZlMeGTL/xckPjs+QNp7MoXH58uWQizOOPAmEJ1mUo7l08aXbsw4EumqpuvBUNZ/BqKQ1jOwRNdTwboaapmf7xvUaHqE9vkO/A9fhmJQHinV3KKGdYZtk+GaCovm18dEKGO03Zcp3kK2fD379SSGiQL+HJBfKZsrLwhblxvvgHBo/PSL9dnybPE1Pc8ZMKsynbdSc5StSR0Giqux8IB/kOQRcUYTa7yqPlzxwtiFb2mWdEGJuXw3y5lJjFnUnfDZ70VFN2XdaHjJCgaS0Pszl0rZTwYF/CkvLkM97HMHK9jKqbikHdkeul8vLTayZtDDMt8JjOgnpuP34u3yQ/PkLRxmSSUtsjLvdTUNfOkxdjxts9AjUVYTaf9DZSMHlW9eht0uIiiIhPf2tG+5NbtZTJt4gaJUnoVBZmk+EuLl8KITqtkHtChW0FoeP3DbmcIg+9+eh2w3dmJ08XPOFqcQO35Jt0K/pufz9R15Tt+MWDXnITw0TfHKnomxkgWNOR2u5qokMn9J/T0s9obwsJl0R7jk2Rz2h//fIZVamK65crb4i8o6Rq28jDbMpWFESJ/KHxmfK+WbYVZHWWMAZE2jLljlCyWfP5350JL/ADkrIECRIkvBuvX90jL6v2X1yl8KcxSm566U9w1O0/ikGy06u/p04fkifp9B24T85/QKf5maU8/Q9aghIpS5AgQYIECVMEEilLkCBBggQJUwQSKUuQIEGCBAlTBD8gKd+jMDBfOWMY2rN90NXVRT+sSHnmJ4BXT2mpLKW5+/6/ea3ey2f9XHbQlevCMU251Ka3HAN9PTxjC1Bs3fucqwWZ1Hf3UZrgJU9bfPO1PCSes7WR/Fgml8pvi7RPaU1LpLS1Dn9rcd7QlOgaxaSzmjgrebrg/Ct/hrWEj2hKLaK9XzGL5GFnDqZG+ui6XeL6wNgqyrfrxFRHU5rHuK7NXYNov6uYHPK0rwV/F7Pxa16p9ZTFOo4fW/nGyPf2bUxxkx+bRVfI88n2mLYwlqVxIa/jLm8eD5B5yQ0DY3OU29RyNT9QUU5wnnz51E8Fsqh+wW7m6Fo4yNfLTkZzqkJ3AZnN8tnTgx35uFjK9GRLUnkXz188pipZ0X/kXZs8bRD6G5KwMpGldSK75c54YKL7TSlkdozNaHpBV2UFNa0T16cbZJOAfBxNFXVDiF9uJ4z2EOPvgJndpDWx43hJT30VVfU9inC8968S4GaNtXsQ14bkCQRGqInK47o8jKcCL4Z6iPVT9BsycYgp5ak8is19SgJzkPU4MrSmOcmv+2c2MWm75mmF77Zj2R7mb7VjH0U7HsOTq7ny874pNcgCw8lCZ3rayNJaEVvQycNnd4lR9u3O6ZPWfov6112ZgLWRuGbvR+3NEZ6P9hPvpUjr5l8yPiH62b2rZJTW8njS0uEfhJRfvxwg2+UMC/6grlgSdb+MC2dEo6nKwVplAzGTI+VNZ7x5yd1bN7l7f4THT14I4nvD8yePFcsyXj1n5MEwwyMP3woc0pVlw2GrS1RVZWGiupvMa7e4pKKOXWwSFif0iWu6w5tH13DUsyO54BL6R4xJSnDk5KFQbogX2dxQQ0VuJCrLDhDR2s+bB00YqNvg6H4OE79EivOj0dU6R2N5BkesA8R9EjDeakXLj9rBv6Kz0JN1v9hAuOj4eNSFm5EdsYX5BNmcxvxShbxOZDmLOvHe6Ykob1Mc93tahf6qyAvX59utDlxRrh+UBWXpaK6jsjCJi98exCGzlbtdTfK08S5nOXjSn5s3szmn6U6eqPO2GntJu/qIHCtNLCIzRbpmeoefcKM8HP0z9sRHWKF5Nk7Uowp0NRzJqsrF9uRGLrVM097uu3j5iLxLHrgGJ5EhjEwzW0/5Ru8yvLmWwS5VU/HMBQQb6pNy7T5VQTYYeoQLPTXQLYy8+7dyMDigR3yCC6r7A+geq8pvHpPvcBGz0BSRtonbQ4/lbfDlYANGm2crl0S94d61VPa+vwKL+HplvPjph1eP79PeVEtlQQLnthzErbCVpkRP9Ax9ifEyxsgmm+HxJv6G4dt5HP5oGQahFcLEf0iZny06dpeIsNHBPqCCR6+fUp9ky5J/2EL6+DI+0Xc/e0hXez2VZfnYqx5Gx7dQkPIIpcH6zPlfexSzs28WoGLlI3SegtU+a6oeTJPVFN/BW+14u6wdt0y0Y1dFO771TEmOb7rx26eKa0IsOvsMyOsdpCHGFX1Hfyoq6+m684ArmTaiz53Ut19XvJBn9zowszIiJi2PWH9jDN1i6W4vxlxDi6TiKlo6+uQrVN68ekKh1ylWqjgxKI8tq8APQsr3rjRSXBqN0dg65Qf1OJh5cSnqEp7G1lSPW2rTHC+GuezpRHS0E8dOxwhr5z6Rp1RIvfWQ9lQ/du3dxdq9RwgqaHvH8pYHJBhpcakgh2Nn3Ol/+ZSaIBOc0psZbsnG3CecyhRndL0qxAsbwuvUQUpkLuabV7TlBGIfksjDF0LXFZFcDEgbX+rxfLQLLwNjym4/kTewppIALuxx4uqPSMpvXg+SGxKC2xlrEmWk/OQW0d7+hIRH4O/gQmzVdfo7Gykpn1QnpgueDxJudJBk2QqH7+BWXRL2br70jQ0ECEvZR/8oebfg+qXjnHDPICkqiviKq4iXis6e45h7BRGVUcKdB8+oiLPFLqqBh6PXcT2vQUNXI84WXkTI24kVFQPT1a97Gy8e3MHH8jDuQUlEJ6TRNGlNzkiZB3ts0kUdf0FbiCpqfrl4aKpzztydqOQcrvY/5napF5ouJTxlGL8zByhQDASJJtSB8UEVjN0CiEov4tbQU149HSDZ2xaz0+uUpDxCcVAkYR7u+E9jUh5Dd2Us9qIO3Rt9RGKAHcE5VxnoKsPZ3Jrr42odpTQomqgQb7xlpPykD19nB1LqbnO7JhEH1wB6+m+THxuG7S4T8iaR8hge9tZhb2ZAu+irH/ReoTDrEibL9RWkLPDm5TPaykPRP+RAo2wnh2mMsXZ8Zyx6l6wd6yna8Tju5HHgjL+ogU8pdtTAu6CJEP3TnNJ3JjIpg7bJa/dE3x5nqEXkWJCbcbzmdnk8Ju4xVF02Z+u3ugSJ/qGgUxHJYaAtEb1De9lpHvjDk7ICk4KH9BSha+GGn58frmZa5L6jg5uW+JdIuaWRs7s3sXHXPravnsVq3dDvhNl8QJls1xX3IobfEWazNfUSPmF57wyz+fLpMP6Wx7lcKRuKe0ZlkC/+GfXCNpahj0Qzc0ITO+UBBF4/HZGvhfOy1SS768cjZQXuETVGykPX8PbywMvbFw9bYwJz25Vp3g4oMx1wt8Kbo4Zhf7SgX4Z4h/14ZXaPd/S38yxQsc6QB1SocVvLSjVHeZ3Xu3CUwo4BijJi5McuTpZ4ZzWTE6KPRfo1XjwaxMdkB6UVpRhYKdqJm6kWmdd+GqT89H4Phodmck4YHC5ONlj6Bsl3H5Jj+DomalvYfViNM7sWohJQTb3wBmU6cHe1xyOhgMYES46FNsuTRxotJ3Es0uaTQUozLyv6FScrvDMauFYRi41nPGWBqkpSluExBT8RUo622Yt/7k1ePR8l1NuUkPLbjN5qxMVGC+VyeCWeUT5Gyu8Is6mwi27j9y+QclWICkbh7fJIawpcx2ESKb9+8YSGvGi87M+T0jb2MqcnEuTt+MY72/E4OhNYbhwt/7Mp+DCWKR20lCTJ656HuyPuMRnynd9kfXtpoAtuHiXyeAaT8exhMx5nbMhtvMtAZ7E8r0zsPVxouXEFdyMrkrIT0Hb6M5DyUJ4lBzwqxAt+TX+KDjsDJo+3T2NMIuWjKhHce9WJ1coDpDbWcfK8EVnVbVxpqaXhWt+4p/z66SBp7pZYuqdxTzYc+qAereM2XH08SoGrKR4ZNUR5GRBaepuuEl/0bXN4+LwbuyOnqRZv+WF/PsaHPLn54jWvR2/j5mxBZssAT++1E6Cvj3dyE/LId88e0HNf0Vh+9DCbckyQ8uPOTFTNfOh//IKH9ZfYYBKhTDPNSPnNMEnmdoQWTYq3PIaXdRhstqJj7NvP67uEnjYl6YoiWlmL/3ZBCn3yb5iNgYcwz+zlTv+geDevGa6PRsMzmcpEJ2z9yxgaaMTmjAGlKXYccCmSt5OhDH22+UyrMYV/Ec+Gb+Nqcpj86095fKcZB0dRB+4ovatnI3RcvcLNG9dJNN2OY3E/gwMDjD57yaPrxZh7+FOd58d5s3RGnvfgdPQU5WMjbS+fcvfeIE9eToTZTLE/wMzZC5gzFmZTHpjhJ0LKL2vQ3WxDp6zOvXpMRpA9vknN3GnLwc7YFWWsFCUmkfKze4Q52RFTeoOu4ijsXS6h2IX0XyDlV+1YbzGi9q0QmpNIWRgEPYOKPN1xmpyLe3ubwmkFZTtun9SOw06bkdj5naiD98tQP+pMz/MHpBqfI6T2NkODAzx4+kIegMXe3Y32njukulqIvj2dgSeTDOo3LxjuFP32cR2yrzyQf958NjpA3/ATuTOV4nYC39BAtqxczII5X/DLP3yIUcJEwKcfhZS5XcbRI0exdHFBU/MQ8U0/kcheY6ScmojG6q3ouwnjY8FWUrvvkW2nw2EdC85rncDh8sTeuFcStJj1+Q5MhC7cfYOpv32bQpNzHNEz4tRRQ9Lqm/DQVaFG1ImRnhJMDqtiqH8EDb1cebjKoRofjtsWya24Bz21uFgY0inIOs5gPSvWnxBWsAu+l5Lpbi5G9eI5XMSxuaEa+eMf4n4sTPKUh7uw1TuNvr09BvoaWEYXK9NMM1J+eBMHWycKxmMLD1KdUK2YlHE1gp16aRMbAQy1cMHAlbZ7Sq+hp4jTxhZy/VuaaVHaehMXZyNshE5cnW0IkYXua0xG97gGhhePomdbxnBvJSeOH8NC5NHSPEhM/XSMmPQOvBCkmOiNkbUdDnaWuIZf5u5oHxXJjYz21Yq6fV54ehc4ss+WtsE+ogKtMbG0EnqyIyijkr5bVVgcVEFf/zinLwhjVngjdQkV3BNGqZebKVZ2dgqd5reN76w1EWZThp8IKXeGsEM/S1nnXtGdH8ZZtQsYnlPBJqCeR9ylPKEeRRTrSaQseov2OE9OnDHE4MxJvBM6xFUZJpPyA+oTypFTUU86e86Fyze1mcAkUr5bh6a+eGeinloYnya9fRp7yu9oxxcNXWkda8dCIxUJdUI7/aRon0JFX4/jByyoud1HUrgdBubmou7ZE5hSRHmEJrO/UPTtHn6yvr2fhsRybvQ1orNhOXvPGcl1Fiwcr46iMNQu6siPfUOCRb1X3G20PfPH9JQfcq3iyviL7a7PJDk5mdRq5cb+PwWMkXLxda7VpJGcU0xNeTX9sho/eoucrHSSC6rkW3WN4V5nsVwPMknLylVsnP/gBqkpKRQ3XOXhk4d0tXYi37r35TO6Gkvkaa8PKUj1+eA16pS7lD9/fJ+uzi5kDvfVqpTxcjOLquh/+JKexmz5cUHT+MaePyKe09tyTXS2imcduVkr30M7ubCWwYdjMxjfrhNTHi8e0XG9iyHh8SswytWKq4rfL95ZxfVJkyOePaDxavekkIeiy2spkuu/tF3xEXT0VgOZ6clkl9WLMkW65w9pry0kNT2Tm8r9AG4p31ly5ZWfVJjNl6N3qSzKJD2nkJtDz3n1YoBwQ0WYzTut+fJnLm+/I48R/6j/CgVZyWQUlHNnRDSEV8+52VIqT3NlQNYwHpGmYysPszl6u5lsodOskjrRkU3EXXrc2zI+W15GYIPdN+jpG1F+5pmmEMZuRdekQdGnw9SX55GRW6gMRzpMuI4izKZw+Ri6dZObtxWbHvD4HuVF2WQXVTC+GEKQdU/dFeE1y/QmPG8dGwXpPrxDxZWxD/djeMz1ig5BTgr0Kd9ZXn2XfFvHaYt/tR0/4JKOIzLWenGvU/7MZS09cm/38UAXxTminuYVc2v4hejbFe1dJmlZeXTdf0CWvh3FI/3UFCrOy3VWd43Hj0ZoLFEct9yZ+Dj28uE92rp6eD7pc+cPSMo/fdzOdWHpIR1Krv5UZq5JkPDnwevXA5SUtH9PkhyluLBhehPsj4JBigrbvqdeHgqdjs1NkTCB+0Knrd9bpyXF9fIdpf4jkEhZgoQphhcvXvDs2TNJJJHkP6FIpCxBwhTD48ePGR0dlUQSSf4TikTKEiRMMUikLIkk/3lFImUJEqYYpjop37/bS6DJWfbt0+RSxhX5uYY4U3G8Ty4+2Ve52VCK8dkTHDmpRVrJtbfyFwbaydNpWYQxMDjA9bJ4zqsdQ+WMAUW13Yp0/R2EWV7kcvW9t/LKpP9WHY6GhqTUXqcgWH/8vioXLCju6Gd0uJ/iSEecI4oZevB23r+0tGdHc+LIQdQu2NHYeWf8/NBAPyFmmuI5NAktaR8/f7M5GzNDW8qv3+FWUy5mWopnvWgfTOediXI7SsPQFOc1zYLpuDckPzdyswgLXUuqboylu0dFpA367uncUeYb7G7E3URtXIeabgn0338grt2lwM8Qk6AS+kW6piR7cV0V89BcBodHlOVNDenIjUXt2HG0jcJp6xoYP//g/iDhFlry57ILLJCfa0kJ4eCB4+i5xdPVe4ckd8V1magZu1E/nr+Pykgn+fmzJgH03r1Pd3UB+qdVxLtzp6LrLg+GB8kJNUdVpLEJLh7XqUyuFqeieeIIJzRNKGvoUZy/2yrazTkSmpT6ezBIZbwrjkHZ9A9N5JVIWYKEKYapTso9GeEc3XuKAEt1vlp4iuLebgIPz2C1WTJtbW309Nwkxuooe/T9iXM5ycZdejT2KDui1jT2btuAR0wiasu+xiyiFIuDm9mgexlP9aWsPONF59V2bI9u5mf/1/8bvaTet+8/fJcYg3X8t5/NwD6tgb5b12hrqSP8wjq+3KhPVfcdEl30+OB//DeWakcIApmU9y8tN2sxPL6Ri76pOKmtZY9RPA9GFNdKPY4wa7UmabHOLFx0kPSrw4wO3cF+/6f8n79czeX6q1THmjJnowolNY1cvXGL+0qDY/hqOocWLcQpNIGTu48SkX2LzrIUDs/+mF98tpTEZlm6B1wvCWft5/+T97915obyN40IYrl5vZOGsgyOLf+Kg/apDAwN0ZHpxpzf/y1z1S/RfSVNlL+LoMRovl2yBp+KCWPiLy49nfip7kXbIYoz6xai7p3PsFKnd4t9WbP9CJfjA9g8cyFuweL5v1yAU2I62ru2oB1azp2bV2hrrsHxyEIWH3ak5Y6ynjbFsWLmWsz9Yti++EsuBOZisG0h+62jCDc8wJazPlRnu7Fu2W4uh7qzeZsuJW3K39TbjrPWDlQd4wjQ3cZ2DV+udjRhfmA9/+v//K9Y5AqjRxiO2QFWfPxX/zcL1Ly4PaDMK0QiZQkSphimxfD1nSsE6R1kg3oA1weqOD/nQzaessEzOIYrdye8lQTTlXy5SpWKa/ffyn+nMZHdX/+Mkz4lohw1NhzW5Pi3a9D0yaclx5ENM+bx8//9P75DyvdpT7dl9eJF/Oa3ClJ+IM7fqgxizUezca+8zej1ZA4tW8/XH/0Di6caKSvl/u02zHZ+yFy1wHFSTjNezoyNVjTdymH3J19hk95BY9R5Zn4xg398T5ByXTvpzkdYOH87FvZu5Dd0MqQs70aGLZ/N3Iihlw3eYZl037lKmKkaWxd9wT8qSfn+3XYcT69l1m9/xsc7Jkh5TMr8jjFnmTCwrg/Q31WO8TGR9ld/LyflslhdvvjkGOW9lWiv+JRToW1v5Z0K0l0qDIa1u/HKbZHXibeuFToy98MPuWhly6zfzOPy1Q4ChS6Wa4Qrrhc4sPDTVYTW903kEzpQ37iJQ6dPsXT1fsKyClFdKJ49qIjy6PMsWqFOsNF2Plh+GFNXG6IyG+UjCuP5hTwY7MXt+BfM2mdDSawFG2fO5R/+/v+nIOUbmZxcu4VZn/0j8yRSliBhamNakPK9HoovO7Dz22Pk5CSz5vM5aLu4o7JBeCs+iqHCpjhfPv/9P7LVIIKb9yfyDvb2YHVgCX/zm4Uk1bTgrnGI7edssTywGBXjCLq6OgUxX2btzF++Rcr3rpZy9uhB7CP92fTNGCn3kWp5gEXbbbgtSzd4g8byaqyOzpqypBxndoJ/+tUH6EdVMKI8110byZ7Fc5m7bS0zf/URhh6B7Pr2ID6Rjsz/RpByVTPBWltYvEcHB/29rN5zkWrlUGuTIO8PP5ktvDpHDqxYgs6lKro6O+hKMh4n5ZooPbadMcf51DK+3PVdUm7HdOWXqHpWMCCOMzzVOWTkiN2+r+SknB10gk8/PDhOynvcKiblnRpyt7UAw5O7OeeW+dYni57GctRWfcQvF56gvLMB3zPb+XL5KhZ89nsWyUm5h8gza1l7KvSt4efRzlz2Lt/ARWsrDq9ciHNSIxnumixcuIQlq2bzjSBlR9XZ/GHxPty99Fi9cAvBFcIonFRGvqchv/rlr1H3yubWzQ7asiNY9Pk/Kkh58CZN1Y24n54vkbIECVMdU52UezuqKapspf9WOls+mSE6rFryswvouttDlM4mZp72py3dnbm/+yXLdVxpfTDCyL3rlBVV0NN7i6AzS/l/3luCTUENPa2F7J35OQYJlRT6nmD1Nn06bg8x2pbBhjFSHuqlrjifwqxIjm9YwLw5X/A//+qv+P06PVqvVKO9eSb73RSGgFzuduEwFUl5uJ9Sb3X+6ecfczI4mZsjI9y5Vk9lTRt91zspKSzjxrV09n09H1NnV3atWsDsr97nb/7q75hzyImSinzKW27QURbIshWbSSmvo0zkac70YMHnhyi424LD1tmsMEmX328kz1JJyre5pLuT+Qvm8emv/o7/8cvZmIbnUCl02tErvOhyP77+dDahjbLfeRP3E6tZsHAuH/3TX/HX76/BzEyD2V/sIbu9FPWlX2OccvPt5/oLynD/LaqKi2m/eYPLprtYcsSd7isNVFS3cKe7Bc0Vv+cf5+4k/noPowN3aCjIpfFKG16qG1F1LpCHw9y76HMuxCm/4wujrrywlKIwPWFQbiK3txmX7XM4YJ/P9doyyuqvUhyuza595iS5qbFwoy3Nd0Ud/kiUIYyhhpJ82nvuUR2uz3v//Dv2ukVxXdR/ednNSSwdI2X5ve7gJ5GyBAlTH1OdlJszHVm2bB2Hduxg4xFzyirzObV9DRsPH2XTig04X8rFVWUW/+2//IItaqcxdo+ktcSHJV+tIjpGEMDP/h9++fEqVDQ1CUovI1B3Pyu/PcTBlXPRdUjirsyrnkzKN/M4MuN9HIoU97/dmTHuKd8WpL5/9jysshsnfuMUJeXBTvEcC3/D3/zd1xwUz24VUUiB11HW7TGmOjeODfPnsGvzLjZrBNHWr8jTVuAl95Sjq1uJtj/Bkk17ObJrNYc0vbhSHcTiTxeTUNmGu9ZRjh4+yNqlm4ivVIwuTJDy2G/oJe7iKoWn3FOIyszfC8NolJaYi3zx8RHKlL9TITcJPjZD7infutuK88FN4rcdYdX2sxRcnfg88ZeW+z0NWKh9y6pdx9i5bgeWERUUB6qxdrsumcEX+Zv/8ld8vmwHmgamZJZU4XB4FYs2HWfzt2cJK71Bd0U0az5ZRkir0tC4EsnyzxYQmpaF1pbVbN67h/ULRL3NayXZ7hTzVu3i4Nb96AVX0N1RxIW9u1A9vJWNmzWobihBbe4fMI6qQHvjR/x//9sH7BPv2TwonbuDgoglUpYgYXpiqpPyA+HxNdWWU1hYQecN2ezoYW5ebRbHhZTXtDIwMMDVJtn1QrmU1bVy52YbdprqFLZeo7y0aPxa8427DNy+RmVpMSXl1fTcGVTcR3RYjTXlXOkdZvT+bSK0DxDVrrj/8H3ZtRqu3xlgeKCPpuoqrvVNIooHQ3S11lDXeYsR5TfbqSAP7vXSWF06/uyVMq+3IAZbJ2+u3b1Hc12FOF9Bxy3F7GmZDN7tprZGGB8D97nX1011RSnFJeVcF97Y6MB17E8fp6hbNiO9gwpRZkVtO8Njs6P7rlFWVU/v4NhvGBYGTQPVzV0MDfUSdX4/EW2j3BPvpqqy5TvfRMU7FTqsbb/FsDjuv94u9yDrOrrHv4NPDXlAb3cHJcUlVNZ00j/wgKslCdjau9HcrqiTMikqLeeaqC+3rrdSVFgidHBDbrDdv3uT+opaegZFPZOVN9CF05lj5N8YErpqlOctr21jaHiY/t7rVJaXCCO0VU6iIyMPBDHXUSrSNLYLT1zoNEbnEMG1vbTUlY3fu6LpKkMyb3mwl/rqMlFXlb9dlr+9Vui4e3xymkwkUpYgYYphWnxT/nfK8I08EhKa3nntX5W+BmIvTRqe/glJZ2UKZWVvLxn7N0tPPrGxDe++9q9JXxOxEXnvvjbN5Vp1KsXFV9957V+VnkJiL9e9+9q/JndbiIvMFWStNIq+p0ikLEHCFMNPkZQlkUSSf5tIpCxBwhTDmzdvJJFEkv+kIpGyBAkSJEiQMEUgkbIECRIkSJAwRSCRsgQJEiRIkDBFIJGyBAkSJEiQMEUgkbIECRIkSJAwRSCRsgQJEiRIkDBFIJGyBAkSJEiQMEUgkbIECRIkSJAwRSCRsgQJEiRIkDBFICflZ8+ecfv2bUkkkUQSSSSR5C8oclKWxdrt7OyURBJJJJFEEkn+giKRsiSSSCKJJJJMEfmBSLmDloZUTHaYkiU7bmvGXm0Rs+fM5rjlJVrav5t+mkprHUEu9gTGF9HxruvvkKbqVFTXzmSO0MW6iz40N1fhp7OHeXPnMPNbdRILaujsqCfC3ADfhDRsz+xg1qxvsIpuoF3k7+ho5LK4p5NnEi2yMjtqCLyghV2QG3tXzmLOgsWouiTRKtdxB5WJnpyyCf43/77vK20tJXieMSMkp1z8pjaKQk1YsmgeM7eoEJldSX1+HKf3rGD2omWccU+hbRrUgcaSVLQPrmL2/AUcd0pQ6lQm7TTFOzBHvLNv1czIr2mjJNmPgxtnsWT1BvzSWuhob8FLe6u8zi9UtaW5rZ3mFHeWL13IpiPnSS9vE+WIdtKYhul2YzJk5Yp24nJmuTzPYdMQmtomfsv0lg6qM0I5vG0Zs5evwzAok/aO71xPC0DLxofGlnYKws3ZsFzWRjag75lIY2MFzlq7RDuYgUlYpbwdjOXL9tVi2SJR7+dswyoii+rCRNS3fi10OJ/96l6Ud7aR7XmOGbNmsk8/cPrqVLSpggAdZos6N2P7aVKKailL8mHfuhni2VdwyiSc2knpOzoaiHa0w9k3mVZZPyDS7t64hFmrtmJzKZfGKtmG/DIdz8QoqPQtneb4X2TlYplOt2AekkFxViAHV4ljce+DdnG0trTge3G9vJ4e0PehtqVj/L7TStpbiXc4wrx5s9lx2oy8almbFO20PgmjnRbkTE7b0Uqq6xn5M8/YpU1+ZSN50fbsWDObVVv3Ep4j2rw8XTslocZoeWdM5BU6bckMYMvaZazbrUpcUSvNVXkYHFsjdDybvVYxom8R+QL1RT2dxe4LHlQ3T+j0ByHlhopMHGVk8pv9JInjpig9lqh5U99ZT8iZnZglN74z37STlmpcjHRwCggnJq5AkGQz+XGXKa6rIy0zkQgXFxx8wymqbhrPUxhhiW5wnvi7FvtjSzF0D+W0rZ8gqWaSHY5xyDKK1rJ41NUMCA42Q+WANSWl4exbdoa0lmYyw+zY8vki1CwjaRbltRSGse+IKW5uBngmldFcm8n5w1sJyxMvvjoH413z+PqA7Y9LyqIDCLVUZ9GvVmGfWkxnrTA8DuiQVlvDZeuTqFqFEWRzGnPfLOprs3CxMCGn+h3lTDFJ9DXgvGU0tQ3pnN2+mehS5bWWLLTX7CcovxhHFTXMw1KJCnYlOKOS0nQvtPY6UlbswfZ9LlR1VmK3ZxG2yQXiXRzFLSEX3/Nn0fWMp74qGxfNXcz8xS4SRLlNl41YcsKdus4GwjV3Y5xQ/0e/aTpKR3M1zsaauEYVUl0Ui5O9IyX1E9db64uxOrCIb3abUN8ojMyLZzEMSBm/Xp7uwrGdphSWRnJwqTopzcq8bRW4qKhglyjqnDJt3iUnNM/aUdaiTNMcy/ElKsSVZnN+9QECKpvH004rqY7jwHYdCkVbizDYx1m3eOIcDblgHUTjHxm4zaSH2LDps8Wcso2mpbkcO10dPC7nCyKx5dRZI9KiPTEKLRBpEzk955zCKJRJWxUe6qpYxeSPlxfna4zD5WLa28rR278SNyczlh6zF0ZAI9F6R9CLLB1PO52kJcuPNaKfKm5pJNnpotBpLHVlqdiqbWXOB8dJnZS2Oc+X3cdsqe5sItlDB7eobPwCPIkvqCUjxBbds77UCPKty4tEbcVnrDeMnbhXWxn2J4VOhYFzyeIC5yxDSQ0345ReGA2dxZzbvILQ7CRUlx4WfUw+hluP4JFXPZ7/ByHl+vJicnKDODPnjJyUG6N0WaruK0i5gRCNJRzymGhE01rGSNlJh2/3Ocs7YIe9O/DJykRz71Eu6OpyZM9x7EOy3kGKhVhsP0FgyRhh1xNlqIueXwoViYHo2LgQ46nNEat42kTlNzu8kpDCZnJj4vCzN8VYScpF4Q5oOk14wo3ViVzcd4HkmlaSvLRRP7qfddpuPzopZ8SEYbH/HB4yUhZ6iQ904Oj2nRxVNSAisxRb1ZnsP3KK7Tv3YXmp8N3lTDGpyo3CQO0YO7Ydwd4/juqxjr4kkg3HjKlqbRGGlDpaHvHy87WpPhzcuxlzt1yaGgtw0D3L7i170TZypbAgSXhuBmRX1JPpq4+GbSC1FSVkZwejMeeUgpRjDFmq6iEn5Yhzy9nnMtExTmdprinCVH0phw+osHXfMVzj3+7EswJ1OXHkCJvP2VFfmceFI5tZtXw9Ww6fITi9koIQXfaaXBYeXyPWR1cSUKDMW5ki6tgGNqzZyBYVHeLya7lsc4hvZq1i67bt6IcI/WW7seKEK02dLURor8M4fpo6BC2VxPjYcmDLDlROGxObW4yz9nYWLFzDlj1HcIwtmZS+mZyYWHysTTCRkXJ7EzmxPmge2Mveg1r4xObQLIi8qTgJXfX1qGpHCkJR5q3K4OTujaxbvYEtx88TnTtBDu1t2ehsO01EoCnLjjsIUm4iRn8ju2xSx9NMJ5GR8tqDepS0NJHqfJKN2p7UlhSSUxDEqTmab5Fyvv9Z9mtqcWzLFrZo2lPV0Co/Xx3vxLc7duAYVEhzayN+Vme4eHwTO6wSxvN21mRz5pwuUblV5EfYoWXqQFFuPCanT7BjywGsvaKoyPRh5XF7GjtbiTbYgX5E2Xj+H4SUFZKGlpKUO1sbsFSZL1z/1exa9xXHfMrfkX4ayh+Rchk227crSPnIBS6XVBDvaISuyyXaxofrOmioTMPm+CkcwwtERyPOtdYR5WHKRS034UE0Ee1kiol9NInemhy0TxaE2oqVyiIC82T5W4gZI+X2WvwM9LENSqOjo5Wq4hj0d6gRnN1Ac6Ef27acxtVOi1XHdCmpVVSiH0/KcVKScntRDPtULhCdmcUlu9McNQvi3Jb3OeUQTWZaHPrnDpJQ0v6OMqaWRNuqccIqlOycy1xU2Ut4nlKHhWGsPGFGfWsbaa6qnHFRWMXtzXXkpkZhpKdOop8JK1VdySzKxEV0fKY+kew8bUReZSM5AXqoW/sq60QG2kpSlrUTe7UlzJK1k7VfCeN1ckc7faWpqgCVzV+j7x1PWmwgF/Q0ya5SDM+1FQezc4saLk56wtA5R1ZpPXVFeaTm5ZEZ44W+nRuX3bXZZZlIe2cbdicX4ZOjLLu9ler8HFILCkgLtUPbKZS6ijIyMzPJzc/G0VSdS4H2LDzlKQzbdmL0VqIX3fDWb5su0p4XwubDOqQU5hJmfhRVx3gay4pIy8khOyUaC0tj0ismDyM3E6Uk5ebaIozPn8E6JJEk4UGfumBKUW07Ha1NVJaV4Hx+A16ZsqFbkU/otKZA6DQ/n/RwR847BtLQ3EZNaTxGO1Xwy6inTZCPh9YaUU9Xsn3NDPY4Zk267zSStmairQ8yd94SNq1cwBrdIOW1ZGEov03KmR4qzNumQVpREaFmuzgfqDCY25tqyIj2RsfEgMRwa7bt1sXDaC/rtb2obFDqtCqTk9q6XM6voTDKnrMmNkQ5nuWAURC5RanoH92Kv58zC1Wd5PU03nQLF0MmDNcfh5TLU3CLE95RUynWu9biMmbpTneZRMpb1ltQ3JTEiW82KEj5uLDcSytJdDZCxzlinJRbKpIxPCoaSGCq3FrtbC4n3MKQszouFDTKOvZabHT245ZUQ0GsNSdPuFBRHY/KmpMki+uTSbmuMgfdi2pcyqmnLDEA7cOa+KYqDJ66dH9OHDvEzrXz+f3Xi3AV5b31239wmSDlpqwgtp80oEhYkzVx1ixRs8Lx/BacEmtpqSnGVHsfEXlTfxgxyHgv53xzaG0RRqX2DmxjlNZrUzpnNqoQVVaO55lTmIWmkik6xpTiOpoqsjE8f5RAq5Os1Y0WHlonGQ672WEZgN4+NfwzCgkx1EbXPVb5XXUSKVek4hYrGrtsuHHvOhxzlY16mktrXQmmFw4SlNVAQ1ESFy+eIqVMYeDUZ4Vy+uRhdm1YzAdfz8M6NIOY+Dj5J5/6nHC0TKyIj7Tj+CF7yqoTUV2jQkKDsuzGcoIvJ1HTKOpZkjsqZp7kpEQRlVMtCKcRV8OD+MaFcHjNWdKqCzHZsh/v0uk5fN2Y6s7a42bUiTpTdcmA5WddSE+OIa2knmZR50yNzxFfPNnwniDlxqpcLmiq4ZdeRVNBNAfPaBJ7OQz/1Ap5Wl+dtVjFKT+VNFYSFptIZX0rtaneqJm5kp8cxsUjZ3GNVY5wCZJxi8mRe+8ux7ZhlVKrvOc0k7pCPKNSaWupI1jvBBf9kpXX/piUy8P12GGiIO0896Mcs48lITGW3IpGanOj0NLRJtzbiv3797N92Rd8vHI/YdlKnbYK3lM7g1NUDrEOBpy3CCLM8iAnXTLkTpnLhc0Y+HhybI06ydUlWO89gktW1fi9fxxSri1AffdsFsz+gjWHnCaGSqa7jJFyYBSqS/7AN2s3smbGsj9JypeNV/IPf/97Zi5YwNK1WzCxNGDer/+Jz+bNZ4E4t1ffHv0jh0is6qS5PBWtbcuZ8c2HqFpn0yi/7wQpl+RFo3tGi+zaTsy+/TW/+NXHzBFlrNl7itgCxTBddZw923V+5OFruUyQcmdTNa7nt4nfMo9vVm/DJixdGBge7N26nEVLl6PtEk7N2HfBKSwF0a5sWv45cxcuZttFB8rqhPd1won8zkbyhaX76YxZLN9yirjCelKDLYS1PZNFy1eh4y4MpvJ8Dq/9hNnifczaqUpmeS1FXrrMmDuXZesPEZpVp7zPJFKuK+LsflEP5nzByn02VLVP0wk03xXhfWWE2/PthmUsXrUOI59YahvSsFX3okyZpjbFk/06dtTX1xPufJbVy2azfNMO7C9lU1+Zjc6O5XzzzUccM02Rf4dzO2FLVkstvsJrXL54Lqu2H8Qjvoj8OE/hvX3DwsWL0XaNoqqpjrBzu/nkmy9ZuceCsuk6KamxArtTa0W/MZ+v1+7EIyab5ABTNoo6t2TVekz8k6hvycTmhAel8jwTpNzS1kSkgwZLF89g9rK1aDiFUZYVw571X8r7nIP6jpTWl+B+wkbotA5/KxVWLBE63bYP18sFOBz+lJ///EN5XV614yjhSVnoHFsq6ulXrNhtQlHTNDUehQHiqPMtC+fNEO1YnbiisU8bk0k5C9sT7pQ0lOFseFiur1V7TxCXW0mM50XWLZ/FkjUbMQtIpLFVUW5ZgAZ7bGTD12V4qdqS0d5MaZAFixaJPn/Vt3gnVlOaEsi25Z8yV5S3TsOKoppq4g0O8fE3X7NilwF5wiga+50/ICl30N7ePk4GHe1ttLW1iXM/kY5GKR0dHUKEhzv+fLJnlj27OD9+feKZx/QwJrL0k4/bZPnfpTclqU/cU1am+F+pz7H7K0TkH0sv0rVPuv+PKfLfrbxvR8fYc42dE79D+fvennk7lWXyb1boe7xOi2P584ljeVqZnr/zfOPvZKzOT8ozYSRNKlPIT7WdTNaPvL201uNtajNOym/V0z+qO99tB62EGlmQKTs/Oa28rD9+D2PlTXed/tGzfkennZ1NeBlZUTKeflLfM553Uv0cP5alaSXMyFw+4eu7bfe7fdbkcz8ZnY61Y7lMbpPN+BhZUvyutEJvk3Uynl+kG9NphIkl6bL042nfUU/H+4ex8t/W6Q9IypJIIokk75aOjjqysr7vrN0mMjOnx2TBP6/UCb1833kIMp3KZmO/69p/ZqkXevm+E5N/GJ1KpCyJJJJIIokkU0QkUpZEEkkkkUSSKSISKUsiiSSSSCLJFJEfhJTTw8zZLJvpt2ABR60jaGxt4pL+Ab785iu2a/nLl4m8K9+0k9YavK3N8IrOH5+o869JXUkU+5Z+JQ9vt0zNlqqaYuxPb2XenNl8uf4AEZkVdLZX469zDveYOIyPbGDGN5+h61dORaoX29YtZs6sb/jgN+9xzDVNpK3AVU0VEw9Lti7+htnz53PQIkwxE1AW7jLCmn0G3v/m3/d9pbk+C4s9Wvhmlorf1EyG10UWLpzLV2v34J9UQlqYKZsXzWDWgoUcs7lEk3Km4lSW2vxY1HcuY9a8uew1DaHhrd8sW09ugr5uMDWifrtrbxHvdA4zvviIb9aeILG0Sei/lfwgAw6Zh9HeUo6H7j4WzZvFV2t24hFXSGVWBAdWfcLM2Qs5dNaXEqHDs1sXiHJm8dnWM5Q3TO9JNBPSQWG0A5uWfMHsOSs5K1vON3atuQbbMyvFM89g+ylXKhtrCbVVZ+WCWXyzfANmgenUl+egs3+FyDuT9efcqRsL4tLWRJTzKZYvmsnaXWpczm8S9byduvIYNJecJVmkaWvIRnunaDNynZ6i6Edfr/9DSQeNNakYbNYgrGxsyVEjEbYGGBqFTuivrR5v/f1YRk8soelsrsXx9EpmimfepWFHSW0TKb76rFk6g5Vb9hCYWiP6oQxObP6cWUKnFz3SaVCGH20qTeP8IUX4x88+eJ/FKnbUy2astzWSaH2QU/6yeQBteKsv4POZc0S6o8TWTUQsnNrSQVNtOibfniWosJr2phIcNLYxb66i7w1LL6cpL4rj365i/pKlOETX0DaWt6UOtwsbxfPOZOtJG4pr60Td02LNgpnMWLoGXe9k8b5KMDq8Uq7T5ep21I6vMGmjNs6V1csXsXLzQcKyG6ktSePk2o+YMXsOO4+6kJEi+va1ir79/V+/x3G3dGXeH4KUOzqIDrAjNLOKpuoMLqjsIiI1hIMrzpBWkcm55XsJnRRib1rL2JIov0ACQzOFsdFERkgQudXVXE6MwMvAgIs2HuRUTEQRKol1xSqqSPxdh/PJFRh4RmLgEU5bewtpLicFoUbSUhKL2ilDQoLMOHHEnrKKKA6tUCe1SVFGfX44Zw5okljVRHN+EHuPmxMQYCuPftRcJzqwY98SmttCU2UmBt/O4ZvDdj8uKXfUEWCszqoPNuDwR2E21VC3iSBK1ImwrCoaq0SjV9nDpfyWd5c1hWRymE3NHd8SUzZ2rZmccHeOrF7N4TM+by3xi7M7hJZZgrzTrCuKR3vjNyw87UNzeSZWXoHUNDaRE6DDXl0P0gIs0dR2plLZIdZlBGIYIAwt0flGXViJetCPvbb8zyTtTURa6nDRIYKWybNUZVIaj3GgLCJUISYrTxFcmIu7j5doMw2UxDujomVIXIiF+D+I+s4SdLeuIrBQmbeuCJegS1TU1xBmbIi5azy1FVm4XDjI/F/uIF6kqc8KwcBftv60iRi99agJ4/at+09RaW2uwNfgBEt+uxGfElk9aCY7zJUDy1dx7Jy/Ms51C/mBpqyaNxv9cMWaY5k0xVuz4oSDqIPNxJkcR8stnAsaqnilllOWHMA5PUsibI6ywyyeZtEPOanuxj3zbWJta6zEQfMgDuEFgpjaKI3zYO/89xXRGBtFe1hzkMi6ifTTQdpbq/AzPMny32/APa+SpuJEjDzCaBVORLqrOgfMgol0vMh5kzByYl04edicojFDvDwFY/9E8XcJ1ls18MnIxtfXndSSeirSfVE7c474SzYcUPUV76YM4+0r8ZYHexLSKotoqI5deCZR1jpoW4aQHevGaRVR/piBqZT6/DBOH9AicVJo5v84KU+SurJozu81ICPWkqWn/WiRLWXQWIJZ8rvTTzv5o4hek8Js7jiKka0dWkfEywjMeAcp5mG8UY3wqjFyqiPsog4mQWmUxweib+9GjMc5DtskikbRjMXRZQTLgq50tBDlaoiRqyyiVyeFYQ6cdwsdL7+hKhbtXbqk17cR73qaUyePs+H8jx1ms4mC9FisxtYpC+s9K9KFHctWsvuYIbGFE8EFakuiOL/fkKyxaDdTWGSkaqSymxVLtuN0KZO68c0MWinLyOFyqB06k0m5OgG1g5pC94rjMNuTaKoeYIvBWKQgmTQRa2OKjlM0YWa7+PzzeSxevBwtv5xJacpw2q6CW/H0jD71R9Jcjc3Zzcz6ej4L1mxTGqUT19saq3HUXMeGfZaUNI0tTekgK9iRC/pelJZlYK1xiBXzN2LuFz8R7lQpqa6qwgM5TGh6LU11VRQVXkJrjpqclCfSleG65yQuedMj0EV7awOFWTEYbTpDoJyURZ1LyyEq0Bo9JSk3FkajdV4fE40tb5FyS5Idiw5aUS2Mu0jdDWzX8eD8afHsSSUUJzix65A6wRbH2KQfRWNnNcZ75mMYMZFfJlUZPqhrWFEivL3W6gKsDLWwUF+rIOVsd76Zs5hV8+cz/7gldc3TY51yR5vQaeZlzLafxVeQ8sS1OsL1dDHyjcXDQgOzkFxqi1PQ1zhCauWk/LJIZhc2sG6PIbmTRlzyY9y5oOVMcUUu9tpHWTl/PQZukVSN1dPqbNTP6RKTV0XBJcEJJnZEOxznw0/nsUTocNwrFsZBpKxvd4tSBJZSlv/DkLKwjAvT/NDaeobYyg4602xYcsafVtlauLOLMf3JknIpVlu//ZPBQ2Rr0aoKYzDcJyzXFOWQk8wqtriIrn4AVc3NhNsZYuIYR7KvIGVbWXhBQcrHlhIkSLm5No9z+7YQlic67LZqPHR1sQ/JpEO80KL0AKHz08QInTdnu7BypQrWRios3HWKjPIfO5LRRPCQtrxwNh/UJqOmhjQPDXbq+cvrRIGsTmzTUNSJd5YxtSTM9BAnnRKpq8/mwqEt+Ge+rcOscPtJpCyMJf19nHSVWdPiPWWIOr9CDWu9/Sw5qENOpTC+WqqIcDPh/BlXQT4ddDQ1Ui101FBfhZvJCcLz2miqysROQ3QMXqk/riH1Z5aO+jrK6+upF52duYUh6RWT14WK6+3tpFhtRiNQeLKttaRFOaCxz4zsug4y3U7yrWEU9W3lmB1ahV3i2/GrZetHCyMsOGnqSrPccMriwiRSbhadooPWWUzFu2n9rqc+paUYy3FSVpxLU5JyTWs9rjqHOXLWgvMHF3PIKpraSQZNpNm3zJmzkp3rZrHXMYPiy47sWDOHlUvWs+G0LpkFJRgdmi3SbGbv3hWYxUwelWnA+chKTGIV/VOC6ym27tfFSm0Zay8EUFbXQktZGZVtbRT5qHJW9s7G8051EV7rZFJuqcDfShddXT8qGxtxl5NyHnUyUj77NinLRFZP0xz2cMpbGNFtdWTFu3Jmpz7ptR2U+J0W+gkXxnsl9sdXYharNKqrs5SkXE1BpB2agpRrhA5rqqpoEDr0M9mHd0YrzTW5aO3bSnj+2/X7ByDlDvIj3QQp6RKRq3zRDZc4uPKsaIhZaK/YS8hPbfhakPLmNaYUNSRw7Jv1f5KUm0tiuXBAtmNOtmILy6ZifC7ooGvtLzpqYSE31WJ9YTdeqXUUxtlw4qgDZRXRHFmpJh++rs3zRGWvMxWysiqy0b14kqi8RopiPNA6pkNotqIhNeReQu+iNmp71/DJog0EZoxFkPqxZIKUm7OD2XZcj/z6FqqizVl+2ob8S7I6ocelvMmNf2pLsPE+znpm0tJSj5nmFuwvv935vEXKLXkY7NfmUpHi+WTDptrntFDduYzPV+4mPC2fEFMjzhu6ysOpytLkxAcQklElf+cuRscITkzBQkULS59Y0elO3Gfai/AwLkeHkFRUR3NpGiamuqQqw2x2liViHiIbsu8k0347qp4ZxDpboXHGnCxlP5HmdJR91oqtSj0vbuBCsNLTri/GPTSKSlHPymJsOGbkrJyrMImUhUFldfIc5l4xf+RhT335U6TcRIyXCVpaWmxf/inrzrpQPOa9lSdjHpwqjP0y7A/twiY+l7BLYWSVNZDhZ84ZHXtyU0Nxlm1iUZeJxuadXKqadN+Gyxxfq0uu8jgrXHh34j7H1n/BnIPGpCdfFuUr3lmpryqqPt93He9fQiaRclMJvjq66Fj5USz7NNjRohi+Ng0nN9YV1cNmFI61w4pUzIMUYThzXA+h4pxAkpctZ1SNSatRGEMFnifYaiz7JCD6DqNNnPJVrlGWD1+fwj4ii2gbXbQtg8lNCcY7WdGf+Brtxj21iZpcD1SEcyfr2+X5lPIfJmWZ1Wq64w/8/v3PmDVnDqv2ysIQVhJ2cS9ffP0FW0Un1vCOfNNSWmrwsjTGIzyR8xs/5uvVm9m2dCOBOTnonjEmsbyKFE9LjD2jJ8Jsmq7j17/4kBlCN4tWbcTIwojln/6WL2bLJk3MYZeePaZq6qTWyIaNcjA4sI5vvv6E854l8pddFW3CbssE+f6n1QWxmFyQhWTrxGL3+/z+PYXOV+5S5bIyzGZNoisHjX/8iV6dnRV4nNDHN6NU6KWeIJO9zJ03m2/W7cE9JhuT7ZPrxBkSxkPaTV0pSfJn95ovmDV/AXtM/ahpysH+mCP5yus5Ua4YXwhUfN+rSOboBQvyqt7+Nld12YrDlmFUpfuzZebv+HSGbA/bOWzT8aUgwZc9675h/sIl6PmlkuKhyie//gNfieuyNAbhEzvFTGvpaCM9zIotK2ewaPUmbCJyaGhMxeywkzBEq7BUXyF/3jVHL5KalsDRpb/jw8+/lp/bKAy6nLRYDq9T1J312o5UNOTjuN+ENEH2EQ6qLFs4i2XbDuKfXKKMrJSD0Ypz8hC/eQFn+Py3vx/XqU7Q20PnU1tKsd9zYdJEL2G4hDliqh8yMdFLSKTNYcyiZJ5fBqb77SlqqsZWYzVzZn3FhmM2lDY0keirz/plM1m6egs+SXXUlaRyfMtXzJnxKafsMkTfUiKMakEwsjJzfFiv5aXYLGeSFHqpoOor2rco3+qUbHLeHDacMCS3arpMnpNJOc4HdQgqqKIszpGVn/2Wz2fLRgzmsN88gsacSxzZsoJ5ixZje6lK6CALs/12FDbX4HhuvTzd6kNaJKSmob7q97z/qWzSrqiXJ03IykpFZcOn8nq64pQl5fVFuB4yIbldeMUxTqxYupDlG/cJQ7yeypxoDm1U1HEt93j5pLDKKGP2KPv2yb/5P0zKkkgiiST/mrS31uFjKQj2Hdf+dWkhxMxm3JOTZEwa8Tazo/yd1/41aSHUzPrtjf0lEdKIj9DpeDjYf5e0EG5uS/ZYWM7vKRIpSyKJJD+6dHQ0UFAwebLNv0eayc//viE6f8rSIPTy9oStf7u0SDp9pzT+xXUqJ+WnT59y48YNSSSRZArI4OAgw8PDkkgiyX9CkZMyEiRImDKQjVyNjo5KIokk/wlFImUJEqYYJFKWRJL/vCKRsgQJUwzTkZTv3bqKu/pKVh+x5WrfKEMDfdQl2rHgszlE1k2ku1UWys5NK5k/41P+/n/8DcfdU3E89y2LFy3kvX/8Gz7ZY05NURQ7Fszlm8/eY/0JV270K/MPdhFvqcqnX81l5uxleMXXcaMxHe0dy1n0+QfsvBjH9e6b2O1axnsfzWfpZjPa7wyP33sqy932MvYs/JKvvv6MLYdsuX77Djm2R/hkxmKW79Yhr/Um7Vn+fLtqAYsWfIt1QiX3hify911vxPrQIjac9qO3/w55PjrMmLGAOTNmYuaXz83GKo6I8j/9YC6HL17m1n1l3vt9JNmd5fOv5zB/wUq8Y6rJ8lBl8eLFzP745/zDp2uIru1jZPgeaW4q/O7L3VT0DozfdyrL4NUa9i/6gi+//pwNe825JurlYO8NAi5sZsUufZpvjTI82E9DqgvLPv2SoKqJvPdvd+B0bBuffSP0f9CYquu9NOV4c3DFMuZ+M4vzXsXcaK1gryj/K1H+5gPWXL87Kf/dW+T6aTF//nZyOka5WZHDnvlf8fn7czhllUW7LPzytlUsmPkZ/+uv/4bDflXjeSVSliBhimHakXJ/O15n9/K3oiuZcciGq72DlETaMOcf/57/+dsvuDSJlOXyYICSIB3mLT9M0bVB+bmhriL2L56DXkgpNQEafLrWmMokJ/7w5QaSRacmz3etlCMrVqIdXCI6zOVsNIkjzmwXmwRxt9bl4u6bRldjK1GePuQkh7Pow+VEXZseBNLfmIFzQBSdDfGs/fRr7IPC2fjpJpLaGzDcsRR1z1y81Laj5pgmdKfB0m261AtSkee/2ywIeQN/LfQ//5QvvTfaMd27ju22+cTprWeR0E9LWTEhgTEUh1zk0xmqlIwZOv03SA53J66khRjjbSw54kLvwAP5O/VWWcq6c5e4PjBKb2Mi6/7wV/yX3+6cPqTcko2TbwTtDUls+uwLnNPqCdY9yv/8P/5ffLFDj+aeYaoTnFn4y3/gb3/2OwInkXJbgjGf/2EdmdfqMNi0DDX3FGwOrEHFLYvm3BhCYirprsnE2T+SjoYE1n/2Fa4FfYr892+T4nqRD//6v/PrudvIFvX3Vnk2oeHJlPmr8uG8i1QJnY4+uE9lhBGLlu0nq+3u+L0lUpYgYYph2pFyTwk2Fx25cGiGgpRv9ZEd6oyr7hF+8fHMPyLlgZ4Wzq74AjWvLO6PyM4Nk2uzntlrzam7N8yt+lx2LZrNzC/+wCb9y/QMKvMO3iHWQouvZ81h1tJN+Od0EHBuPh+sWMiKNYsw8CmkZ3iE0YFbXDI5wfLDlnT2Tw9PWSYPhu5T4nuUDz76Cgt7S774+Sry+lqx2z+fFRp+nF3yAereuVTFXmT2ooMUtt9T5L2Zi5mWLWo7PleQ8t0BcrwtmDd3PnPnLcQqppb7D0S6G9Xo7d/OUbs4eid52TLpu9bI6eV/xxINf/ruP6A1xZo5760m5fZ9Hty/iteZtWzZuZ3ffzl9SFkmMp2WBqjy0YefEJBdipOhM4Yq8xWkfHOQ4mhnHM+f4LcffvoWKXflODPv0xWElhWit/5rNlwIQGvvDOZsXcSq9d/illTPvQcjivL9jvHBh18IT3tIkf9eJ5dcZeVuGydl+fmrxZzetpkzPjncEfq/33eNi2s+47hjCv2irLF7S6QsQcIUw7T8pvxgmJiLSxWk3Kc8V+LCbz+d9UekfK3YkUVztpPRrCSVO8WcnPUBuok98uNC+13M2WFDc00Imz6ZRXCFwpu+15LFrrlLsMus4vK51axX88Nmx/usVveltSmU2X+Yj3/hDUWZ/YKAln2K9mXl8RSXkeH75Pjq8/5vfsNm08tUpzvw1S/WjJPyWu1gtFd8Ok7K85YeobhToRe5DNzGW32enJS7rzSivX4x6kHFFDrsZO0OQ9puC+9Xlu5WGts+n4Vf2QSxDlyv5cLm2fyvWdsJq7giSPgGAZrrWH4mTFwfoiHiAh8LctE6tZl//s1snJJrGBy77xSWkQdD5Aea8PHvfsNagwh6leczzDcoSHlspKHCh48+/fwtUh4dvUN5mC3fHtzJmk9/xw6DEE4seJ8TvvmUhGnw5cJjlLffJtfPkA9/+xs2mkSPlz8mNy5rv03KMumJZ/VH84msGeRWjReLvl5PUoOyHShFImUJEqYYfoqkPNwlvDldK6pvjFLqsp9Z28xoUg6h9pUGMOvDZcR1K44T9JYxd4ctzbWhClLOrcZbX4uwuEQ2fjED+yxBytqrWafmS5KtCntO+QlSDmPJJ8vwDQ3hwgU7qpuLODr/Pc7FTA9S7mtKYOWvfs1SNXuaBu4z2JbKji9n4ldYh8625ZzxKxBEuYnd+hHke59i8Q4jGluLMLtgRmWXKGMSKV9rrebEoi85FSxI2XGXnJTTwxzRsY3kSl2E8AC/wS+7Bj/9syTW3CBKfyf//LMluJU10C9+y1B3A1obFqEeXCJ+2xDXqjIJ8nXHQHUjP//1TOwTqxn4zu+fijLQkcbqX/+KRcetqeufMEL+JCnfKsHiggllQheeF7RJK6tCa91yjKJLcT6+G00ZKYefZdEaDUoKYlkl3tnik3Y0DAgDqb+VACNN4hoUozOTSbki0gojtwRu1ATwhZKU63yP8eU6feomfYuWiUTKEiRMMUxPUn5AusMhtuv6TUzMqgll5aadpLSIjr79MlsWbSS9fZQk8285dCGKG8q8HZmubFqqRqXy+M6VPHT2rGfB3JloWScy0F2O5rKvcCm+TWmIGSuXLWH1xkOkFV+hr6sOV809rF60AFPPfO71d+Bw8RBz563loGYQPf1KD3GKS8Ol83z8wcd8PWuefA/kiNIbNEU6s3XuKnafc6fp5l16qnMx2bmFdevViBAe7fC1JLbMW0Vyqyhj8A6RZnvYax5N30A/dQmubFu7gpWrtxKW0kjPtSLU921g/tzNmHoVcu9mJeeXf4FVbAU6+xfx0UdfMn/xYnabhnG9VVz7dgtu+c2TfuMwDWniPX2rSX3fJA99CktrrJ5cp1/NnMuKTTsILbslP1/kpcoWTSc67ijT1kexftNmYhvF312pfDt/OfH1NwiyOMnMOavZp3+Zq3eGuNGQhv7ezaxcs4XgxDrqIi8qype9s827Cc/KRWf1l9gWKIaxezJsWb77DCXXRulqyeD4rnWiTm/FIbyWgeFRsux3sUcjnGvK3zsmEilLkDDFMC1J+V+R4VuyuPFudN579/U/KfeuEm5mRlXvO679Z5Y+4c2ZOtI+ZgT9e2TgGhFmplTcfse1/8zSJwtd6kDb99JpF5GWZpT1/McMQYmUJUiYYvgpkvLIvWu0td1+57V/Ve7foqXp+ruv/WcWQawtLd9Xp7eFTq+9+9p/Zhm4LnSq8Kj/3TLUS2vTVUbkkxe/v0ikLEHCFMOzZ8/kxCyJJJL85xOJlCVIkCBBgoQpAomUJUiQIEGChCkCiZQlSJAgQYKEKQKJlCVIkCBBgoQpAomUJUiQIEGChCkCiZQlSJAgQYKEKQKJlCVIkCBBgoQpAomUJUiQIEGChCkCiZQlSJAgQYKEKQKJlCVIkCBBgoQpAomUJUiQIEGChCkCiZQlSJhiePnyJeXl5ZL8QHLr1i1evXr1zmuSfD+5efMmb968eec1Sb6fdHd3y9u/RMoSJEwxyDakiIiImLISHhaGh5M91tb2ePoEy8+FBHpjb22NnaMbgaHhyrSheDg74O4TSPik/IHeLiKvLc6efoSHRxAW4o+rgy22do74BIaI8kPxcrWTl+8VEDKeTybBft7Y2dhg7+hJUEi4yBuMq6MsrQM+/qHKdOEE+3viIH5LSHg4zc3NvHjx4q1y/lIS7OuFrfj9Dk6eBIvf/9b18GC8XBzxHH8OodcgX5wcnfEPCSNU9re9tXhWaxxcPAgOU6QJk+nezkZ+Xiau4p2EBPjhIM7ZObgRIPKGhwUr35m47uk/cc+x/LZCp84eBI29u7Ag3EV6n6CxdDKdegmduor7htPQ0MDr16/Hy/hLSrDfu3UaHh6Gp7NCJzZ29vgFRxDq7yGObXB09SZEPEdoUADO9rbiurO4Hjap3DACPF3lee2d3AkVaUMCvHG0U5Tn6OZFSOiETl083tZpiL+PQqcOHgSOlxuGv4cTTu5+hMn+9pS1A1n5HoSJ8uvq6uTtXyJlCRKmGKY6KftbGTD/w/f5+pMvmL3yBO5+HpzZPp/ZX8/no4/mcMrEW54u0Ok8n/7iZyw7bETQWP4gVw4vm8mMuYv4fN4mLDx8MTv9LfNnLmT2Z5+w4bApnvYGrJ75FQtnzWbuVjXcRWcqzxvoh9amJXzw+Xxx73kc03HC+aI6Mz/+jBlClm7VxitEdMbBfmhsn8lf/3IhDsGhU4eUA3zRWLeA9z9fIH7/Ak4aOI9fkxkithdV+Prn/w8bNT3GzxsdX87//vkXaDt44qx/mD/84dcsXbGK3SpaeAYq0gQ6GbJz6wZWLPiG//VXf8NqdXPO7lzD57MWsnDmAnZpWuBhdZqvPvySOV9/wkdzNuPgo/xNof4YHNzIN/MWM3f2Uo7o2RMcHIS5xn4+/J9/zQEz5e8LCUBz5xz+9hfzsPEPnjqkLOqE5sbFfPCFok4c13UaNwBDg9xZ+cnf8vGsxWzcugNLFy/ObVnCV/OWMmPOKs5auqJ/dCtffD2XRTPnsv64AX6hynJ9rdg6dwYffz2H94Xezll5YXduB7/43e9YtXo1+9R1cbPU5OsPRRv4+lM+nLke+zGdBvujs301H34+T9TLWRzUshXGoTAevCzZ9NXP+MOK0/j6WLFp9jd8Isp/78OvuGDjJ5GyBAlTFVOdlEOEhW9uJry1s5v41R82YGxxhs/++St0vAOws7AQnkCQ6CxdOLLkY/7r//13b5Gyv9lRPvzNcsw9LFj1yW/YftacTTO+ZIuWNV6OVljaemJ6ZDlfLDyGm9MZPvrNZ1xwVt47JAhnC1Ph1TiybcYnrFE3w9fFHgsrR6yOLeG3X+7FUXiPXhYn+cNf/X/4L/8wxUg5OBAnMxNsbG3Z+JUwQM5ajRNIgKMWn/z93/BfRXe8foyUfYz4/O/+L/7L38lI2R3zUxuYvfwgvsHf8bBlIrxsE5W1vP/VWswszVj63q/YfM5a5FnPF3O2i2vr+eWX27DRP8Y//3YWuh6KfMHu5qz8dCZHTOzQ2DaL2ZvOYKt/hPf+5n/wX/9f/8c4KfvanOb9vxY6/d9TjJRldcJcVicc2PrNJ6w9ZS68UMW14ABDFr//BeftFaM5gfbafP2rWVx0d2T/4k9Zsl+PLV/8jKUH9bA3OcgXnyzHzE2RNsJek/d+9RUaJmYs/ORDduo7YXBoBTPXqhEqCFaWxuf8Nv75001Y6p/gl7/5RpSr/E3Cg3YV78Da3pW9cz9m+REDgoTxo7N/KX/7f/4f/F5GynYa/P5XX3PWxJR5H33AHiNviZQlSJiqmOqkLBdvG7avWMzqAxrYXDzCbz/8DV/M/gPvfzwXNVNH9FQ2smT7blZ+8E9vkbKN+gp++c/LsPa3ZuNnv2D2t6dYPuuXvDfzQz788CO2nDDm+PJf8uliVTw8z/HRP/2Wo8Y+b93bQ+8wX85ehYaZq3z4O8LdhFXzF7JNVQ9Pd0s2zv+SdZtW8fPfTTFSVorL+X18OXcNWhZu4+eC3PTQOKbGjI/+QU7Kof6O7Fv6Bav27OLD3wlStnVGa/tsfvYPv+SD93/Dyr2n8Jo03Brs68Dy937Jdk1rgvxc2b/sK+ZsPsShLTP53ZcbsDIzZsHH7/H73/wTszap46X0sr1szvPVP/+O41YOnNs5m9/N24uDxXkunDjCH375d3JSDvW1ZsuCL1i7ZR2//N0UI2WluOseEnViNWfH6oQ4F2B5hH/873/P7/7wK76YvxYtjb389u8/wcDXmSPLP+aj1Wqc2jSTr1fs4NiBlfzuvXkYOgUqygz04tDyOeJ5f8t736zA1M6Fk+u+5mf/+Bs+/OC3rD+ihYeTFYvkOv0536w/MT5yMSb+pif4YsZy1I0ccTA6wZIVy9g2+zcKT1mUf2DJLEX5M1Zi4RokkbIECVMV04KUZRJoyLxf/p6de3fx2//9GXq+bhxb8gm/XvgtKz7+Rz6aOZvf/P1/55cztmDm7ifP43JuM7/+5cpxUl62X5ulopPbom2NqdpqfvnJGtEZfjBOyp/+4g+oWwnPe/J9wwO4sHcBX61QGf8GGuypyVe//pidG5fwD7/4gJlf/Z7//jc/Z4vwpmunGClHhPkJgp3Ll6tPEaYkELm4mzJfTspuOJ3fI4yX3zBn7mf83d/8L+ZtO4WJnhbnzJxwNj3Ox5/OwcBBoVOZ+Jgd4A9/mIW+s+wbfBh+zuacOLSfDetm8/Wcbzm9dQbvzd6Ps9sF5v/id6iYK8jHz0GP2b/9ZJyUP1t+lADZd1nH83wkJ+UQbNTW8rNfvM+sr9/jr/7mn9hwwojKKUbKsjpxfvd8vlx5gmBlnQhxMUHltAHevjas+uTXLNq4lff+4etxUp65XYdAT1tOHzvItp3L+frjxcJTVnzP9zI8wG9/PhNDLwcOzvydMCxNML+oyQUrd+x1dvP+l0s5sfkrfvf1HhzddVj0K2E8mioJffw3BWNwdBlfLdrBzjm/5ucffs3nv/5b/vb3Czm0d414v7Mx8rRn/9fCyDphL5GyBAlTFVOdlO00tjF/9X7MdY/y+99/ylkDQ1bKviVbmrNr/kcsF56xi50llpa6LPzd/2bmVg3cHDVZOncFxmY6zH//Y1Q0zzPno89RMXPg2JqlbD6hh/b+RXyzdD9mWrv4+ssVGJw9wO8/XoaJkzXfzv+GkzpWbF26iIPnjTm06nO+2XyWi8LDWbrtJOaaO/jNh3M4L0jLxsqc03uW8r9lQ+qOXjROEVIOcjNn06KFHNUxZu+yT5j57XmstXawevNxhZc1TsruBPl6YGdtyXnVb/nNP78vntmUk9uWsO6wNkYaW/n4i+WYmWuxZNYSjN0isDq8UEG6sm+igb5c2LGGdfsvcHb7IuZuPsX5vfOEx7cFY93DzPztR2iaWbFzwVeoGjuxd6Hwgg9d5PDq2Szer6OYQDZOyuEEeLnKdXpm/0p+9s8yr92DuilCysHuijpx6IIRB1Z+xjdbNLE5v5tVGw9jcmYXs5ftwsTyHHPee489Z86z7lPZ/4ZsnPsNm85Y/f/bOfuftK44jPunzGZZsrXJ0jnTpDLjrqKiCKjgC1K1E61KeZG2yya0IIgK1Ipvu6MQuCDlL9P4Z3x27q3NXEI2IUt6t5wneX7hey5cnnNOnu95JeP3MObZIOZ30KMsUTiOM/xYIRryc7/7IeGdOJ6H93Ctp1h1KUxuvia+PiYSTifhOQtffeciGV+j78tviKRzLAz0ivrNs2D7EW80yYazl56JZxzmsqI/JHhi6eYLyxKJVz6+vtdDJBlj+ttuPCIRk6YsIWFSmN2Ua9UTlmfGsVjGicTPjc+Kh6+wWyzY3M8olm/W5ZplQvMO1mPv0NQE1kd9JH/Tp28DjFmszId2jB2wVXWfFccwg7Zp0vkiDa1CfNkjTNxONKcKkznC+/gB6/k6+Z0IQ4rChDvMiVqn/HsW79Qo/f2TxPY+jRwbnO5GcbhXUS8aJpq+rpF9E0QZUHDORDkr1nn7s49R5xLnuimXCvjn7IQyf46Ai4UEs24f+2qZ86MEU3YrA0M2fk0L3Uu7WL9/xGthynuhaWZX3lAynrugkP0F+4jC6GSAXFHf9HRKYFavMws/RfaFpgV8ffdZyzWpvE3jG7Zinw9SKN3UnXrAnEv8TuHje+ianu29xOVe4Uy7MNH0tWgTybDRJhyeiNEmjraXGZnwUniv4p+3G//ZF0gZ5cuZbVz9g0yJ5Kao1VGPd3ALTZWRJ6SEjs1yhpHeXmKnFbJby8az4zOblKsaJ/ltJmyDoqyTxIFKo35OUCQ/epnF57s0tROWfnjAyoHG4e4LRoYUxoX+7/Q9Fsa7amQCHjwbaarNCvvhxY/fPxugIjSVpiwhYVL8Z6av22CjmGJtMUyp3jr+txSmvOnVzaBF7A4025rybR6LJOPFyxS129PYd6UwZb8vyPuONC0Q8D7ltENNzbamfJt6Qra1lUC7OTLWFst7rC48p9iJpsKUg76nHFdabMS7A6UpS0iYFP9HU242amhiNNAy9k/8cEG1+mn03T7NbMqNuka9fvt8bBsUmlarn0dTM5uyrmntL2eO2+CHz6epNGUJCZNCv9FL76CS/w6vr6+NG71axSQ749XVlXGjV6uYZGe8vLw0+r80ZQkJCQkJCZOgq6ur6w90PvHfw4O+3wAAAABJRU5ErkJggg==" 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<span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:8pt; font-weight:bold">CDVITOT 14-2U</span>
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</p>
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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">3,504,139</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 240,457 títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">14.572831</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">UDIS</span><span style="font-family:Arial; font-size:8pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span 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 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">2,908,820</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 </span><a name="_Hlk133400334" href="#" ><span style="font-family:Arial; font-size:8pt">240,457 </span></a><span style="font-family:Arial; font-size:8pt">títulos en circulación de </span><span style="font-family:Arial; font-size:8pt">12.097048</span><span style="font-family:Arial; font-size:8pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<img 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4RPYSY6bz3O4ye8bvrbxSHn+Y9/+B37TEOokWmAfVf7l+DC0/f/X6H9q6Mg3JXD737AE1ue5uXn3uO8WRSV5bEceel+7t9qTFmSBy/8+Xlsshpv+ns/1H4oAarICOXLJx/kuHuC/FhVGF89+Ce226SJv5McD/Bv//wAZ1zjxHasuTmNC8/ez7MXQlfvIcv//FAn9r31rvBOT/HKc++jaR1HVWkU+7bcy2///AxbHr2PB1/aRfZK2WisxkvtE/71Tx8Slpgm1P93+FTdh7LCZCwO7BTbMFlbtmOfGYkFFQRof8G/CfXj0W/tqBOur0u14dH//T/5w2s7iHbT4tf3P4FjSCjbH/0tTx12piLOjif+/AauefK/ly6UhV/+030oOcZQL75HOuovPcTT5y4q3uGH2V8mQGUpnPnkZb7Svki18Lsy2QddY3dyckLY9sjvVgnQYw+8KSdAX7zAB6qBNNemoPzaw7ysZI/xvg94dr8e5c31QuOix4t/fBqHZIEMfPQE/+uf/4CBqxcfb3lpQwnQS09/QJDQOIvHMv1487EXMEqoXE0TaXmEF947SER+JXUlmTiamBCUmoPLGaEx2CcnQBe+epMvRQJUQ5TZYX778J945s/vCiSvZvU+MpMRoLcffQ+f5ErS/JV55JEP8U8pIy/ahleeuId7/9e9wrtWiGmLw415/rmPcRacU63g/N3tTHCNzCLa5hBPvLabQMFRlef6s+PlJzjmlHjd3/mhdvsJ0B5e/+AoKcWNeAqF/tXPLwj5t19wTu+JBKgi9yIfP/kbfv1P/81R18zV63zPfcRLu42JC3ND38KXgtsUR2OjRoCybA/w0Fun5A1AXTHWh9/g/ePO1Jdnovblk7xw2FEgQF/x5peqZBdXYnngVV4+ZEnpbYwPstEE6MynD/HyaRkB2sYvf/E/efe8J3aH3+Pt43aUykh6dhAfPP0SWhEl8msiNIWOw9cEFyvuUSUQoM+eZpteNM3FMex/7T4+veCN7o63+URwgOvJ4E3fP9KSR/78Nh75a2maM3157ZEXMIzIwsvaBI+4/LVzt9F+PAHK4cjzv+OXv/wdH57zlB8TCNDHf/hPfv2H59ihF0BRfgzHX/8N//RP/8QRx8Tv9X87jYWGqiiK3S/9ka+MFfVb8Ff3PvIVQbI8bmrCQ+klHv78HFnl8meoTA3gixd/zftK1uRVCv4tzYN3n/gtv/mHX3PGX+5D61IceV4g6ZaR+dTX1xDqZIJjUCpxJl/z+5e3ERnpxDN/fAGdKJm8QwUGB57lvb1GpEYa8dtf/L88uk2LMJNv18q/+O5/2W4LAcrx5rUnXkQvMEd4tiZi3E2w8Ykj2+UIv3ribZEAffDgnzGNFdKmWvPoHx/E0CuUg29uYY9lLDXCPUrj3NEz9yE/249PHrpvlQA98NCHcgL05mM8dvxGAlSE9bZn+af//iOvC++fLyOT39X+xbrw1H3/ibp/OqqfvsZbKvZUyrbLByuz5YHX8UqO5fCL9/Gvv34GG1d7nn/guZ+EADXX5Ah17wUe2WUl/i70VeaBP7yAe4HsfD7q7z3Iv/zf3/PWQWuq62XCsQIR33IfW86vI0CVyZx+/xXe13KjqrmWtMBTPC20c77JUXz7zO856y+0dzm+vPPgrznhXS6/RkaALnzMv/ziH9lu4Lda/6Psj/HEyzvwzy2nIj+Q3a89wSHrCIEAfc7D//mf/PLBb4iqrCVK6Eg+ev/vuffV7SIB+tV9j4sE6JuH/5t/v/9t3F3NeVzIVzkBKkDno0f43/91L28JbXNFnew9BAL04oM8dfY2E6CqJHdef+iJNQe4YiXfTYDePe0pvGwYR15+mPdO23Dozdc46hwrV9BtiOfYE/dx1C5UdAB/vOcB3nhrD88//eKGEqA//dO/8ufHt/DuJ9pkigToXsUI0FYsBMJhuevptUBYK9fWV4gE6Df/eS9PPfkEvxGcnowA1Zelc+7zJ3jxmAWHn/stu3UvUiWyULnJCNBbD72Fc2QeUY5HBBa9lZCMSvw13uPh9/dz4ctHefZzU3KFa6J1v+CpD3TJbGyitrqSiooKqmvrcRYa27cP2FIoa0AaC7Da8zpvn/BYe7a/wjaMAJU0kXZRmy1vbMNXb+cqAUq1/5b7BFKnuvtVHntFmXRFIxjvdpqn/utJPtxnS1Z1rVxl+YZ7/xj7KQnQO4LjKMmKRenjJ3j7nLdIgFZGgP4gVNp9psGbagRoPQF68Je/5Ff3buPE/ne/lwD90z/LR4Cef+EYyQoC9KV6EBVpF9n28v3sMggSHOAW/o84AvQmJ/QuUiZce9P3j7PkD7/+lWIEaC+BAomUdZxU3nqOh4Xf+u6JlNf/+Ebj++zHEqDGeAPuve8Jjh/by0P3fUqc7FsLBOizh37HJzv28MonKkR4aPH5U8/zpz/+iv1mod/r/77WCaMixZ8vnv8T++wUnYXvIUCNFanofv0yf/z8PLnl9WL6GLOveeDVragJef7424J/E54py2Ynv3/mW6JK5c+9YslCWhkB8jQ9zv2PHyFOMQob73ac1944QISfDg/94z/yH7/9iAunP/+7EKAi96Pc89CX8vdfd7zEfY0Avf/nB9ALqaAiVJ8HHnwSAwtLnr73cSzT5XmyakU/nAA1prvw4p/vYfd5XV598EXsU4q+u/1LkROgc/ahfPnsG2iGKYIm1key488PcsHZXyRAv//Dk3z26S4evO/Zn4YANTcQZ32QP977EbHl2RjseJF7PtAUyVtjsqVAMv7MwdOnePK+twksk80o3EyAqoV6/PGTb2K40vmoD2fr/Q+j5eorEqATboVUxDny4oO/Qy1EEQ1bQYD+/H//L398cAd7tr0lEiDHY2/z+h4rCsR2rBDbA2/zxkE7kQC99cmnvP2Hx1B2CUL5w/fY8dXrNxOgR/6b3/7xeXbt2Mmf7pcToMYUG5544H4OnD3HM/e/gW9hlfAMG0SAqpM9eePhB1AJvIGcfA8B+o3w0d944w2+OWZGRk4Sh99+jUOOMXIHUBfH4cf/xHGHcNEBfK6sy1f3/hv/838+8HcdAbLe+xTP7dAjd73AnYIA3TgClBPnwmtCpdqjosuR9+7nt+8eJ61EPvQsM3EK7J//ncefe5X3P/4am+AcMYLo/qd/yas7zmFy4n3+930v4JhQTazAfJ98X4uMhlJsjn7AQ7/7N1456oj94bd4c581BTIH1ZCPuUAm3jt185DtD7GNJECpAZo8+8Y3+OnvUhCgcjTe+z2Pf3wcC9Wv+bff3o9+2Eo+15EbaseZj57nsSe+IjD3Bmf1I+2nJEC/u+cRnn7wDzz4/HESsyvXRoAEZxJouIP/em4nGcVr035/q/2UBOiNT7dz9KXH+OUv//hXjwDdc99TPPbHe3niXU0K83JvOQJ00/f3Mr15BEi0UnxUdvHq7+/nU3X/G87dHvtxBKgKr6PP8bsXdmOidYh7f/UvHPIolROgh//AEU1Dnnl0Cx+//zRbj6jyyhO/4oB52Pf6v3vuf5pH772XJ4VOUKli+uq7CFBGSQ1O54RO1D2f4SP0qOXPVMaZ1/6bLV+cwlL5C/73PY9iFlVJjv1ufvvkVkILZWnWbIUA+Zif5L7HDhGrmIqPcznC628eJNJflxcee4bDX33C/b/+7d+FAJV6Hue3f34PX8V0x4qtJ0Bv/OY/+bNAwn/3rwJh0Y2jMtaOZ/5wH4YJP5YA1RFusEMgXkLDb6jCC3/+D95QC/nu9k9BgJQdwvjquTcEIqAgr7XhfCMQIHXXiyIB2nZBj4/v/Xf+x/948CciQILl+fL2n3/Nm98q89oTT6MRKCNnNQSovMc9T36Gse5JHvndv/C1VYZw/GYCVJMeyCdPvYFejCIQZG0IXwgESMfdXyRAf3jseR749e95eZfj6jUrBOjtnUc4+MQf+Nd//ZNY/51Pvseru83JF9uxAqz3vclbRxzkBOjrU6h8+gR/fOIVHn3/ALYXPrqJAMmmwHar6fH27/+Df/qXZwUCVEOgkO6exz/GSP8Uj//+X/ncNFl4hg0iQM2VGah9+TivHXenUvhdFmPPCWVL0otjhYr8B7ZaZ5LvY8CD935KYPW6KbCV6+uKMD/4IY9/oEZJUx1p3mo885vncE2XDwHv0A3GfP+z/I9f/PfflQDF2h/hiZe+5GJmObWFKRirquAZn3lLAuSl8RlPPvUBpy5ocvbwNv70wMs4JhWs3mv9FNjKsbJoLR7+1VPsU9ZEQ02VFx/6PYfMI8iLteblLe+Ic9zVFQmc+uIhXhUIUKT9MR5/4mt800spSfHki0cfR8ld9qEV7/BX2EYRoOTiRlx0tvHaVk2ireRTYG5elrxwz2PsOKOJpqYm7z3533ym6iuWHS+dw5jYxVGSYcfzf3gW2+iyW97/r7WfkgDJpsCywqx574XX0PFLW0eA6gg22cuj7xwmu/T2iST+tAToDCEOSvzLL/75r58C040gxVOTl557H+eI5FsSoJu+v4XOTQSoJNkPlSOaJOXkYn3wTZ7ebrZ67nbajyFA1dl+fPHII3x2XE0s23te/y1PbLWmWCRAf0LLI4I9L/2ef/63R7H09OBtgQAdcUr+Xv+30yiGZLcLPP/sh7inyqfFv4sABTnr8vzTj6LlmU6dIl/L4415+rdPsPusvL698eh/8412IGWZ7rwgPKu2XzZ1dVX4mKhg5BlH7MoUWKw7z//2Gc57pVEnkCiNDx/ng/1mpEcbCQRI6Mx6WvH4v//L34UANRcGCv75fs64CM8mvH+wpQo6AtHIvHEKTCiTXuc+5umPz5Oam8yp9+7j/QuhVAn3KAqzREnNnuySCHY8eB/7nHLIdVXj/j9vJ7z6ZgJUVyJc//5zvPbVETEfDwsN8++eO0Hud7V/0YopsIBMNL54nZeERr68uZZEx+M8+ad38UuXT4EdtYkWrn+U//cX9/x0BEj4nlZbH+T/+9f/4DcvCN86r5La/HD2vvAk7+09I77fASGvHnhPl4JbTYFVy8rmy7x+0I4KgTjF2x7iiQc+4mK6YgrMp5gI00M89tw2ossU16wSIH0CjHfyv37xr2L9j3FR4vFHv8AzpYTSdF++fuJxjjlEKQiQBoGWB/jfv/gfPLvfnGDdL25JgFTcEzn+zv384z88jn1MFAdeeYp3dp2Sv8cHf+a+tzTI3zAC1NxIVVEsSns/4+ktW3jq7c/Rd4kWHFsdha5nee6Bx3nioZfYphlJbXMBdvs+ZIde+PXXZ0ZismMXTz27hddf/Bwd6zhqqjLR2/kmx2ySyAw04Y1HnsAo+oZhRoXJ8LcQoLJYEz5+ZwfhKz2KnGC+fOMpHnziGXFB4efqntTXFOJuriwuRn7m5Tf5+pQpmQVFeGtuF/7tQEVpPgb7v2S/ubvQg32W/UbB4rRXQ0EcRz55ns8FYrTy94ozHNj6+jcEpsuG5mTHKvE79z4v77WRT2k11OKk9DbP7tImp7SMEHc93nvrFZ5++hmefHEvpqHZ1JZl4XH2BK8//xIvv/AmJ5W9yK34cSMmt5sAJTif4Mnf38cTTz/LS+/uwyk2l0Lvczz+1mdontzF85+pkaMYWg/X+4onPjlBfEEN0X6nee2ZR3jmqcf4Vs2a/NrbM72xUQQo1/UMr3ylQWql8Lu+FOdzX7D9vJfQoBTjdOZrnt1tQoTlfh6/9wGeEr7do0+/xhm7CGobZXPSN9/vx9iGEqDybDT3vMInGheJEZzcF3s0Sc/N48hrQsfmvBvlssX9eeHseOdjTGIVZFXoRd9zz5947OktPPv88+h4RWO49x0OWcTTWJeNyU6hw3DSGvOj73DvA4+Ki6Df/fY8ibf6/rH2bHn0QR55Sr6w94RDEvXVSWgcfIMnnnySl978AOuI1Juf+zbYX0+A6kn2UOO5V3eRWCUfqSn3V+a+5z7FM8Sbva8+j4WQR16qXwj1+CDxWaFsFRpZZb+Sv+D/UoR8y8Rw27u8r6YY7RL81ZbX9hMum74SCIC/+se8+u1ZNL95iV/95h4eVeTXlrc+ZffnL/H8Nn15D1u41l/oHT/11TlSiiqJ8jPmo3df45nnX+DdfecJFjppqXYHeeaTQ8QV1hJvo8sXL70hfKOn2LXdmMiMKipSrPnwjS8JzqzC8ttn1sr/aj58v92eRdANJIXZ8vkHr/PMs8/y5q4z+MTkUuyrzGNvbiU09iI7Xn4Ju0TB/1aG8LVQ7877ZFBZGMX+r98T26ln3v8ac59EoS4KpNPyMM89KLRTD77MftNkoZ3KwezLN7jnvkfl+SjYER1DPn7jIxzi5dM+tbGWPLvlJYwiim/d/qV68/YLD2MY0yDkWTDqn2/lqS3P8JZALs090qmtSOTcRy9wwbeYJDdVnr3/aVxyfyoCJLR5vmf593+/h4+UbCmubSAjyJg3XttKYJ6cZNeG6/LwlrexjYtF/70X+O0Dj4n58PxLr2AQUkB5UiAqn3whvtPbL2/Hxlcg0uXxKL37DFohtTTWxHPujRfZYaPolDfWEGCwi63HLMhKj2PPi/ez2zCQyrJcvJRP8uYLL/PS869z4qwHWWXVhJp+y1cHjUhLD+GLhx/jmFUYcTb72fLZEeJ9TXjshTfwiIziyOtPYhBVT6zNEZ555HWMnc15+/Uv8MuS+6PaCAMe2/ImVrFxGAqk7Xf3y9/juedfRDeoeDU/vst+AAH6+5sMfwsB+rnb7SZAd5ptFAG6E2xDCdDP2H78ImjJvs9uDwGS7Eb7awmQZD/MJAL0MzCJAG1ekwjQxphEgDbGJAK0MSYRoI2xVQIkcwYdHR13pMkgKwC3OifZX7bu7m4xD2Uf+1bnN7tdvXqVqampW57b7Carl3dy3dysJiOVCwsLtzwn2Y83GbG8cuXKLc9J9uNN5t9kfu5W5yT78SbjFTL8QvyvBAkSJEiQIEHCzwgSAZIgQYIECRIk/OwgESAJEiRIkCBBws8Ot5UAjdcmoKuri196PUtXFQfvcswP15CS1cqC4vetMUdTRiF1PRPir8udhdhZGKJr70t1z7RwZJnBhjKK6rvoKgoT8zAov5OlyV5ifa3E3zKzC8themGJ4eYKimrauXJtkUuFxVS1DnFNvLOAq8s0FCVQPzCvOCBBggQJEm6Fqb5q/KwE/6pvSEhZv+IoLAy3kFJUzdzSqmcVnP042ZFu6OnrU9ynOCZgcbSd9KIKZhauMtVZhretzF+bEZrawGVFmrmeclxsjFd9uV9OO0z3EOVrj4m1I3XD8nQ9xWv+f/NigGzffEYVvzrzg8R3CivukR8YrsPR2gR73yjE5m8dbnr/0QZc7cyw9Q6lc0r4fWWOiiRvMU1GqyJ3+4rR19fDLTKbcVmzNztIUpAzhqYWVA7Kk4zWxMvzPaORK+u4yW0kQJdw2HoI64veKH2pQ/HkXdgAX7smLkgT/if+e1n499LMAC2XRgUyIvx7aUmwK1wVE6zgGp3lPnz62/dxLhQK/Xwf/pbWeEbE4Gt/Hm3nGGYuTxLnboNfWhRGnxzE6aILBz/Up25+mpbqQrIzU7E8sYcTJrFMCcdSfGzxSqihtzmSbfe+jWlCLSvfdKEriS/feJ/gSjnZkiBBggQJt0asixLn7YJISwlARemUvMFcniXH5QRvH7Fj7PKyPKGA3opQNA7rEeKvx7HDYYh0aXmeQu+zvHvAjP6pOepjXVA3sCI1s4D6SyMsiVfC0lQ/5UV5ZCVd5Ojb32CX20hdtDPnL9gTYKeOhmEaY9eaMfl0zf83rG9GNgmuXR0kRmcvrzylTZN4oAH9Dw/ictGJg5+a0HxtjDRDDdTtArC/cB7n6DoWxSsF3PT+k2RZ6HDeyg9nTVXsQqoY6s1Aa4cyARfNOLTTk85r/YQdPoaefwh6hzUIreimLcsHtVPmBLlpcVY1juFrbdjLhHUvenHic11Kp9eGK24fAeqJY+fpi0wInDdN/xCeVZOKE3cPFocbsbYyp6h9iommTAxtXKjK8+a0WiiVyR588umHvPL5bjwzGlheLbyjJDm546RmQZBIgAaI8PAgIDiSIFcn/BPLmBjswM1Wj5JcX7afi2SKGeJUvuHiJfkd5kebsdJWolLoJSxO9uNlo0FeZx+pTl54WMjIkJwALU004HBWGSW1IxIBkiBBgoQfiCtzfbhrXiCtfZbBumg0dn3Flwa+1xGgihhLjHzLmF8awP7EQYoEfzzWkojGjq1sNXCnf2SIYL0zKGk5EZeWRdPArOJKBYSO8aX8QMzd/BmZniHa0xzvtBZGu0qw0dGnuSrklv5/8+AKHYV55Ajvof6aiZwAXbrINypxwhtNEXluOyFVzejr2FDSNUpLmjfmntHMrLDEjhvev+oS5obW5LQO0559EQuXYGoznTljlcMc43id2E1qVREHT9gzsDRPma8RltElZAaaYR9Rx/R4E3aq56iqihW4SRCTzJKqewCvmhnFH7ydBKjWl9cMEsR/Vrh8gUnmmPjvuwpXZsjycSawoJHqTD88gvLpr/Hn9FFjDuz4iu0Hj3Hgq9f5SM2D6YX19H2MqBUCNN1HxEU3LEwtsDQxxCeplN7mAhy03ekpcuA1sxzxiiLL17AuEf9JXegJVNyqRaY82VcmMGdHOsVCM03KCgFaEthygAO2MSWEWksESIIECRJ+GIZJtjbDw7+K6ZlWnHQNiUgI4Yz19QQo76ImmjEtXL2yiJfGO6TUXsJNV5+wpCjOWwsEaHSK6qwQbCwtMTExxupiLIPrONDVpTkumh3AN7Ob5fkJfFz08CnsZaa/AXvjY1Ql3Nr/bz5UoL1CgEqsec2ySDyaY/YaDglVHDO2p6F/ht5CH/RcfJhYmSwqv+H9E+o5Z2ZDedcUA2UhGDo6UxJmwD7fWjFNuM5rhCak8I6GF4tXrtISI3wf/0xiPTWxTutgYWoQF71vyE/w5jXDJPGacqdPMc1eG5y5fQRoIIl9x7wYXp4iXuMovnV33wiQDAsNMQLbD8DfaCfJLYtM1AsE6IAeXytrEpVeSFlxAWXNvSxftwZqjQDNdxZw3sia+qHLXG5O5lt9FzIuaqPsXcWVnkj2nAhibHmcMKXdhMrC+Fxtx/pTZbKnroh3ak8x4aRruWJodY0AzQ81or33dZ569gUe/MN/8cZpV/oV10iQIEGChJtxZbKTIEMtLH1zkbnLyVJPXn7mGZ5/5hF+/YcH0IqUB+SVoSreBiP3QmbnO7E6fIK0dH/eeHYLz295lN/84T6UA6uZn51hdvGK4I+bcbQ3pqxnbbplcboYna+NaZwTSJXQmY7zssAzoYGhS3lYaprS2ngL/78psY4AdYeyWymM8eUxgk7sIbKxFVNNS/IuDdGQ4ImFVxwzK83Uje1fYwc2+pakNw7QkuaHhUs49XnunDNOZWZ5EOfDB8hsLOXEYSs652cpdDfCJq6MnGALbIMrmRipwfKsGrWNiQI38RG4ySRxaofxa9iIESC68dp7EHVrUw5vM6Jy6vuXBW9eDOB57gBHNS8yJPwSCZCyB746Zzlm4oyp7kmM/DJZWOs4CFg3AiRUOGtdVQyc3XG01kFdYMDupz8kUgza3I7ttn3oWuuz9wtzxEN9qexU8kI+njNPhPrHhLaKPwSsGwFSHLl2ZUEaAZIgQYKEH4BYva/45GtVPAIDiUjMpGdC3rWcqo9TjAAtMNjcQnvfBAM1MWgcUMXe8jRKyomi/5dhpjlVPgI0PEp0gDkGts4E+nngFR5Lz/QYNRlNyJrcyzWe7NVJVSyMXqIlyZNzpw2w0VMSfH4+k7fy/5sS6wiQ8BbmX+xF31qXfdtshTecJF/4t5KeDQanz+GZ1MLUVC8NZV1C63bj+09T7GTESW1rjM+dwSW6gdGBfPR2ncDSWoUjh4PoE75CorISpy3tUT2gQUxNP10FgZw/pomtsRLn9TKF1rcLjz0H0bA24eBWY6pnV1cd3U4CJBSatnzc3NxIKG2/bqX13YbBmniS6uShtBcnWikq62ZpvJUgf2/cQpNoH5kTz61hgc7SGi4NyZe8T1zKJ9DHDbeQeFqGRmjKy6dfMQw4VJcu5mFKtWJHwmQ78eUCcRIxR3N+Hr2rt1+it6aO5u7x63aBtdflc2l07SNLkCBBgoSbUZUs+GHB38rMLzyRjjG531ya6KaorpWFK4tUh4YRnl/N8sIUFZlRuHt4oHD/ImS7dUvrmri8dJXZgUZig9zwuhhG/aBsEGAY71OWIplZGqghpX7dhbNDZMWH4BMYyiVFf/Um/78pMUp5fLVAdeTor04R3ym9TkEZJy4RGuhDSHwWQ7MCMZzopCr/ktC63br9iwz2Iyg2DXFJldDBbyqMFdOUdisazZE6PDzcicqsQBx3mRujMCUcL19/mhUrcSZb88RrEko7NmoXmAQJEiRIkHA34QpNtVVc6loZ7/lrMUpKXLFwFwl3IiQCJEGCBAkSJEj42UEiQBIkSJAgQYKEnx0kAiRBggQJEiRI+NnhNhOgJbqrKqluGlzdlSRhhjQvM0xNTbGKKZcfGm3Aw8kGt6B4+sQdecsMNVVS1thDT1mMmDaieG0P5NJ8N/nRVciXUF9lpK2asvpOUQqjo7Sc2ksj4iLo8bY8POxNheudSC7rXIuwuWEYozgof3U3RHdxmPjspsHZzC9dZX6wngB3G0wdvShYWeV3B6G/NEh8Xt+EIibXbVq8Mj9NRqAsH03JalME8hiswNLcDJ/YPHm49csjZER6YWFjR7WYAZcpDnPC1COUpsFZli+Pk5WbScfojQviJdyI3upkSrvle2P6yq8v/2PNmbjameJyMZruG8LmVyfYiWlD8y+xOD1EaoiQ/7LyJ5hLZA6jk1NkBsl/ZzTfcLGEH49rV7mUHyrma4K88G9aTA/UEewolBFzSyJXdBMELI62kVlWJ/ixdfHc5ifIj/PFzMyc8gHFMQGL451kl1Uzs3iV6e4qLrrIypwdUZnN4sJeGeb6qvB2tl4tn8EFnULT0Ed8kBs2Th40KHQjbiz/mxOD5AcVC62DHN3FEeI7xZQr9ENuav/WcNP7jzXj42q3Vv+vzFGdflFMk3NJIYUxUI65mRm+cfnymEKXh0mP8MTSxp4aRfEcr0+W53tO88Ytgp7sT2PP/W+hG1K2GgL8547RfGs+OmNDcnIo6vs/J6Z1nEwTTVQsPLFSVsEltoHFK5PEe9jimxqN6Wf7sfayZd/HRsgjUPTgKVz38RcuiEXiygypvnZ4xlXT3xbD9j++q5DCWKDMxwgVM2fhb2VT3zm2wQvvJslxUeHF3x2mUvZzogKdM8YEJ0eid/xL/Aq6SPJxxMojUCBB+miYujNwQ2H/u6K/lEPaRuJ3sThlRnLdmvMbLPRiv4EsH53Q2utLl1Cho0+eQN3ND+3D6oSV99CR58+FE4b4OF7g7PlEhjsS+OqcMc5m+jhFFdNdm4SBijuXZqTdeN+L8TJOvv8KlpkyMaRWzD9fV/6nurDWU8PcL5BAVys8IgqYXSnUbYl8deACIcnh2KtokNk1TmNZNslJCVgq7eKAVggtOZ58fdKAyORgbNTMuAuD0/9dsLxUh8EnB3HwsuDAV7abeLs2xDqf4Jy5N3Gxnpw7dVbemVmeI9/jNO8evV4Ko78qAo1DWvi5a3DseBQiB7q6QImfKu8dlEthNMS7cF7HhNjEDKqaB1c7oUsTPRRkp5Ec7c3B174Syns9DbEuqChb4WmhgqZJJuM3ln/FtZsLw8Tr7+fVpxVSGMJbGH28D1sva/Z/bi684S3aPzGdDDe+/xS51nqcM/HAVk0Zh7Aahvuy0d5xBg8vfQ7t8RXaxAGijh9Dw90PrUMaRFT10J7jx4WTRng7XOCcWhIjtOO07SCmXk4c/UKf8pm13u5tJEATpNp74u3ogNvdRIAWRwmxvsDez9/j9bde5eChE3z55mOc9qqiOsaOTz54g6fe2opbcgvdRc58+vqnfPbhOUqnFVv0hN6SXBvsMgWWSlgkFWKobUNx5wjNqd5YeMYwMiCTwtClONeXHWciBGoxTYzyDgLbF6iNTiCtMhBtBQFakcLI6egl2d4dNzMbeRyg2W7sTyqh5RBIRkEZPeIwxUbhGgP1paSl+6H5mo6CAJVhrO1KYkYKXrp6xBSVYWN6hsDobDLyimkfWZEFvFNwTfwuA82pWJ82I7FuXZdOOL40M0JNqQ9au7zpHCnh6Ek7ehcuU+ZnjIVAcHJCzLAJrWZqsgVb5XNUlcXxhbIZHpYGOAXHY3l2K6HVUov7fVi+3EOQkQ7Kp7fKCVBn6HXl3zunDG1jcyr7ZhmtieGskT29k3LPMpZuyC77QsHPXKHR+wDHQ+XiiVdmerBRP0BR/zWagk5zJrhVSLFIsvkOLDIUipMS/iYstfiz+0ICM8KXCjm9k8guxYlNiGuCf5a55yvzA3hoq5JyaZahhng0d3zO5/rXR4KujLXEyLuUuaV+7I4fpmhENuqegtb2L/hSXyaFMUyI/lnO6HuQlltI2/ANPk/4Qx0FQZi7+DI8NUOMpwXeqc2MdBZjo21IS8315T9wJfrJpsEV2vNzyCwPRG0lDlB7IDuUY4Q3miTizA5Ca1puav9WpTBuqP+BNZewMLQmu3WIS1kyKYwQ6rJcOGuRzRxjeBzfQ1pNEYeP29G/NEeptxGWMSVkBZlhF17L1HgjtioqVNfEsfuUTKZrhhTtg3jXbkggRBkuk+3seNcRoGBjTWyiqqmMMkVVP4ahtlAOnfAhNSkEM0119nz8BcrWKTTlOnP8lD8DN3X6hZ5B6kXML4QyMHhzKPBLDYU46rjRU3jrUOizY5noKAjQVF85DmoOdIp/Y10gxLkxsuN8MDM0REtXG4eoXNZpvm0QGjFZIUCDlVja2GKqb4y50KhFpudxfv+rnFUzQk3jPCY+EfKpozsMNYkumBprEV7Wqzgix8JIKyEelti72FJTksb7mp6C41umNVYHDb8MErw0sEhpZ3FmGFfdreR2z1IYZIu+cyDpF1U5ZRSNv5MaajbRTIoEWMJ1uLpIbYofZv5Cr9jxoJwA3RgKP2uEIJvzHD5zCrXj+/hc6C2vECBZeTu+byun1HRQ2/E8R0PkBOhS7FmU7MuQFbXJ+iT27v5aKIN6nNr1JuYSAbotWCyw4B3bUvHf6Sav4SY6gM2MEdIdLHHzKmdq9hKu+vqExgX/ZSmMug489fUISohUSGFMUp4egJmRETq6ulhejGdoHQeSSWEEWRzGJ6NLksK466QwRNylBMjBmtC8dqoS7TF1K2RaYKqHvrVER1kdq7BYoedwknMGMTTke6Jmki5G/VzFtSvUxDqgfsGNuoE5gbO0YqxlRUHHME1JXlh4xVIaY8o593KWusPZpRTK+NVJIoWelcKnX0eAOtPNOeFUosjfdQRI6Mkszs0xv7zMbHseRo6udIxvdPSJNQI0kW3JTutMoa+9zFiKPm+ed8FQ6yhFPfPMCD0cE2szGofuoOmgq8vMLcrzZyDDiuNuWeK/Zbi2vCiuYZIhw34nTnFpnDhuQ9f8LCXexlhFl5AbYo5NcCWTQi/D+qzQyxgXk3N1qhkrNQMuhruioeOC44UPhB7HdWHBJQhYnhvH5fRbPPzEczx+33/xzC5daooDri//HVeZHGijvKSQFH9rztu4MjSrIJNXl+hsLKaosJRQzbcxzpkVPlwXjp+fJmVcXjuWF2dprs4X0pThev4dfKvvGq/0d8VS20X2qsQydXWMwJO7ie5RnNiEuDrTS5ipNmbuGciCQE+WuvPc40/y3C2kMCrjrDHyLObyYg82R4+SmurLK08JaddJYSzNzwkdpe+QwpgpRfdrA+plpGpphlgvC7ySmhjuKMBKy5jW+lv7/82HdQSoM4SdpyOZvDpOqNIuwutvbv9WR4BubP/q27EysCKzeZDWDH8sXMKoz3HlrFkGs1eHcTu6j4z6Eo4etaFn8TLFnkZYx5aSHWyOXWg1k6N1WJ87T019PHtP+DF6dZpEjUP41ksjQD8c30WA9ptxRk8TBzdvNA9+wnbNUOpybyZA4yWWvPzQHpwiI4mKiaV+YIAcC23OGDthelYZ94RqAtQ+IkKcSL+E1Vf7MXYy5dvPTFlRvFgjQAtEanxESIvixHoCNNOPm4sJ9l7+hF90wzMmk7ENX3+7bgSoK5OdB8/iLbynpeZubIWCGOxnh61XIEHeDtj5BFwnDPh3x2A5x3X0iRSe19NKBdf0Rib7OmlvH6Gv2I8DutbiOXvjE+T1DBF/VgllOzfUD6kTUdlLV8FFLhzXwcXqHMoaKUIfUsDyZbKC7HEWCFJrUTDnVQ3RV/qEoGZpS8D3Id/tkGIN0A3lf6obewdjnL29sVA5K9ShOqYvD9Jc2c18ewo71U2I9LfgwOdGNCwJjcpAFruPu6LgooyVXeRbHSsivbU5uMebTTxTc0dheakBo88PYOFkwIFtDmy6mZp1iDf8hi92aBIg1PX4jHz6puQt13opjOG2S3QNTNFfHYXGQTXc7FU4cTqOlVWD66UwIv3MhfLrRUSwH95hUXRPjdOQ14bM9V2u9eJb7RShlZRhkaYEd5TPmuJkfAZtixwmvsP/bz6sl8JoxfSzbzF1Mmb/V1bCG07c0P41MT09QEt1r9C63fj+UxTYG3Ba33G1/o/056K7UwkHJw0O7w+gR/gKcadPoGLvhtpBDaKq++jIC+D8cV1cLM+hop3GKJ247jyInpM1h78ypHLduszbTICu0FdbS33r0N2zC2x5ntaaKlr7pxjpqqG8foDF6VYy8+oFwpOAm6MjvkLlycipZ6S3gcLynuvI31BVNPZ2dtgJZu/oRH67UBXGWvD3csUvMpWB2cvUZ2atylsMVCeJaePK16ZkluZ7KUmsE4jVHA1ZmXSvEptFuiuraegcFXeBTbQXEeBhh2tAJK0jGz7/JWCc8sgSeeMvoDnLR3x2u6gCcQRlYaiJMH9XXHxDaBTDwt9ZGKyMFJ/XW7az6/KS4OjqqanpZX5+htwI+TdLqlVMmwzV4OToQFBykXzIdm6U3IRAHF3cWY1uf2WO2toyWocuC2VkmPQQ4R4BmcxIM2Dfi/76TCoVFeDG8j/elo+vux0+4YnijpHp/np8jH2RBcqvS3MX08aUdHJVXgGILFrrsS8LvcL8SPl3zG27blxWwt+Ca1fpLIkR8zVtvSbEJkRZrLx8yMwtMJo2hYTQ4lgHeVVNzF9ZoCo4lLA8mRTGJCUpwQIpd1Ts/JRDJptRUFXP7OJVZvpqCfexw9krgBpR32gIzxMKKYy+CuJq1k3Dzg6QGumHq9BpbVFsmbqV/998GKY4sny1I9JbHie+U1K1Yp3lde2fkA3j7ZRnt4jE8Kb3H28jyNd9tf5zZZ76nHAxTWGnoiEcqsbRwZ7glBL5bl7BN+fEXcTJ1YMGRfGcaMoUr4kqbJOkMCRIkLA5MTPdTXZG1QbvcJQgYQVXaKyuoLVjbZfoX4dREqPz1+10knAnQSJAEiRIkCBBgoSfHSQCJEGCBAkSJEj42UEiQBIkSJAgQYKEnx1uIwGaozzGE1tbW2wj5Ytg7zosz1JfXknH8F+zoHKWrAA7MV+cEqvkh8aa8fN0wTciRREdeZmR1hoqW/roq0wU08aW9XJlepD0CA95ngrmk1jCzOIVxtrrqWzqFqUwuiqqrlsE7e8uS+tFRmX3TzDvPE5ZRDEry/p6y2Pkz3rd9x+kMKKSOzEk4GBlhPi8wallTK3LrOX5GXLC5Xme364I5CFbaGdvR2DSukXQ8QE4OLtRJ2aAovz7RYuLoJfnJsgrzKVr47fibVrMDDQS4WuLi6cfzYpFoFWJTmK+y8q/DPN9Nfh7OmLrHUZt7/X1ri7VTUwbXSxfBH1j+V+4Mk9Fiq+Yxjdn8+6pueMgWwRdHC3ma+omXwQ9M9RIpIdQZuwdiV+3QFm2CDq3spH5K+t2MCxMUpwchJ2dPVU3LoKuVCyC7q0lzFtWBl1JyGsVvIIc8wO1XPSSl22ZRZZ0yyoAKRG+15X/gao1/795MUxxRNnaIuiyWPGdEqtWFkHf2P6t4ab3H28l0McV77AExOov1Om67DAxTUHHyiLoKnGjUVBysWIR9AjZcQHXbVCZaMqQ53vBBi2CnqwK4EslPaKjA9E4upWL5VOKM3cR5vvwNLMmvvKHF86xIns+VjIT8sUflf1fktA2QY65NmeNncVtgG4JTSxemSJBqIQ+KdFYfLkfE2czvv3UlMbL41TlJxMdGYre/m0c0I9gcn6aND97POKqGGiPZ/cDH2AmSmEsUu5ryBlDoUGITqHq0vAGLxSdJN9DjVfuOSLfBj9Zhf5ZA3yu+/4DxGjt4a1XLO68cPkD5RzT0Re/i8kpU1Ia1jzaYJEvB3Rl+WiNlrjVcoj4MydRsXdH4/D6bfC6uFory7fBdyXx9Rk9bI10xG3wPXXJGKi40TYtLX+8JRZnSQg0R9/RE38PI2zNc5hoS+DL/Sr4RwdgpaxDUf8wUU622Hj54WShio5T5JpmW3sK2w4o4xd9EWtVbfKGBAJ6Q/kfv5SC2jkzAqN9OHtwN9nSPvjbgpVt8JbOhhzYZr+5t8G7KnHayIXwUCfOnFZF3PS5PEeh9zneO369FMaAYhu8u6MqJ07FyrfBX12k7KIaHxw2p39qnsZ4F1Q09AiNTKS0vn+1EyrTC8tMiSc62IW9L3+GWXodTQlu4jZ4Z+OzaMvKv+Alrdb5/9VoJ5sKIySZHOGNp3UU2+BbMP30W8ycTdj/pZXwhrdo/8R0Mtz4/lPk2+lz2sAJC9WVbfA56Ow8haOz5uo2+NhTJ1B1dL9hG7werlbnUNFKlW+D33EQfWcbDn9psDHb4K8tLwm9fllhWaBOaBi1EzdztfgOKAhQVLQ9J87HChRglKBTx0m+1Iq5mTon3nyLp97bS0hhtzgiI8NaUD2hUlmdwCyxSAwEVSgLBJXshYVnLKMDnaIURmGuH7tOhTJxdZKoMzsJVgTCWhhvx07nGMV9y6tSGNntPSTZuuBkZImnKIXRg6PSafTcIigor6F/vbrnbYdcCiM5yYsLr2jLCdB4CfoarqQXZOOro0Vi+wTNaamkVwag+pp8G+gdhWvLzC9eYbg9G7szZiTUyDZWyyEry5enR2mquYj2dg86Rks5vhII0ccYy1sFQiyN4TNVa/xsjXEMSsBWZStB5eOr5UDCjbjGlStLzI11kxZlj5VeKq3JWuxyLkcmb1HrtpczIRWEu7kRFJNKnJ8bnmHZzChY/fVSGAc56Zt3U/mfao1HT8+frIJ0XDX1KV3pkkr4m7DUGsBeVVkgxHEClTZ3IMQrSwssLQtlUZTCUCa5bZaR5mS0d3zKp3o+10thxFldFwixeBQmOjLR2f4Zn+u6iVIYYQYqKBv7kltaQedNo7/X6CoOxdzJi8HJaWI9LfBKlgVCLJQHQqwLv6X/3zyQSWFkk1roy/lXjRWBEIPZeSaKyasThJ7aRXidPBDi+vbvukCI69+/bi0QYltmABYuoauBEC+LgRC/JaOu+LpAiFayQIhBK4EQ67FWPk9NXTx7TvgzJguEqLmhgRCX6CqPw/KMJy2X78Ke7woBirLmkPBRJwS263/0IAmtzRgd1COje4Bif2ehAcxn8bqWb47mzGDMVILou5UURmMxTnqudH+HFEZj1DmUhYZBRmmm+itx1LCnQ8ze9VIYo6RHuWOopYWKmhr20fls/ODDukCIwzXY2duip66DiZEBWZdWKn8J6nciAVKgMtYWA0NtoioUSsUKLAw14+9ohK2bM/WlP0wKI9fPFHUbX9ICL3DKMJpgTz30nBKYkljQd2KmNRNTI208oxIZbCnmwJ5vOK9njMaO51AKqCYt2gdDbR30dIy4mFbO5RVn2V/GkX07hLRGaO56gWPeZTeV/4H6DAyMTNBR18fO0VHeu5fwN+Puk8IYJcvNBhe3EiYvd+BhqCeQ7h8ihdGFj6EOAXErUhgTlCR7o6+tzXl1dcwDE1kvgXjtyjwhVkfxSe+UpDDuPimMawxVhKB61JT81gl5YLK7DesJ0GkZAWrD4r29cgJ03pqy/lFqolyxDkhnfnWe8ZrAdJ25oOxEdd+swGBkYnDWFMnE4FLkYnDl8RacdSlhsTNUYMsRTF6bJubcDoI6ZNd34fD5KVLG5GymO9Oa43ZFimHDdQRI+DtXFxdZWL76d5fCGE3W5wtHuYO8YwnQtWssKwrpjVIYooCt4pwohRGbytETdvTIxFB9jbFcL4Y60SwXQ1XM4V+bacNGTRe/MDfUNW2xVvkQv/o1JyphDdeuyoUo50cu4Wh5noKOy3TV5pCVWUCQxqvoBhesiqFebkvnqIGj0KtWjGwK36inIU9Im0+w1psYZE3fVP6TnI4rxFCXKPI8zflosUJJ+BuxIoY6fW2C4NM7idrMYqhzg0RZ6AjlJRlZDMTJEleefugxnr2VFEaslUIMtU8UQ00RyM7zjwppV6Uwari6tMTCleVbS2HMVqD3tQ61smHMJYUYaopMDLUIa4UY6s3+fzNiHQHqCGLHuRihrMjEUHcqxFCvb//Wi6Fe9/4rYqgt68RQs2ViqFnMXRsVxVDTa4pFMdQ+hRiqlSiGao5deA1TY+vEUJUuMnFthuSNEkOdqffjw0e345yURJJg1T03rG66G6AgQNGJARx65zDeMW7seXHr9xKgyXJbXntkP56yfElOoXlogCwToZdq4YGlsgqucVUEqH1IhLhGsxWLz/dj6WnDvo+NEatefzp7TngoFpQtEqXxIcGrdXIdAZruxdnZFJeAUOLCvPCITmd0w9ffrhsB6kjjm4OqBAnvaa+zC8uUlSnQO5QADZRyWNtILKv+dio4pdYzNdhDV9cYfYXe7DdwEs85Gh8hu2uQGKUTqLn6on1YnbDyHjry/blwwgBvhwucPZ8oXwi+PEdOsD1OAkFqKQjkgpo5pmc+5mLjulV3EuRYnCHuohlGrv5Eh/lj62TFpZJYvla3IilUUf6nurDRU8PMN4iL7mao2nrSPzLApbo+FtoS+UbTkqQwew5+akDdePdN5b8505uvT+oTLnxHwws7CKuS1PlvB5aX6jD49CD2nuYc+Mr2jh3d/SFIMtnN13vkZSQ9r5TBaXmncb0UxmhnF73D0/RVRaBxSBNfN3WOH49GsaR3nRTGCOG+Zpi5XyQhKgif0HC6piZpKekQoxxfrvNmn1aKKIsh8+WNca6oKFviYaGClkmW4ONv4f83JdZLYTRj/PE+bDwt2f+5hfCG4ze0f41Mzw7R3iBbL3Xj+0+Ra6PHORN3bC+cw0EgNcN92WjvOIO7px6H9vrSLXyF6OPHUXfzRfOQBhFVvbTn+HHhpCFe9uc5p57ECB04bzuIiacjR77Qp2Ij1gCN1CfhYCN8fDO5xdds7t0Bt8SVGWpLymgbnKQgTHhPwXnHhkbRPjFOUU4Zg7NzjLRWU9bQxcrmgYGyUMwVeWJuaUV2m1D8RxvxdLbFPTiB/pnLVKek0q0YKu0vjxXTRhTLpE8FjDUTnL9SFS5Tm5pK5+qw6iKdpeXUto8g+3PjbXl4Ophh5xVM09BGrgFawRjFQi99ZflwQ5qr/PuH5KzbBTZAbnAZE4pfdxL6y4LF53WJyGL08hJDLTVUVnYzNz9NRpD8m8VWKiLADlZgZWmBb1yeXNX+8giZUd5Y2TqshcVfukxVZRFNg7MsTg2S5C/cwzNF6P0ozku4DjP9dQQLxMbKwY0yRQUoj7W+rvyPNWfhZi+ra4FU9Uwz1V+Lt6FcCqM60UFMG1bQLo4431j+ZVIYWcHy7+iesXmbkzsO167SXhAm5mti9eaeVywKl5cPmdl7h9IyLPebi6OXyCyrF/zYApVBwYTmVovTVgXxfphbWFK+wn4ELI13klNWI+4Cm+6pItDVDGtnL4W8ywDux+QdwKWeEiJX/IkMM/0kBAuNu7MnjaPyQzf5/02JIfKDi4XWQY7u4gjxnWLLFessr2v/YHa0leK0RpEk3qr983WzxzUwBqH6C23wHNXpgWKanEuKhnCgHEsLc/ziC+TTaZeHSY/0wsrOgZWNfeP1KeI1IbktkhSGBAkSNidmprrITJUtlJYg4afAFRoqy2hu7xc7mX89RokPzxHXb0q48yARIAkSJEiQIEHCzw4SAZIgQYIECRIk/OwgEaDbiCvzU4yOzCDt+ZEgQYIECRLubNxWAtSWF4irqyvxJZeuW2h0N2NxvJXCMrnsRFu8Ebq2RVwfA/sy+WFuYr54pdXJD423ERLgTXBcJkPiloCrjLY3UHtpgIHaNDFtctVaYL4rC/2UpzUi31d3lfHOJmpberlybYnemjqau+UB9xaGGokI9ML1YiS1vbIVYxuNCariylGs36O/Okl8dtf4EhbWFQDZ1uZmxeLCOwnDNXHi80ZmVV4XM2l5YYbCWOE9hHPFnYqtdCP1eLi7EZFRJo9GPD9OYUoYHt6+igWMc1QnBeAaksilEZkUxiTFpYX0iCumJXwfBhtzqemX59NQ3fXlf7K9iCBf2bcIJL+hn/WBHRqzfOXlzTWR3ukR8hOE/Bd/uxKYUsq0uBXzMs1ZFfTMSKswbhuuXaW7PFHM56yV1bubFDPDLcQHCGXG3ZOUhrWNO4vjXRTWtgh+bN3Kn4UpyjMicHNzV8jfyLE02UtJbROXZVIY/Q3EBMrKoC+pRe2s1P75wUbCLwq+WVE+4yt6YXaIzLhgvANCaFME6byx/G9OjFIeV7Uqf9RflSy+U1qdYrfITe3fGm56/8l2IoJ8CYxJExdMy6QwGgtixDQl3YrcHa7D3U3mm8uZklXzuTEKkgXf7ONHk6J4TrbkyvO9tH2DFkF3Z7NfXY/gYAfU91hRLT7J3Y+lqU4qa/vFRZntlel03rDTdrzEmU+OGwj54s7pfV+T3D5JvrUuSnq2GJ4+h0dSC0tXpkjylElhxGC1dR96Ngbs/cJcsb20j4BTO/j8CxfEdfHLs2TIpDBiKxnoSGLfIx9jLtsGvzhGopc9po5u2Jmrom0fyviGboOfotBXi9fvPaqQwqjB6JwersFeqB7+mpBKBQ0cL2Hfe2/jXXyHheEdqkRJR0f8LgZKpqQ1rnm0oZIADmiZCedM0TwcTC/DJKmc4rSlA+cPqRNV1Ud3URDnj2lib3oaFe10RrtT+OaUFma6WrjElNJTn4q+qgstP5N68KMxWY3yZ69jmSnL/3Zsvl5f/hco8dDilL6V8C3iqGgbXje6OoHL/g/RdgsWzmUzODtOeXYMwUEX0T3wFbvVLjKyuEBrrhsf//ZLorpX9qRI+FuxvNSIyZf7MbbRZv92JzZzdKVEjzMo6doS4GfD6bPqcu2o5TmKfVX54IT9dYEQB2ti0DioioPVaZTOJcp3v15dpCJIg4+OWsilMBJcOHteA7/ASPKrelYXPy+OtpEcG06wjy07X/gI45RaWpI8OHfaEFs9JXSt8wXCcGP534wYJc3qBG8/syKF0Yb5F3sxsNFj39c2whveov0T08lw4/tPU+RkyEkdG4zPncEluoHRgTz0dp7AykaVw4eChNZxiMRzSpy2ckD1oAYxNf105QcKvlkLO5NTnNfLEJ6oC4/dB9G0MeXgViOqZzdgG7zQbWZyZlZolDMw2W5C8cSGB6H5aTGYyLYP9rLr0y28IxAa7W9e4M0DRpTk+KFuEEdrfgAfffg2L355gKCCS6uBIK8uzjI1L+u3zlFkfQzThGJMtCzJvzREQ6InFl5xjA3KpTDyc/3ZfSKIseVxwpV2Edq9QG10LHG5nqgrCNDS1ADethpktnWTaOOInZ4ZHgIBmu2pwNxci3iBBZdVVdM5NLWBwShlUhglJMriWLysJSdAY0Voq7mRW1FIgLY6sW0zLF/uIlDrPIdP7b7zCNDyElOXFxjrKcTpjBlx1WuRoK8uzTE1OcalpjC0t7rSPlbOyWNWdMzNUOxljJVAcPJCLbAOLGdirB6rM+epKY3ikwsOhDia4RCUiOOFrQQUy8MTSLg1rs4PEm0uOMOjX8gJUE8Ee9aX/8YObI+exiwwiYr6FkbWxe+gN46vXz1LbHmFQIwGxICKMly5PIiT5rdkdywxP91JnJsDutu0SJQI0G3D0qVAvj0XzeTyKP7H9xK7iXU7F4Q6LYvwfkUoix46Z0lqnWW0LQPdHR/xiY73dQSoKt4aI/dCZhe6sDpynFKhSE1256K3/RM+1Xalf2SECKPzXLAIorSmnr6JGzs/1+guDcfM3kM4N0WclwWeiQ0MXcrHUsuE1sYbyv+m2wkvk8LIIinHE+UVKYzuUHYphTO+PEbQiT1ENLbe1P6tyNvcqv7b6FuS3jhAS7ofFi7h1Oe5cc4kjZnlQVwO7yezsZTjR6zoWpil0N0I67gycoItsA2uZGKkBquzatQ2JvLtMR9GloU8VzuMX8MGBEKUYXl+klQ/I/SM9cjtuMuG/vuj2fGJEU09RRz7UImiAcE568qjQp8+ZsrhvXs4qaGH2uHP2Krtxcx1WhjzQk80DLMzF+m9hRRGe2MJzvoCwSm4dSj02bFMdBQEaKq/CmdNOzrEurUWCHG0JRvlg+9w6vQFjpw8iUVwqvAMsjQbiXWBEEfqcXayQePsBYyMjclrG6Ms2g2jkHyirfffeQRIgbIIM7T1tIldUSpWYH6wAS9rLazdPWgq+yFSGDNkeuhx1tSdlCB1lPSjCJfiAH03ri7RmB6AiW8ySQ4H5AToxlD4mYPEhTiiraLCSWUVnOJL16Qw+orQNdJH/exZDqmqUdQjb6g6k9Q4aV28qsItG0H13qNPkkSAbhvuPimMMfK87XF2LGBC6LT5GOvgHxn0l6Uw6nsIMNbGNzpiVQqjMMENzfPnOX1OWSDuKdcFo5VJYYRaH8c7rUOSwrj7pDDW0Bl+irPhlxS/7hIIBOjA8RDGxoo4vt+OvsvrCNB+Xb48q4p3SDSJiYnk1HRyZd3wS2uGO2pn7SkXGkmmmtHXsaGka5SWVG/MPaOpSLDmrGMRix0hbD8XyRQzxKl8w0VFFq4nQD3Zdhy3yVcMrV5PgLQ0TlHRv8BUSyZ6NvY/rRRGjhU7rTJYFHoBw4l6fGIYgt6el3j0mZd47L7/4tUT9nSObzgj+1Hoz7DkhPs6KYx1SLfbiVNMKoeV7OlbnKPc3xiLyGKhl2GGTVgN05Ot2CmfoXKlfRXKhZ2aFj5h7lIk6O/B8tw4Tide48HHn+epB37Fs3sMqC30vbn8y6QFrl5lpiUdXUdv+qfWyvTVhQVx7V1f1BmUY2UEthe3r44Td10QUIkA3W4sNfuxSz1J+EpThJ7ZQcSmE+1ch4Vh4mz1MbSJR7ZMUSaF8eSDj/PC84/xmz89iE70miZ7RYwlRj5lzC8NYH/iIMnJXjz3iJD2hSf43Z/+zPlgoWG+coWFZbkUhpODyQ1SGFXof61JtSza9NIM0Z7meKe2MNpVgo2OPs3Vt/b/mw/rCNCli3yjEieWlchz2wmpvrn9W5XCuLH9q76EuaE1Oa3DtGfLpDCCqc105oxVjtDBGcfrxG7Sqos4KLQtA0vzlPkYiULVmYFm2EfUMj3ehJ2KMtXVsew8Hcgks6TqHMCrZiNGgDpS2aVtS1ZWFgFm+/Etv34p8KbH9xGgcy44Kp9A1TUcL2sV9D1TEWe9BExXOfLWE0fwS88gKzuHS6MDpBlqoGbrj53QU3COqeSixoeENcsIUzOmnx7EIcCZAx8aCPRCjjUCtES01gcENq2Qq3VSGFM9uLrb4B2RQGyQEza+QdcJ8W0M1o0AtSfz9UF1IoXv726wC5OENq4uXxH8wRWirL7Fs3D0zpoO6i/hoK6ZWF5DHFWwT65jZqSfvr4J+gq8OGjiJZ5zMTpARmc/EceOo+MTjP5RdULKumnP9UVNyZRANy3OKMcq1gPMkRfqiGNEIU35Aahr2klaYN+Dq0JDISsfOS4HME8f5Nq1G8r/ZCfWDuZCbzye1Chv3KKzGJ4Yo6tpkMW2eLbr2IvfKMFTg6A6ocIN5fDtUefVRflySATodmN5qQa9j4/gFmDLwS+sEFV8NilSLfazc78xsRmZ5JVWMzwjdOGEMjlWE80pSy9GZhYY7+llYHSW3oowNA7rEuyry7Ej4fRfu8qykHaiIQkVS1d6B4cJ8zXH2i+C9IQIfIJD6Jicpr2qRxyRvFzvw35NGXGUYZH6GGfOn7fD31YNDcM0xm8s/2K6zYj1UhiNGHx4AOcABw5+akrztfEb2r96Zi6P0tUyJOTIDe9/bZIsS13OW/ripKmCXUgVQ72ZaO1Qxi/AlEM7Pem61k/4kWPo+gaje1iDsIpu2rJ8UDtlxkVXTc6qCsT22iXstx7EKsCT45/rUja9Rkpv6whQXaItenp6OMbIdgHdZeP+M83EJzUwN9dLUlwJ00sTlOQU09xcTEpWq9CRqMHW0gQ9p4vi8N4K+ooD0BfyRJYv+obGpLcI50bqcLIxw8Evmt7pWSriE1blLXpLwsW0wQVr3aqluU5ywsoFZjxLVUIC7asr5xe5VFhClcCQZbk911uBm50JZs6+1A/+FFOQoxT45bAS3H3l++v5ZzC3KoUBLcVxVPfdeVOifUV+4vPaBqUyMrvIQGMlpaWdwjeeIsVX/s3CyxRTY/2lGBka4BaZxZjozYZJCXXByNSCipUMWLpMeVme+P0XJgeIFdXg4yU1+L+Anop4ihQV4MbyP9qYhr2FHuauF2keWmCqvwZPfbkURkWMhZjWKb5Svt5trAW/LMVOy1VMUx2TS9vUXbYm8e8JoeFvzbko5n3MauHfnMgLlNdzmZm7BNCoGD1cGGkhtbhG8GPzVAQGEZIjk8IYJyfKHX0DQ0rWbdJaHG0no7iSmYWrTHWV42Onh7G1M6XdsjLXh+thuRTGYlchwaXrptqne4n2c8DMxok6xQa0W/n/zYcBsv0KVjsinQXB4juFlygWi13X/glN60gz+Yl1okbaTe8/2oibvQV2PmF0ycZUrsxRkewjpsloVTSaQmfW0EAf96gcuUzR7BDJwYJvNrNkRXlktCZevMY/s1GSwpAgQcLmxMxkJ+lJJeLUlwQJG48r1JeX0HCp70eOYI8SG5Kxuh1ewp0FiQBJkCBBggQJEn52kAiQBAkSJEiQIOFnB4kA3UYsL15mcnIOac+PBAkSJEiQcGfjthOgpYluShvaWVr+eaz8XJxsp6yqV4xm2ZZggralLKLnesxREuuHr68vF3MU6/onO4gODyIqJU+xU0smb9FMQ+cQQw05YtqMukGuzI6Icguy3zKLzK7h8tIVJnpaabjUz/K1JfrrG2nrnRDnp2UL9+IiAvENT6BhYG0h9sZhkrqUalb21wzWpcufNbWChStXGG0vJzpI+B0aS81PIs3x12GkIUV83oT82rWtmAKWF2YpTZbneXmPYvZ+tIkAfz/icqvk4dbnJyjLiiUgMIQWMQPmqUsXvlV0Op2jcyzPT1FeVUafqJsh4fsw3FJEg2LR/kjjWvlfwZWFQaqzW8RFktfj+8v/lYUx8iLl3zGqtEt+iYS/Hdeu0Vstr+v5LXdmfK8fitnRS6SGCWXE/yJZzWs7BWXyFmUNl67fzLM4TXVePH5+/gr5GzmuTPVT0dAqbvyYHWwmKUJW5oLJLu9ajQS9MNxCbLhQNoU8k1lqTT9cHiEvJYqg8Gg6FI3Grcr/5sMY1Sl1rOwDH6zLEN8pp1Gx0vum9m8NN73/VBdxkcFEJMmivQu/lxdoKUkW01T0rvjmRvz9/IjPq5ZLGs2PU5IZQ0BQCK2K4jl1qUie75VdQrspPybD7SVAy3MUeavw4WkXpkQdnrsfixOXKK2UE6BL5clcmpAfX8FEuRufHdHEx8eB4/u2k9Y5RZGdPse1zNBROotXSpsohZHsaYd3ciy23+xDw1SLvV9Z0SIQoILkUHy83FDZ/im7tUOYmJsm098e95gKBjtTOfTEZ1iIUhjjJPvYY2htj7nROXQcw9cCTG0Ipim5qMfbfzgm3wY/VYepsjZ2Ps6cPvgNQbmNOJqdRc/cHiszVTStAxi+obD/XTFcwzld+XfRPWlKRtOaDtBwWRAH1fWFc3poHgujjxHS1M5w3MgS5YPqxFT301McwvmjF7DQP855/SzGetLYoXQBfU11XGPL6W1IQ0/ViaabosFKuA5TtVz48k2FFEYn9tvXyn+7mKCfYJW9fLkiBbMOY13fX/5L4yzYfkpP+I52HD90kIJNHLH4TsLyUjNmW79Fx/QC+3e5spmpZbLXOU5omOHhboqS4L9EYrM8T2mAGh8pOVwXCHGoLg6NA+ewND7OqfMpiOI5VxepCtHmk+OWohRGU4ILp86q4OYVRFZZ5zoC1ExMWAA+rmZ8/dz7GCTV0JbixVklHcy0jqNvJ9OQvFX532wYI9P+DO+uSmG0Y/XVXrRMNdi33V54w1u0f2I6GW58/2lKXY05rm6G/plTuMU2MTZYgP6uY5iYnuHIsVDBOwyTcv4Ux40tOXdAg7i6AboLg1E9qib65guG2cIT9eD97UFUTfU5sM2E2g2RwhAw0pqB/o73+VDH7+4jQEPJ7P7sIHs+e44Pz5iht/1F3j1iRlneRcERJNFRHMzHH77NS1sPE1bSuSpDIYuOLQ/hP0+x7RGM40sw07Qgt22Q+ngPLLziGRuSS2Hk5fqz99hFRq6MEXJiD+E98nssTvbgrHuYnI4FFkUpDE3SWzpJsLLDStMId6EBmO2txNxch6S8Wmrr6+gYGL+O6d5eyKQwigVm7sjZFzXlBGi0AA1Vd0oaKwjSUiWyaYLJqUlRFHWiNQdjc1uaR++gvTtX5hmZuszkQDluZ82IqVprHZfnpxkdH6enIwbtL5y4NF7B6SMWtM1OU+hujHVsGflhFlgHlDE+WovFaTVqS8L5UN2FaDcL7AOTcNH4Gt+8QWk69HtwdWFYKMN6Ajn5TE6A+qJuKP8yKZgYotJduHATARr7i+V/fnaCcTF09ByJJodxLb1BqE/Cj8JSRzD7TkcwfmUY36PfEreJdTsvT48zPX9FcAdDeOicJrFllvGOHPS3f8BH2tdLYVQn2GDkms/MXDsWh5QoG5ftZC/CYPuHfKzpSv/oCFHGamjYhlPb0sbQeoVlEdforYjCzNaVnvEp4r0s8IivZ7AtFwtNM9qabyz/iss2DWRSGJnEp7lw5hWFFEZPOHtOhDB2ZYSLx/YS1dx2U/s3uxLb9Mb639yBrb4FqQ39NKf6YuESQUO+B+cMk5m+0o/jwUNkN5ehdMiC9rkZ8l2NsIkvJzfEAtvACsaHq7A4o0FdcxL7j3gydGWCGNUjBDStjSXfPgI01423sTb+YX4oCb39u44A9Uez/WMDGmVSGO+foKD/eimMI/v2oWxghu7JrXyj632TFEZ7YSRmSn5030oKo6kMFwPBwX+HFEZrvBrn7EvErZTT/TW4aNvSLnYtro8ErXr4HU4cO8u3R45iEZrBOqK7QVgXCHG0CU9XG1SOnUHfxJyirpXhpyHCjcwJiq5bJ09w56A42AA1HR0SahRKxQrMD9ThYqKKlacvrRU/RApjmjQndY7pO5IcrMVJ3UhiQuywC8hkZsOI6CbG1SWaMy9i5JNI4ndJYdxCCuZ6/JDyP0tj2kUs1SLF2EES/nbcfVIY4xRedMbRJpfxuR78TbTxCQ/8y1IYDX0EmWriGRkul8IYGScvxhHV06c5cuIUJoFpjK0bhZdJYYTbKuGV2i50siQpjLtKCmOy2IknHnyK1199mnsefAKzpM0cyOkW+EtSGKfP4uIbTGRkJGnll7iybvjlUpYXGmftKO2cFjKqGb2VUOBpslDgUVQk2nDOoZCF9mC+UY4S3PoM8arbCBBDoffisvUYcYPywdSeXHtOWOUp4kpc3wBoqgm9kr55hRSG3U8qhTGZY8V2izQWhF7AYJw2W13KYaYNj/MquERUMb5ujc2dhv50i++RwtiOc2wqhxRSGBUBxphHFpEdbIpNuEwKow07ldNUrqwJuNyJo4YmXqGenFc1RF/pE4KapXGgGyGTwnA+9SaPbXmN5x/5DS8eMKFecIg3l/8fToBuKv+js1RGO6Cp7kHjiDQVebuw1OTLTo0kgVpOEXZ2+yaXwhgh0dEYQ4toZC52qsydZx55mtdfe4bfP/g4hnFrmuyywJuGvuXMLw3icPIAyck+vPCYkPb1Z/nDg4+iEVaPKIUh2IoURvl6KYzL1ehvU6dyUnCGS9NEyaQw0lakMPRorryV/9+MWC+FEcA21XjhjYT3Vf6G4Mqb27/plbbhxvav8hJmhtbkyqQwcgIVUhhOnLbKEdq/cbxO7iK1spADJx0YXJqn3NcQi6hiMgNNsYusY3q8GTvVs1RVxrDjTJBQWi+Tprsfz42Qwri2vMjs7Ax9RUEcNfFgeFXi9S7B9xGgs87YnDmBpnccgY7qGHqvSWHM1rnz4ZYTBGbnUlhcQvf4AMn6Gmg7h+KioYZjZDlBWh8RLNOLutaI0SdH8Aj34vCHutTJONRQJvuOuiFfobJErM6H+NevNKhrDcDyZBdOrtYExGWQGuGGtfdPseZmjQBda43nq8O6JBUVCT2o3egEZeJ64gCnzXzILSiioqnzuujQf3f0l3DYwIYi4XmjXc9jk1AjNLTDDA5O0V/ozTGrQPGch9G3pFzqJeTwcYyDojA5rk5QSSdt2d6on7EiwteAM2ciGZR9q6vzFIU74xCaR0OuHxo6Ljhe+ADvWkkK4yZcu8bi/GVmZmZIs/8W4+Qelpcbbi7/AtYToCsLE/RdGlGsG/j+8l8WY8rn754nLCeP4rJK+qfuYBa+ibC8WIn2x8fxDXfl8GfmrCrzbEJk2h5n7yEzEvMKKKtpZHR6Tt6OlYZywsSV/sl5JgcGGZ64THdZMBpHjYgOMeHYwSB6rixxWUg7IDSwZ0wc6OgbJNzfGseQBPLTY/EJCqR9Yoaehn6xw3q50Y+D6glCqZVhkZpIR9Q0XAh11kZDP5nRq7fw/5sS6wjQtTp0PzyMV7gHRz4xovHq6A3tXw0zQmeor2OUpRvbv6sTpJvpoGEfjIfuBWyDKhjsSUNz5wVCw204vN2Vjqu9BB08hklINEZHNQgu66Ilwwv1s9ZE+OhzVlkgtldbsfnyME7hAZz6XJticReLHLd3EbSAhcEG4vOr7j4pjOlGomJrmZvrJjayUGCt4xRk5NPQkE9CWrPw3pWYGemgZu1Dbd8aw+zNFz6GmhpqgqlrapPUKBT/oWqsTfWw9Aije2qG0uiYVXmL7oIgMa1fjmIJ3EgdHunyIT/ZcH55TDRtq1OYC7QKFbe8eVDcBTPXXYqDuQ76Nu7U9K8be90wDJPjkbE6tVAdYyY+u5pnCuPD3UQ4yd9bZqY+8QzdYaS4J89DfDYz30RRA6i/rkwgPe1cnpsk3k3+3EHFffLEfUVoaWrgEJwmV3ieHSQhwA4tPUNKVzJgaZaS4izx+y9M9Mnf3yaaSaGxl/Dd6CqNJk9RAW4q/wIW59rJCCwRd1dO9VUJzlAuhfGXyn9jku1q+dMyNCf30trcv4S/Adeu0pzhI+Zr+Hpph02ILN81H2Vg50XdgNxvLgw1kZBfKUphlAcEEpJdzfLcGBkhjqhraF63oH5xpI2U/DKmF5aZ7CjB1VwNbROhcyXKu/TifFAhhdGRi3+Rwp/IMNVNmIcleqbWVCtm4G9V/jcf+kn3yFF02qE9x098p6ACxRjude2f0LQON5IdW42s1bxV++dgYYC5a6B8p9zSZUrj3MQ0Kc2K+txbgKaGukA8M+QyRbMDxPnboqVvxIqS0UhltHiNV2od6/vht50ASZAgQcJGYXqyk5T4QkkKQ8JPhCvUlRZR19ojkuy/HqNEXUy9I9c/SpAIkAQJEiRIkCDhZwiJAEmQIEGCBAkSfnaQCJAECRIkSJAg4WeH20qAuiriCQkJESybgcW7bBfYd2BpqouquoF10SxvxBwVyaFivkQUtsoPTXWTFBdJYlaxfEEtV5noaaOle4SRlkIxbV6TGGdUxJXFYeoLLiHf1HWVqb52WjoHWb52hcHmVjoGJlmem6AiJ06R/yHE59cyu7jRu66macqqZyX49XBTrvzvZ9eIcRlW0N9SRsfYnbdqY6w5S3zetJJGZtd9QJmmW1WmPB9r+hSLycdbCQ8LJbWoDjGu5cIkVfnJhEdG0y5mwAJNubGEJOXQMz7P1YVpquuqGFy340DCrSGTTGkelufTaOv15X+6p5qEaNm3iKfi0jDr99NdKomWl7eQHAZnx7+j/M/RUdLAwGVp1dBtwzVZINQcMZ9Lbgx9v8lwebyT7FihzISFk9+2JuuxNNVPVUsni+ujyS7OUF+cSmho2KrEggxXpgepaWlnfukql4cvkREvK4PRFFT3rEaCXhy9REpcxGr5zG4YFIrmKMVZiUTGJYmLgWW4sfxvTkxQn9Wk2O0maxfyxHcqbFXECrmp/VvDTe8/3UNqQjTxGQXyXc3Li7RXZoppavsVuSv45rBQwTcX16/65so8wTdHxSh8s3CbznJ5vtf2bpQUxjQ+R97nlJkzzs5xdC/8PAjQ4ngLBaXd37koc6LSi88Pqgp5YsGhb3eR1TVFiaMhRy4YoHH8DD5p7SxdmSbFyw6vpDjsd36Lsp4qe7bZ0CHeYZBwjYNsXYmDsnyZrAAH3KLLGepO59iWL7FMqGVpdpS8eH/h7zhybvuHbFPxZXhDg1FOUx5qxHt/Oi4PhDjdgLmKBmbO1hzbv52oWkXxn6jk2Kfv4V18h2kGjdRxXk9N/C6aJ0zJbF4T9xkuD+XgeU3hnDqaSrIAeqNkap3lkI4RZw6qE1c7SF9pGOcPK2OoeRg141zG+zLZfeIcmhfO4xpfQV9jBnqqDjQKZEjC92CqHs1tbyukMLpw2rW+/C9S6qnJ4Qu6wre4SF5DP2teZQqXfW9z1lzmbxLonR6+RflfoL3Yl61//Ibo7jWdJwl/G65eacVi217U9M6yf6/HLeIzbR6k+qhwTFUfB3t9TqroIcqBXZ2nPFCTT05fL4UxXJ+AxoHTGOke4oxGhnyX09UlasL1+OykQgoj0YWTSqewd/ImpVAgReKVMD/YQFiAJ862+nzxzNvoxFfTnubDmeMaGFw4gqFjiVCibyz/mxHj5Lio8MEWXYUURgc22/agqqfMt7uchDe8RfsnppPhxvefodzDlCOqBmgpKeGR0ML4YBEGu4+gq3eco0oRDAhfIUPjDId0jTh9QIOE+kF6ikNRPawi+OZDqJvmCU/Ui9/Bg5zW02DfN2bUr+vt3j4CNJTBvjfOktLWIYahv3oXbv1dHGnFw8uNmr7LzHaW4uDtT11JGAaWqfRWhPPFJ+/x8rZjRJX3yDpJImSCpn1iqMsFSuwOYRhXgoWGOdmtA9TFumPhlcD4cBfutnrk5Aaw77AfQ0sjBB7dS2SfTAogmrBEB1QVBGhJ6G3IpDDSmjqIt7TB7II+bgIBWqE6y/NjeOjsJqVpI1Xp5VIY0aG2KL2grogEncf5c+5UddQTIpCFsKZpri4OEK1/nr1Hdtx5BGjpMn1j08yM1uF1zozoyrW481cujzMwNsFQXxI6n9jTKpC4s4fMaJmZIt/VGJu4cgrCLLHyKxG+XTVmShpCOQgVo0UnelljF5iMh/bXeGX1XzdiIeF6XF0aJUVoEI7s/0ROgPpjri//rYJDPH4O25h8Onr6RcmCVQwks/sNVdJl/mZwYrW+rS//c9OdRDlYovb5BRIkAnTbsNQZyn6lUEaXBvE6tJ+ETbwTfnp8UJRLWZZJYeieJKF5lonuAgy3v8cHml7XEaCaRFsMnXKZvtyGmUCEyidgZqAM4+3v86GGC/2jo8SYaKDtGENLVw9j64eVRVyjvyoGMysnOscmSfCywD22joHWbMw1LLjUekP5X7djfnNAJoWRQYzQXp16xUhOgPoi2Xs0kJGlIfwO7yOm9dJN7d+qFMZN9b8Tez1zkuv6aEr2wcIlksZCT5T1E5la6sF+/xFyWssF4mNG2+Vpcp0MsU2oIC/EEpuAMsYGKzA7rUV9awoHD7ozsDROpPJRLq5snxdw+whQbwEXdNU5tW8f25QuUNh5F278W5ogwc2B0OIW6rMv4uKbTk+1P6ePm3F0/0HUze0wPbeDnfo+N0hhLNBZKhT8Y9503VIKoxxXI2e6vkMKY30guOmBWlx1bpbCWCE7PRk6nDAvUEyXbTTWSWGMt+LnYS18/2PomFhT2jVJdbw7ehdziLbef+cRIAUK/DU5p6VDcv31Q85zfdXY6Z0SKmgglyp/mBRGks059mlYkxSsw0mdSBKi3XALy2P27usL/O24eoXW7CAMveJJtP8OKYyMPkJ9zQXyeYhdR07ilFixGmCU7hzOqp/npMzfnBJI+IC8obq5/PfhvUefJIkA3TbcfVIYk5SGumFvnsXYfD+BZpp4hv4QKYwBwsw1cAsPU0hhjJEVacPpo0fZe/AoxkEZ1wlSy6QwIuxP45V8iSuSFMbdJYUhw9W5OXHIbyBeHZWou0wKQ4GZ8jD22EQSZruf2Bqht1AvECCZFIbSKWzdfAgMDCS+qJmldRON7bl+aJ21pahdyPjJZnR1bASCMEpruiwUeCQVSXYo2+UzfymIbSrRzDBLwvmv8VdEYV9PgHryHDlpkaOIK3EjARrAa/thInp/KvK5RoCmcq35xixV+P5LApHX4EvTCAz3v8nzb3zAC4/dw3vK7vRMfPdKqb8n+tLMOemRrfh1PdJsv8ElNpWDpxzoX5yjMsAYs4gisoJMsImolUthqJ6iYmUGba4LZ011wYF6oXpOG83jnxLaspFTkZsTMikMlzPv8vRL7/Lqk7/nlSOWQu/O5+byv7DA3NWrzLSko+/sS//0WoMk8zeyfkBf1BlU42WR5G5V/iUCdLux1OjDDs1kgWROE37uG8I351yNHAujpLqZYWgajmy531S5B88+/jzvvfMif3rsGcwS1/QoyqPNMfQTSPjSEA4n95Oc4sdLTwhp33uZ+x97Ct3IRiFzlgSSLpfCcHY0pbx3ZRWQQBwv12LwzXkqZH5waZpImRRGeiujXaXY6OjSXHFr/7/5sI4Atfnz9fkE4Y1miFbZRlDFze3fqhTGje1fRRumMimMthUpjCBqMxw5bZ0rtDMTeCvtIKWigP0nHRhamqfCzxDzqGIyZFIYUfVMj7dgd/4MlRXRbD8bLEphpOvtw6N6A6Qw6Ehln6k3VVVV5AZo416iWNV1t2G5HetTp1G+4ESX4ItFAnTGEfNTJ9APTCXSQxcT37TVnurlRl8+f/E0IflFVFTV0D85QLyOOgae0Xhpa2AfXkawzkcE1gs3u1qH/sfH8I8P5NgHWtQo2s01AnSFeP2P8F2VVriBAI3kc+iQI9fLem4k1gjQ1eZovjhqRJbw/cMs9qAZ0cDs1BgjIyMEGOzAMbOX5RWJ/DsB/SUcNXESy2ui5wUs4qqYm5Q97wz9QkN8yjFSPOdtvIvE1m4CDhzHKioJi5MaBBS105LpicY5exJCzDitFEq/7NWuzlMa5YZdUDZ1OT5o6nvhrvE+njVrjbYEBa5dZW56XCwf8Va7MYjvENqO2uvL/3gntq4OxKQXUJIahHN4CsNTUwx2j7PUFs9eMz/xG+X4quFVufgd5V8iQLcbywvlaH6sREi8D0c/NaZhE/P7HOezHDxqSWpJObVNlxifmmFsdIT2vIscMXCga2yOmeERxqbm6CoNROO4Gckx1hzb50+X0CEaHxulsyiMkwbWtHT3E3HRDo/oDMpyk/G+6E/b+CwDQgMuWyM61xTAofPxgteWYYGqcHs0tL2I9jRAXSeekeVb+//Nh3UE6GoNWh8cIzDen2Mf61O3LNT369q/KmbnpxjqneDKje3f8jgpJtroukThZ6iO9cVS+rtS0NilSWy8M0e+duTScg/++45hHZOM2XENAks7aErzQEPFgfggU86eCWdguQmLz4/iGR/O2c81KZxcI6W3dQSoIkKfM2fOYBwoMLS7TQpjHdoznXDLlS/9mxssJzqpkfmBMvS1LnDGxI2qnpX177KRehfhI5wR8+Wsiipx9QIxHKzERE8NY+eLdE5OUxQWTpuClHbm+olpPTPW6P/i5TZSfAoFzjtDSXgYLasEdoHmrFxKGgfkUUpH6nFOqhDP/DQYIsM5RWhi5Fj5/mec47m8uNbo1+eECIz/zpsS7cp2Fp9X3z2GwekFemuKyc9v4/LlCaId5N/ML1+xNqgnD1Xlc1j6JzEim1+ZGSDa2xwVNU1Wo9svzlCQnyZ+//nxHoJthHuYhjEhSWF8LzqEBiRbUQFuLP/D1bEYap5Bw8KNuv55JvsqcNOWS2EUBmqKaU1Ci+Xk+pblf4rSoFSaJn6aSeGfBQTy2pjiJuZ9YOGmW6hyHdLc5fVcZhrmLqsSQrJFyzE5ZYIfm6PMP4DgLJkUxigpAVacPaeMwv2LWBhuIT6nmKn5ZSYuFWBvcIbzuqbkt8vKXDdO++VSGAuXMvFc8ScyTHZy0dkYNT0TKgflh27l/zcfekl2zmBlUUFbhqf4Tn65ilmh69o/oYYO1pERUSkSw5vef7gaS0NNDOx9EDccLl2mKMpBTJPQoGgIu3NRPncWq4AU+a6ymX6iPM1QVddiRclouCxMvMYloUaSwpAgQcLmhCiFEZcvTn1JkLDxuEJdSSG1Ld0/XgpD6DRJ9PvOhESAJEiQsIlwjWvSiJqEnxCy8vbji9w1rt5JU/8SroNEgCRIkCBBggQJPztIBEiCBAkSJEiQ8LPDbSVAo23FxMTEEFPYyNLyJt4a8F24Ok93WztDU+uCO/xFzFObFSvmS0JZu/zQdC8ZqYlkFFQgDxR8lan+Ttr7xhhrLxPTlrSOivIW1QUp8jwVLL2shfmlZaYHu2jvGRalMIYvtdM9NM3y/BS1RamradNKG7ksSgFsJGZoLWhmZb/frb//BE0Fl1gLPXXnQLZgUfa8OZWtXF63Q//q0hx1+fJ8bBhUrDaZ7CA+Lpbs8ia5bMbiNHWlWcQnJtElZsACbcVC/mcU0Te5wNWFWRqa6hmeliQYvguyheIFGTEkpmbQq9g30F6WIOa7rPzLsDjWQWZqPDFp+XTeEDe/qzJJTFvUPCROUcwONpGZLPtuqVS3jwhlcIlLFelimow62bLpuwcLQ00kJcSJ7yaz6t61VSay+CclWbLj8RRUdImhSUZai+RpxbopZNblIQqyU0jJLmDoFgtUZPIO9e09YtrLI+3kpMaQnJnHoFCRL/dWr/7duIQkmoY2+4qsGdoKmliJDjPeXip/v4J6FtZJ+qxgrr+W+gF5GzDVWS5Pm18nbvyYG+0kP02WN0mU1vevUwhYpKcqW542r4YZ2Tbh+XEqCjK+t/zfDeitzRLfaaX9k8mCpCcLdTqjQJQNWo+V94+NLREllmb660lPkuVnGrWdo0J7VyLPQ8HiUzJoH1tkfqCeuFjhWE6FPPjkwhR1JTLfnKzwzTIsM9rRQVf/5HVruW4fAZppxkpVDX1rYw7s20ls3dpe+7sGy7PUl1fSMfzD322yxo8v9p3G2tqQb/fuIbdnmnJXIw6c00L16Gn8MjoEJzNNqrcdnolxOO7ei5L6aXZvt+OS4ITSwt2xtjLn6Gfvsk3tIuNzM2RflElhlDHck4XSC19jJZPCmBkmM9JD+DuWnPzqXb46583Q/EZuv56hMtKcD+87IQ+EeMvvP0qW41k+fsVC3AVxR2G0AQ09VfG7XDhhSnbL2jbpkcoIDimrCOeU0TgTwyBj5Ogr8+0FbU4eUCehboj+8ghUD51GS3Uf6uYFTPRns/eYEirnVHBLqKS/KRNdVTvqx+683W93BASSmRFujaqODiaGyji4ljPdk8uevd9iaG2E3gVzakbGSPWyRdPIGLULxzHwTJJr/cjQW8D+/fswENOaUjG2QGWAAQdOy76bB+mV3Yx35aJ5ShVja332Hz5B2SaOWHwjLncU4uxoh7XRWV75/St41K9ocl2jpySCs4d2Y2hhT3hSHTMzTViqXJDXzb07iG8YpSHMkUNKWmgpHcIxrEEkSau4ukBFsDafnXFkbHyMGFddTqprYmaig1d4Ad116UIeW2NtcIIX/vQBYR2beYnvLNWxlnz4hyOUy37OtGB7QV3Mq0P7dxFZtZKvClzuxOPIm5yJ6hMubcNJQxM9a1OOHNxDcEk/zYkuHDt2FHMrF+JzWxXx2oSkHekcOn5CyDdTjh3Zi39eOx0Zfpw+qorWuQMYKcr//rNnhDQanN7jQpfi2k2NyRq0T5zDaKX9axslwdUKLWNjzqsexdgvg7nVzucU9rteRcnQGhtbmd9dpMxLgwNn1YQ88SKrppeuihh52dM7yPOP7CC5tQV/Iz10rMw4dWI/Tkn19JWEo3LojOibNS2LRCI1PVTAuVe2YhJesU5O5zYSoJEsc47YptI/0EtLYy1DM+v/zF2ChSEivPxIT/dD1yydacaJ1dchZ/gKszVRfPnp+7yy/SRxVX2rLPPK1AAdYs91gRL7A+jHlWKlbkZGcz810W5YeCcxPiKXwsjKvcj+g94MLA7hf2gf0QqHvTQziIfeAVKbZlkUSJGPrSYpDe3EmVtidE4H1/VSGAuTeOnuIrF+dvXY7YdMCqOIyIuWHH9OTU6ARrI5d9qDhoE2wjVPEdQwRnNaIpFJNpx4Vb4N9I7C4gwdQxPMTbXgp2xOZMXavlYZmewZmWR8NAOdD21omaxC+aAJjdOT5DobYRtfTmG4FVY+RYwNVWB6Uov64mDe1fIjw88W24sp+Oh9jXtqjySF8V24tszE+DBjExPUFQRgphxJc7IWu5zLWZLtvHE/hFpkOV6WDsQX1VES44mtVyyTCmc5lm7ILvtCMW2j9zFUQsvwPnce66hCBoZHmRV64xMNoVzQiaRtoAG3UyfJUmw1vmtw7Srtmc5o20YwvbLQ9toVCr0FUm8YTOvAIBNzVxjJNOOIffqabx7rx8/SnJD8DjryQzC39GNloFOGqd5SjLe/w3vqngz1tmFvrkly4zjTnSUYm5lSOyAkFr5fY4wuep5515OnTYbh5lIi/C04/ux5kQCN5NpwxCZRzKvWpjoGp9aGhq9dvUxZiANnv3lRToDGilA95UL9QDsxRqr4FjYTa6aFvlsS3YPD10m3LF8ep31Q1hRfoS3SgDPemSR5Wwgd2Rr6mzMwU7eifXSM9qEppsaFfH5XV+5XNzkG4lU46lbOgJCfzQ11jI124mJsT0p5g+BDXbD1T1mTwhhMYs9b6uT1DjAwPgtzPbieUMExqVSo02NroVWEMl7pf1wgMy0sTAkE66wdlT3tpDoZ4ZhYRX6oJTZ+JYwOlGKqpEPD9ASJltaYquvhuFEEqNZ3H18dV+HI9u28++0xirvuwo1/8314mlkTFWXNoTNRArMcwf/oQRKED3vh4FH07FyxUd/DHsMbpTBkw5/xmB32pOMWUhgdzRW4GTvRlX/rUOjtKbqctS4UexPTA/W46dnQLnqdm6Uw+rIMOGGW99NLYUy0E+RtLXz//WiZCgWyf6WrXoL6a3cgAVIg11sFJXVd0hqvH3Ke663EUv0wZj7hdFb9ECmMKYGQnmC7simJIXqc0IogJdEPv5hiLq8vChKuw2RNJEonj+KdXMJ4Yyrf7DuJk58vJnueQymwgfKsENSOHOL4GX2iS1rWpDA6M9m5/ySOQlqzfS9wzLOIMB9jTuzZw9ZvD2MXV8ZYRxl2xprs334UW79QOtYi4N8VWJrswtlUi4RKRRwwGa4uUxEvNOIHDrBr524ueMSS7rhH8M2qct+89xildY1Cj9xcLPOjjWmYWxut5c38ICEW6rgFX5RLQYyNEOaog7KxJa5WOuwQfHxl7xzzQ1UYahtT0nU3ZGoTpq9piQSoLuAIW4+f5aiQV+8J7Vh++1pMt+G6NMzsvclwPSQnQFNdRAU5Cmn3oW5oQ5HQqU0PNefYvn18s2c/hkFZrIu5J+Aa4z1FOJ92oLC182YpDIGgL0324G92kgtmttzgkjYlSqzf5KOjOhwS8vODI8o0941TkhHE+YMHOKlsQGzZJVZDxnWkCu2qkpj2cyUtGjt6CfQy4sTu3Xy17yhOSVVi/b8s1P1zqta0TwuZO9NPRpw3Sju+RVnLnPTavpulMMTQS7NkOTjgvpEE6KB9ltgbaA85jkrkZo6P/h24iQB1YPPJtyRUlLDvxHHMBALk5eVFRG6DfJ5dgc6Ci+iesya/VegBTDSho2tLafeYGArczCOSymR7VGzymLsUyNeqMWIo8MQLW/FrlV09gPuOQ0T2yAdTe/OdUDLL/g4pjEF8dh4ktHtl4HWjsU4KI8+Gr02She+/RE+kGjvcq+RJ7nACJENvmhlKnreWwki12SZKYRwQnNaATArjohFmEYWrUhgzU5ewV1WiQpSGFiD0Wty0LuAe4oPK6QuoHvmMiLaNG4u7GzA/3IajhQqFXQs0ZPkLdSgEF+WX0QzIQ9PAhNKeaaYaEzhuIHQSxtdWVTTnBgppg3FVeQ3tVKEhXljg8vIys+15mDh7kOp6iuN+Ql0USmWW/RG0E3sVV94dGGpMwUDwK203jrbLpBgWF1m8PEaQgyoWals55CCTD4BLwUdQuSg0wlaWxFf10y90zCytnOlT9JimK714/slX+PTj13ngqRewSukQ12HEhnjhYWuFipEeDcNLtMl03Ix8N3ia/afC9QTogHWKmFcdEadRDmsRU8iQbPEVTzz7Hp+8fB9PbdcgLVTwefoRgi9eoi/BgG0O+QKDWRI6SkKJG2rGxdGUit51q4AG8tE7rk10vtA4L0wT6WEmSmGMdZdiq6tD07rZtiafnagn3zD9tgkhI0AnAgSSI/y7xmMHap5JqOhbUj04w2RtFAcN3Bla1cKQjZRdFmN8dYedkL+/ok7LpHAMXGRSOIIPDnHB0CVOOH6Ny7URbNfwZPLKEsM5znxpFE7GRRO5FMaETArjNJUikdxgArRUF8xOsxCamppItPsWx/y7MPT8CgGKc2P/h1pkVERy8IVtJLRewlFGgCJySfQ3xtwvfbWnOt8axDevnyO8qJyGpmaGp/uJ0VTDNCAJf30t7EJLCNX/GP9aoRAs16Dz0UnC0iM4+b46lTLfMpLD4YPOArWRYZlEw4/xql4pMDcQoNECoednL1CmnwrrpDAaw/nsmAVFwvePs93L+fBGeZI7lQD1l3DMwkMsrxk+wveIrmR+epKJicsMFPlyzj1RPOdvvJ3YJqG39u1xHJOysD2lgV/BJZrS3dFUdSE92obTxwPpk30A2dqJWA9sAzKoyfJCyygAP+33cKuSJsJuwuIMCaEOeMTnUVWYhp2NDg0FUeyzDqepNIrTH52ndKAFQy1NfNILKYj34LSpPb1jE4wOTHGlLZ791qE0lcWi/JkqhQNduHo7E5tTSnVuFC7BMVTFWrNNw4cK4Tu6636Fa/4KS7070CJOf+UqRnuFRmJknKnZOfKi7bGNyKKhuowgb0sKUy6yw1zIKyEfEmz34FTQLTQGRmjbxxJrr42RQxaTy5cZ7Z0QG+b+vl4ahM7ZAW2BXHX1EBTgRFBqEUnu+uhZJjEuNEj5YVbYBpbfJQEp1wjQUn2Y0I4FinmV5HgQ++wBLo+PMzkjNMQTg/T09FDovIdDPkLnpz6Wr44aUSBL63ycsx6pRAY54pdUQF1JBt7+3rSMzTHSPc5sXzZKbx/GO7eY2oYmukfHqAi1Q0vfn6QAU9Q0YxhujpaXf+F+seZf4SE2AJsbi2UubLNKEN8p0myrUJdr0VTTJDC7hLwYoTNv7sLwxARjg9NcaVl7/0I/ZTyyhM6lhwvJ+RVUZ4XiGJrE2NQkUW5W+KU2i8sLrnblsPuYNll1DaT7aXHEIVqMUq553pW0SGvOKAXTLzaOG0yAZGhNdeTo0aPo+GYxv3QXjvsrCFBceRcJDkc5qmGGh70rMnUL+orRUD3NUV0HKtaWntOZYccxIU9k+XLspBJRNUJPdaAMXbWz6Nj60D4xTX5g0Kq8RXuWh5jWOUXR8xisxDZ+Jbz/NIVBQTSujsrO05ieRWG9Ys3RUA22cXKV5p8Gg6TYJrAS3L00WEN89qO20eukMDqJtU3nTmx6OtNtxefVcIpgYHqB7sp8srNbmL08TpiV/Jt55CjWBnUJDkwgucZecfJdMzN9hLsacPKMimKIVYDQqOfmJIvff368G38z4R56gYxLgftuiYn2Imx1jqKkqkW6ogJkeQh1aF35H6yMRFtZyEdNS3JbhYaotxwXTbkURp6vipjWIaEe2RKYoZo49FSPclbfmvKeOa7MC71sG/l31Am7G1ZUXI/eygTCK1YWNl0m196DiIo2pntrcTE4yvHTysQ3yJ1Fc7K9PB/8s1mUjU6P1GNreIELhrbUC5VzYaYRp5NOqwtv5wdqCc8oFneSjjZlYKp+FFU9C2pkQmvXrlJfGEv63TBHI2KQVNs4UWxahvYMVzGvtH3Shfefo9TXnyCZFIbi/FhFCOHV8qm/uhhDMe1Rq1BGZ5cYb83FUvMop9T0yW6T7X3txGGvJQXVMeiqyMuizOwShQ7iRDs+tjqcVdNdXaC/Uv4NQjatFPxNKAkxEN/JNFJeBwfKglE7K+SDjkwgfILJgRpSgsuE1u3m91+p/8qGDlTL1GqXZsnPSaJMpqGhQFeWA8ePCfcz8eaSTKdoupdQFwOUzqpSsDrou0hLdjb5ld3XrY29rQTobkdjlC6PfXhUqPgrKicSJEj4KTEz0UlyrHw6R8J6LFKelU1j949b6b20MEB8aJok2XATrlBXXEB1S9faOqu/CmNE+cnU0CXciZAI0F+BZaE3IBtivqNUzSVI+Bnh2rWrXLlFbBYJgn9aXv4bZEJk+SpN1d4Ksnz98XIW16R8vYMhESAJEiRIkCBBws8OEgGSIEGCBAkSJPzscNsIkCxkfU5mGikpKaLV9t6FkaCvLtDX2cWILP7AD8YCTYWpYp6k18iW2S0z3lVLVrqQT3ll9IuBIq4yPdhD1+AEE101YtrKjnHxahmWl8a5VN2jWPdwjZnhXrr6x7h67Qqjnd30jcyI89NLk70U5WaQklNM108SgXiWjrJL4uI1GcY7KuTfv7xVDAOwNNVPSX4mKdmFtI/8VFvzfzgmu8rE5y2u62Bu3daAq0vzNJfKy3HLsGIb61Q36WmpFNW0yWUzFmdoriokLSNLEcZ+kY6KHFLyKxicWuTq4mVa2prFhZESboVrzI52UJwl5HNmDo0D8lUSQy3FYr6nVq6F0bi+/K9hurdOTFtxaYTl+Wkay4X8l5U/wXKrWpmdm6elTP67eehuXDV0ff0Xce0qvfX5q/mQVVTJyOxloWxmy48JdfPKVUXdzJP5ikJFoNY1THZVydOWtbC4Ot04RVtZp3yN0LVr9DbI/0ZW3d0QWkDmx9pW/ZgMV2ZHaO7qvy6cyWBz0Wq+ZuaXMjB9hZHWQsWxUgbnlrgyM0xFoeDzsvJoGbp+5c9Yu7xsp6SU0De7IPyNUaqKs1bL/8Jwi+hjxDSpqXeBxIgc/U3yPJK3f3JcWRilva7vpl2E3TXpYlpZ+7c8P0l92VqdzqtuZ7BN0cbI7pedT/fEZTGYZarsWFEtE2thpZnpb+TSqNx/X+5vEK8pbx0SN0ys4LYRIFlodgcbM4x1lHj1jy9iVdinOHMXQbELLL7yh1f6qbqLfLXnGMbGmuzcu4+smmbMdJXQ0NLm9JnDmARkMbcwQ5q3HR4J8bh8u5cj546ya5ejYnfVMHEmSuz4wkW+S2H5MjkXHXGNKmW4N5dzr+7AWrYNfmlKlMg4r62NispR9NzjmdrQ+jNLTZw1n9x/Uh4IcaYV2/OqqBvrsGfvLhJrBikIc+G8phbnLxxHyyGcO0oVYqwZHf1z4ndRPm5Kbtsa4RytjhYDchkbn0RDJZ4hxikwVmXn2fMc269OUv0wAxVRqB48yfnTu9G0KmFyIJd9R46hdOos7onVDDRnoXPehro7kPjdCbi6OE24qyonz15AS+sUyiYe9AtOyujUGTSNtdixaxd5YgW4ofyvog/fQ/s4dO4Eu3ba0jIxQGqwo/DNDDn86Zt8fsZTILHRHDxzUjimhNrZaEUoibsHk/3r6r/imCwQYlWim/DOxmid+IKX31YluzCcPQePCse02b1nF0l1Q+SHOgt1U5vz54+h7RSp0CQUMNv2/2fvr5/j2rJ9X/B/6F+6ozu634vb/d67710895y6xZu8GcyMMkq2ZEkGWZZsyWJmJotsWRbZQstiW8zMzMzMn55rZYps1zm1q7zr2Nr5jcgIZebMpbXmHHOM76TxxfOeodyPL1xUI6FaykUj7D/oPoc+tUU6m7c6VonJ9RuYiL6jdkmD4o/a1c9Rm+zOgf9DUyGFIUEMdCujzTmi583Y3Nb+nYbMYLlerfRP8Yc/aJI7OEb0zZ84f89GfB5Gw9g45YlBGN4z4p6RLgZOj9jiQHPE6x/gnFz2MTXDY1SnhHLP8D73lfbfXPEKR3s7bB5o8sf/9ROCN44Gf8yYqsVM+wYPlPFPcSpriBhTLc6fDWRHJO3NF373uqifO+he8qddkPTkcE9srC24vPcrjhk8pjonUm4Dm3vn+f1/O8mzwixu39TEytqca5qX8UttVFxrtg139e8xeSn1+gGeXlfnip4u588507hN+PE9L4Gt01f4CDPHUIYWd+FGRSUBinsRgpXzKzFimOCFrRV53V0EPXHj3g8/8Nmpm6TWbp0SW57opklSEGSJEs9LmCR10t7bz8LyCsOl0eg7P2Kgr1OWwsjKeYL6JREIFgcJuXKZeDECqIl7RliUPbeUAUASKQxxfyCCcBsJ9vaY3TDGV3KAC/2EuLgTX9hITfpjnL0iGP3FCJAkhVFAdKgt1/5gqCBAw1nc0A2kdaKHWKPrBL0qx9PZjLTKXob6O2jt7GXxQ9oLuDhFU+8oS/OdPLnjQEzplvLO0tSAnJJ+djoX0++daJqqwuCyNXVTk7z2ssb9RTmFz5xxCspndLAUG21T6oue8I3pU/JEh3V7ksZjqxP4JHfuyDmhwhbW11YY6O+SZ8jmhupwtTaioPg513XD6Jjo4umNizzretv+NzGcwtVLfvQuDhGmqcGzHoVTWxXEKtT8DAlV06KJB2iT2zEf8+8d2MhMtTswtrP/Kz/dxPoKrzxO4Z02wpwIJI390rHhZRpDdbgRkIK7kwUZVYq+2dbZt5mNdyzPg6suKYxNjNLVVEPf5Dytr1KIjnVA83N7mQD1JuqjE1QtyozQ1lCNdPL4Y8VwUzHRQcKP/f7uJgGaHqjA7vQ3fHcvcAcBkrG+Son/GRwTh1gcL+LGNzfJGp5gYmZekPpJkoI9CH1RQXP5C5ytPencIEATpdz+RocMuewcq8uzpId5EBhXSmtNOs5mTrRJU1Dra3RkunPfNX5XnBwbemmIpn+lbCvtDVUMzy0IchlF6FM77rxJgOaGaRJ2Oj9bid03JpvtsTw7QpDFJRHzZhR2Ltqg9qk2VuENzM6N0dgjiSGv0p3qynXfdFGFMxSFOqF56isFARrNQPOiN92LI0TeuE6knJ5AgfdKgFbnhgh1NiamoHtrSnY3YSMR4ptSGC1NWJ9/QEpXHwXB3ng/LWCHEoYgP321Kdhf8adN+cnyfBfR1q7EpDcx3FVJgJ3XX5TCmB3LwlQZAGYG6wmwcKFNHrFtS4S4NENd/jPuX7nAFS1T4ktadizr/DLYJoUx1cWzR85cOnyW+/be5BYXYKb1BRfPXGLv8bNYR2QpVNQ/MLzyv4GmoRmvmrZmgCTM95Rhc+cCtqHx9FT/NVIYk8RaXeGwjiUvoizRNoohKyOKqJQylRTGv4pJch/74ueZy+REK6HeVlw4fB4zt4e0KJtku/1vosKfPbYZ8p8lbt/hmK+Y6h7IsUHbNnszeMz3VmJvcAGroGfblKF3C96WwtnAdF0YGncebyqcS8tlw63ZuGh4kluXi8n1L7l0+hI/nTiLbeRrxbKugJQJ+aT2bS4fPsyXaloUdWzMQpRivMdBJkB59p+zX/MBaqLMj9eNaP/oExZvJUJkcZgY53v4hIcppEDeIEAzzXGo6/ohm2ZvAXeMFXX1o7o+OU3DtJUlYq6jwflLBkTnVm/NwvcVY2imzxVR9qcremTUDtBZ8QLLm9dQO3+HyOwKJoVPX55ow8PagvRaKeHSxw8pE/QBYSvnxXN/q3FXDJAVn0/0pWD+JgESkCYMgi01uGPvtdn/OzMsue2ctyksO9f9mjv6LrRvW+KYGakm2MCdtNp+essSsPZ5SoqXuoIAVQezx+qlXK7M+yB2r7d6xXslQOPduVhqW1K/oVi42/AWAerA7eBFBQEycKG0f5TqWD9cwjJY2OaRuooisdBzJrtJmR17pokAExMeRpYyLqqq7ZUX+s7ZzLc+4bhBgnDecyTfO0aoMhfi9gDQW+DLDdssZb6OLQe4OFiDpZUF2W0TTDenccvSjebhX3rfwxYBms5z47j1S2GkS3TF3OWASTDGt9XIEsOa6Y4C7FxsaRz+MO2iN82OG4EK4vkm0lxO4JeQxqWbXgwuidFLuDV2MQVkhdvg+ryWmal2PAx0KNvI9LjQy0PTu/hFhnJH5zY3rxwmtn0Xzoa+DywMkORjh5NrEn3Cu01mmHNcOLoFFml5pMWlp51ysXcSoLYojus/Y0ZYXJrJKYLqJNsSAzC1K0S8Q5080/0kXgW7bV/iXyJA06RZG+OcUqN8L3xzYwpWt2xILutjvL2Y+7cv8lqQm6n2PGxcBLEZUYyWJAJ00VHqx9AecwP9GFmPR2AbAXL4At3wDnn/RonvKexefezMcosAzVQG8+nvvuLEse/4b3/8Ao8MhQ0qMEeOpy3WkXnK97A+K3lrYXlp1tx+mIGvvQFR5UPMDZRjaWlGbvuWzW2UHc5ykssGO+oRVjTA/EgtdpZGZDRP0VeZhOU9dzo3FUI/bkgESPNRi2wrVQGnMM9QkI+/RIA20BB8GqNUqewggeeuELOpLbpMZZQvFj7xzK0oR5aTldjdeEBEagOzS0tEmR3iz18d5tAX/5nPrzpSUxDOSb1I2VdkWl7Ev2Jrt9d7JUC9RYEYWqeLf7RLsUGAEny5tM+SvLpENGQpjL9MgJban3H+OwNiS6tp6+xidLAJL83b2D95QX1bJ70j48RZHiCkSoxgVyow/ukGCfkvuPmDAWXKPrAVAFZJsT1AQIVyY+42B7g63oa9mTHBmaVUZj3ltrU9nWMb5X4pbBGg1boIDmi7UdnZSbrXRW76v8Tb255nOTXU5Mbi7OVG1+QHNBXSX4y2yyM6xf3mht3H6nkZS3MzTE8vMFAUimFolvxduM0JYuvbeShGwwFZBXjfMiYkt4X6ND8e3Ask96U3N689oldq7/Ulql4E4xKaLtrgISZ2UURYfI9P+Ye09vdhYH15lhQXI/TNgihtbKNnYITZkgB+uuFPtaj3ZKej3EtUuMftBGhtZZ7J0VlWV6sw26dLbH4K+vsMKJSmO8cK0LrkzsaWlLGSMO4EZ8jtGGF7nOj63dYO2wnQGvMTU8wuinqYbcflgRhwtSkyNS/3pKD1w20iiippae9kqLcFT28HYnNrqc55hpO3J10Tol6Hp5mrecpph2i5zrJ8r+CStSGss0WApnNdOOup6B9xDsd4VPWx1+sWAVqdF8Pa9lYqkv24eM+exoFZFqanmZkXvlT4/4d2ziSWK8N292u03CLkeqh6bo1LYhUhjvdxepZDTXEaxuZ3KeseZ2JwipWePK67hctlq+MdcEqoJMLVEJvIV9SVZ2NqdpOCjllqUzyx9tma7fjYsVDozkk3RR9McjxKYIUiqG0nQKvL80yNiT4tza55JsllU5yO4CsFwNEcNC97y5nfZSxPEe/vQmhqo5yZe2WklAeHrvMwq5BGEU/7xXWmhjppaWkh0eE0N8KqmZ2vxuqADjH56dw7bEj25oa390yAhqsSCC34S5xuF2B5gpyXaSLIjxDvfIELdyzxcfKkemiQpJg0Oidn6Kl4TVphPRtKIO1pjly6KMpeuMAl9as8TMjCzUjxXnoZ+EWQFBBKo5KUtqX7yJ+7JSs3cwkszjYS7/2KMabIffxIIb0hY4G6lHRyq3vlJcfBylju3xDX1bMgrf4fIT7RT7JD/ObIvPDxHcVzOcQIR7zKXGcB1ve00DKwIK/97VH5vzfaUx3k+9VzjaR/apGusmwyMxuZmR3jqa2ifXyylCPAzgw0rlzG1C8WeUvXdC9PPR+grqXDhloGS9O8ykqipHOS+bFOgizENe6HMqaSwngLy3MTRNgp6lh63bQJoHl4kXSfa/L7S27JypLb7V8M9npL8BF1KjnE7tcP5bLO8dWKkx2DlTjEFko/kbEyP0WkveL6Hmkbi8+7Cdv7/yyv3QKIKWuFqR7CkzPonVA4+p68QHSubdX1w9x+5jrysTIUfdPQivyOORan6/C8rpDCaEvzkMsZBKSIEfXG3FInsQ4v5Y3k62urZIfel8vYxlYrvv6oMSD8WKx4wi3M91URkZYvnn+O4pBHhGdVsTo3THxqqnJPpwLVMQ/kerjrk8jk/CpjTa+w0Rf1rGNApKxv0Y67mkILsSHBUi6r7xnLyOwK4215OBiKslq3CStS0Pa24lieVeyu7foFYYo6soja2NUDcxO1JATkyEuJk/0VvAgrEtGNzf7/IKxALifJRjnEbZN3WpohOyuRonbFTNJIXQpmt7ds2yxiq2xPwWPiahTBcrAgVP7e8ZkY6G6bLn3Pm6BVUEEFFX45zEx0kRKfvWtGyO8PS5S/ekX93yyFIQZxkanKpXUVtrBCXWE+lU1/qxTGOLGhibt3VeQjh4oAqaCCCh8NpNMeS0vKtWEVtmGd5eXlv1myQVWvfwmSlMUKq6s7d1n99VhjcXGX7ondBVARIBVUUEEFFVRQ4VcHFQFSQQUVVFBBBRV+dXivBGiyp5bs7GyyazpY2ZZCfDdjZW6Its5xeUf6u7FEa1mOXC95DcrzKXPDlBblU1LdxLR8UGud2ZF++kYmmexrkMvW9UyytjhNc3WRok7Fq6ShS05NPzc2QN/QBGvrq0z09jE4rli5X5keoLw4j+yiCvqUGyB/WczRU90l51yR8jcUFeRu3mvjwBwL4z2UF2VTVFbN2D/idn4mpnur5XutaOpmYdvs/9rKIm1ViufoGFNOX8/0k5ubQ3ljpyK/0vIcbfVl5OYXoFBxWKanVrRVaS0jM0usLc/T3tnO+Lasoypsxzpzwj4qCkQ95xfROry1+0RK9tncJ215XmOqv5miPFGmuEopG7Mdf539S7bZOvQr2YWxvsZAc+lmPywor5Nz2Ux21yg+q+mUpTAWxrsVfbO8eisLtBIjbSVy2er2IaSVn4WJPipE2cLSSjmb+8Jwy+b1c/MK6Bz/pU+b/tKYl/3YhoW8+fwbWFmYorEim5ycXPqUhWcHGhV1UdXGwvIai5P9VBWLei8p5+0k8JL8yyD9fZNyvFiaHqK6JJv8olI2zH96m//fLeipU8S/3LwGuY4lyaaSQhErSqoZUgTATbz5/PMj7ZQIH1Fc1cD27r803in6tKLSZvpqRZsIP97YJfvx5dkx6srE/8svVBxYEXjT/jfw/gjQbBuehnromRhwSu08qY2/DoezMFxNSpYiz8G7MN0QyfGzlzEx0efEeXWK+2eoCbbnnOZNdNR1Cc/uEWRxhowQSQrjBf5XznNR+zJnz/vQIQwlPsQJkwf3Offd5xzWlxJzzZAT7oXf82JG+vMx+FptUwoj96kneoYG6N7QwCIwmZ8lWfazMUvdSw+O/Gdd+Rj8bFsOTrYWmBhc45P/7Q84ZNaR4G/K1Vs3eGBsSGhiBTMf0haD8RasLG7K7XJTy47ctq1sbqPViVzVvSa+u4qR4UuGmaDIwYAT12+icfk+qQ0jDFXGc/eKpvjtKUzcy5gcyuOKhjrXRJmHL6sZbM7G1MCF6m2BXYUtSIk7YwMM0NS+hf5dLfTsgxmQXMbKDAUP9dj/IEoQlw48rG+gp38XbV0NrEMzdiTTnBr4K+x/cYRkq7Oo+Siziu5ySCe0yuI9he2aoK++n0++uUNpRx3ud/W4I3zzyXNqpFf3E+9rIvrmTblvPnpRudU3h6rRv6clfn8TXQ136odE/QVaoHFDF2NjA0Liy+iuSJSvb3LnPL/9374mvOVj9vVz1Kd5c+T/1FIkQnzz+bdF3ab0AC5pXOK+yW1cfVPoH+vkoYkht8Xr7MULPC/qJCPUGg1dbYwf3CXwWTET2+x1ZakN++NnMXbPFPW9QHa4Peo6WhgZ6+Mfkc/4Uj+B6lv+f3ecp57G8eTvuXzXBAurKPqXxkkPdOb2PUO0dNSxD8/eNvh84/nnhnnibICW/m2MjYx4mtnAgsQcF4eINz3OpcBq4cdbsbO+zYMH+ty6bsPrxhHKk33Q1RP2anQVF89ypmZbd9p/85ZPfn8EaDiD69cD6VkYJl7845Dqjz051ttYGm0jPDKMpuEFFvqrCY6MESOCJNwD8plsTubE4Z/Yo3aHjG1H0JdG26mR1TKXKPU+j6lwIO6GNqTW91IR44tTcCqTo92yFEZGTjgaF/zpXRCGcFGdRKWixsrcGKGWF0kUdbo0MyRLYbyoaSXe1gZjrXv4SAFgvo9ARzcSy9ppfBWGg/sTRn4xAqSQwoh4aMmV3xkoMkErMVAShqltEN09TTjbm5LZPMFUWz62Tq40jnxAI8WFcWo6xQhvuZ9IfQeiS7YOwS6O99A8OM3SUjFm39jTMF3NvUuWVE9MkOVhjceLCoqeu+D0ME+Q0GKstCxoKHzMV+bRlER74xqWzlPbE3gmtKOa/3k31leX6e1ulUeA87IUxj3yuxYYaX6N5YnP+Mo0Vp4BbekUI/PFFUFK47nn6E//9Ia3HCNhm/0vDNbg5GRHQfMoE8NdtHb0srS6SkdeDPeO/pFTvqXK3/1KsL5Grvcp3F8MsjicLnxzsPArQ8QZqvMwqwxHe3NetU4y2ZqDtZM7zaNKSxVBp6Z7lJXlNvxOW/CyvhoPB2NSGsaZ7izG3tGR2kHJsazTnmKFkYcgpYpffpQYbioiwl/4sd/eURCgN54/Y2grjqV6XcM5TQxYBUkPs7xKcIgLGg6JzCzMMtBWQ1t7O76OhsRXjzLbV42zgzXlfRvTa1NkuXmKYG2CnSBAU3OjBDvpEVU+wtxQIx52phSWP+fqO/z/R43hNK58b071jIiZy4K9zLbjZurK66YeqhL9cHgo6m/DSY4k73j+mPJSTGwcqOibFf3/BQ9cAxmYXqD11VPuHv0D54NqpelJ6rqGRHsN8MzIiad5rYwNdtE3NstI9wsszgVTnevCNfdXop1m6GuupGdyayT+/gjQdA8JT5w5++NxDOz9qf9As/7+XVgaI9bbg2fFrTRmP8U7KJmuysfc1HZA59oNXEIjCbLR5IrdI2Z2aGEsM9iYjv0FH1oHK9Gy8aC+f4beghDMfUPoaK7iob0nnX9BCqMry4bbjrnyEdWZwUYeWjm/LYWxPEtTcSwG50+jpmFCUnn7jmWdXwbbpDAEpDwZj1weEJ3fxbr0t7MxD7wCCfex4Ox1A2oHPrx1sAzh1K7om5PTsjOf/1yXID86J7F5nEx/zV8nhRFjco4fNR6QFG3D9fsx5OQmkPCqmvlfx2rw34gpCiL88XF9zcTiIMG2hoSEuHPZNUH5vZQobZB4YedP42vemGndsv9RQZweaH/H+SOn+OrQKZxiC5kcaMDD3prYgHtcCylX/ubXgZmGp2joPUK2auGb4x47ckb4ZkPHABo7ewl2NMbEO4hwbzPOXL9PvUxqFJCSAUbZXUbL1Inqtn7C3R5w3z2AcH8bzmnpUdE7z9JIDbamthR2fvQ6GALbpDAEdjx//1a9VD53QP2+GCzFRaJ9+geMDS5wTleXcz/+yCentcit6+SZlykGzr5EBDlx/qo2RZ3bZ4BXqYx9iIc0A7Q0S5K/GXoO3kSEunPpijrZkXbv9P8fNZrjOHrxIidFHX2va02nIJQ1+dHcOnWCyzoWpNT0sLyxzFj2RvxL78LN4h62QY957HyX4zftaGooxU2Q8ET/O2g+rpPLSnjtp81lPZNNSaOpmjg0L58mIKWc1z7nOamtJ+z/R/58RmdHm743AjST784xqxciSC/RHnlHsLOtNOy7CRNFkVzzSRBE6Drx5VNM1AkCdNmMo9euYGRhh7OzM8EpFSxtpOkW6Cl9hrWeE1n1o+ICDTwwc6O0e4zWzGDsHsZQmebNXcfXzLWEccxQIYXx8v5RQpqkXw8RdP4Ske2KcVZfoT83rTdGXVsBYGmwFktLC161TTDVlCJLYbT8clNASuwkQBPd+Vhqm1OnnPed7CwlzN8ZF3FfN61tNtPtf2joSbXlZtC7pTBSnY/jn5DGxVteDCmlMGxj8mUpDJdNKYzrlG2M1sToJdjsDr4Rj9DTuo7WxSMkdPytR2h3OQThSXnohKNDHD3zwmkVufI//vkH1I5/zX/5fD/PqyflpfXHthb4hObx9gTiTgKkf0uD/O5ZJhozsHB1JyP4Nv/8uwOoHfwD/3LoOlkf9VLNz8EMGTbGOCYrkhTO5LlyTJapWaT96S3Oh9Qz2VHMY6lvWphzw9qeltG3dzG2Rety91krU93lhAdI/diKW1aifw8t05YTgYXVQwbn//Lux48HOwnQBjaefwOLk30ki0G+s1MQJnePYWuuyTnLaNkXd8Te5U5ErbyvMDJQ1JWoUz3z+1T2b/d52wiQeDfTX090sLiejTP6prcpzgp+h///+LEyOysPXFojrmMcksodMwcqBqYZq4xGw/IhQxvrr++If+Mt2QT5uOJiasB1B1/SAnT4zR8Porb/t/zm2G2y27bmH/synbgRoNAHlLA8M0KgnQZO909w0SVTzh3WGq6BQXyPooDAeyNAKzVP2KfrQ+PgILn+l9B+sjsJEEsNmOvew/iuHS3CIcsE6IYrxlev451WTUG8O67hmZuzL8vdiWjsNSKxooHegSFm5vuJMjDEIy6f5/bmOIcX8MzmIEEVwkRWyjD88TZp5Rnofa9PscQjxvO4ftFLmd5/jTT7g/iWbsykbAWA1bEWbEyNCcurpTEvRhAgG9p/OTl4JXYSoN7iYO5Zpom7Epgb4snTIFJKm8gJtcPcKYGxD8lX9hej6xHBoLDXkggjzKNLWFmcZ25uicGiRxg/LZC/i7I5SnRNCz5ntHhUUEGAnjFBOc3UpXhjYvyI0qxAbqgH0S1xnPUl8XkozkEplGf4Y+oYx3Pr7/Aq2w1B4v1ifWWODC8LYS+hVHb0MTw+ydx4P7W1NeQ+seDwXQ96+9sIvXsPu5AkWnoHGZmcZWVlkdmpBdETJGzZ//JIE/bujqLvtNGYG42djy9tkuxAdTWvfLU5YavIvvurwFwHrsbOvG5VLMWvVD8WvtmXJmHPOb4X0AnI5HF4MGllzbwOtsXCJYnxlSVmJ+ZZ7cjguhjgSbafF3AFhwQR0CMDSSpqJD/cEROpHldWKYhxxe1xyV/c+/hxYRsBevP50/tYmptjfnGF6lR/XBPL6K2MQPusM7VlEZy0j5bLFgRfxza2grjohzzPr6f0mStGZpEMrS4zMz6nPCSzfQZohuTn/kRk11KZ6I2hYRj9C+/w/x87GmO4FvBKrqPysFt4vyjDwNCUhIpmajOD0LTxZFj069lp0affjH+jnXiFhlJQ3cgLT0vsArMYHlL06SwvDU46JDPaWsRtr6f09g1QGm2GaXgOeYm+BKZV0dNWj4+dFllx/px0TpLvIcf7HE6vlZqcAu9vCUwgP0iHkydPctLqKTOLu9fpNyZaYpuiSK0/15vL4+hK5nty0Ll6kZN6thQq03RLaEu24fQpUSeiXk6fO0942YRgCvnoXb8sRlPetAjHnxkYRL1yqbklxV0u65hQr/igvwirmCLF30zxOigQZXZvgQWqk1J4XdmDNN80UBaN3lXxv7SNSK79Rywg95Fg9WwzhfxgRSwPc7fY9VB1Ave0TqJ514IPMbt76wsrua617cPom1ygoziLtLR6ZmZGeWSuaDP3tA5F4fZU1M6e4Z5HtGKz7lSPPC2rdkmDzI0KWJoiPS1Obv/50Q78jMU19AIZVUlhvIXluXHCLBR1LL2umXnROKQIp7Ot2QS8LJdH064GW2VuuD2nrSkfL0OFFMab9j/Tksk93YtcvmNBwbalh6nqWIKyle34a8BUF6EJKfRsO96VG3hdUY/WkcwtrTJUFY+B6JtaBlZUDcHidC3u1xRSGEWPbsllb3oliUC9xnBtMkbaJ7mqZ0KZpO6wLgL56yiSqnfDJhUJ/cKPRbNhITuff47C4FDCM6uYlnQc7ws/fuYsSvdPV4aHwjbdY5mYX2W0IR0z3ZOo37xHkWykbbieVUhhSAPYrtJXpKbUCctVzG5Y3TrJ5et65Ct3PL/l/3cBEhxPy89kFK5Y0+vND+b6ZWGLt6zIbhlnoq+M+OB8pKj55vP3Fz3hpvpJdM1caVBI28mYrIwmKFdRaW0ptpw5fZLrtqF0jy8L8y/HUf8kZ6V9RFWKWFwXbytf97ZfGovbVmfeKwFSQQUVVPglIUthxL2S98Op8P4gS2FEvFQurauwBUkKI4+Kpk6ZZP98TBAXkqCYFVfhg4OKAKmgggofDdbWVlhY2IUHLP6dsb6+wrykeK7CG1hnaWmJlZW/dUVjVV5WV+HDhIoAqaCCCiqooIIKvzqoCJAKKqigggoqqPCrw3slQGOdVRQXF9PYM8bfKEr8YWNtmZGBQSZ/1pTmMl21JXK9lLUOKT+D1eUp+tpHUFxJkgUYZnBsmunBVrlsy8DWqvHayjR9rcObZecnRhgcnZKlMKYGhhiZVORcX5jopaaimKr6Zqb+IcczFhho7NvcjzE90Czfe3Fjj5xufHFqgLpK8b64kvZ+Rfr3Dwmzg43y/da397N9z/7ayhLdDdJ9F9Ozkcp1dojS0hLq2noVJ/xW5uluqaW0vEKZxn6ZgeZKimuaGJtdZn15gZ7ebqZk3QwV3sY6C5PCPoS9FpdX0iVpLAgMtZbtsP+VmSFqKsVnVQ0Mv5E2f7K3QWFvTX1I+8z/kv0vT/XTObobdw3t7P8bWFucob1B2GJpOW0jG8+9xvSQKDs+J+9lkSQbakXfrKxt3CExIGG8u1qu18aeUbYUjWbpbRyQN+9KlT3SWSOXqWjfDRuht/uxFQZbFHFM8mPL2ySdVkS9ttUVU1JSytC2zVJrC1P0DI7IZZemh2moEvVSXfeWxMjCaIfiug2dzC8uMtCmqGfpVdnQzrT4rKe+VH5f0iLtNt8dGGhRxL/SstbNWLEz/m3h3+z/aysMdyn6fe9GQkPJN5dIvrmPRemj5Xm6lL5ZYf7L9DeJ/iB+U9zUy+ovIoUxXIOexgm0797AwNCZiuHdcUByBxb6CLR3Ianir09SPtP0jBOnznH3rg6H1a4pTlEwQpKDHpfPBirSna/OkBXqQUBSMoEaapxRP8eZS/7Kky5jpHsacP6IL93S27V5cp964fusiNGBIox+uIjrixrRCcd57mXEFR1N7hoYEJ7ewC+bomOOhgwfjv+XG4pj8HMd+Ny7Jbf/kbMXyGieou65I2fPS89uRWRmo8J5fiiYaMPOUkduF21NW/K3ndwbq03m6vWL4rsL3DdOY5RJylzucVhdk8uXjEhvHGO4OhH9S+poqh/DzLuSqeFCrl65wMWrOgSm1jDUkoOJgRNV2z2lCptYW54hPtAQjaua6N5Q57bjY4bayriuc0HUuwZaGkH0L0+SE+aOrt4t1DUvY/M4i01ptdk2XPV00BH2dujMBfKbht9t/0ujpNqpcd63RPG7XYTpoW39X/mZRHTa8qMxuKHDjdtXuW7ui5SIfnasHLN9F3GIKReBfJIkf1Mua1/DwOAOYS9rmN3wFSN13DPUEG2gyfWrHjTK7EjYf5Qlxz+1pVm8W52ow+L6VW6IvnPskjaVH+AJz78e8zRl+XP8P2nLx+DnOjPlfnxX2NWxcxdJqd/yC805j2T5Bn19NWycShVJJtdXaHrhzKk7rvSPTpL12IbLmqKMwW2CYsuY3LDX+V6eWBmidfcWJy9cJDK3hddPHcT/ucvV41/z+SETioqiOXtGTXymK2z6EiWKAPCRYwbHE7/hnO5d4UufKNO5vBH/NjDwb/f/0f5K7C6qcUX9KNqyb56g1MmQQ8I3X7pkTGbzGEOVCdxR+mZz3yoGOlK5fPG83KZHhK/Iat0aMLw3AjTx2omzLlmC0a3Q/MSAewntym92EZQEKO7lE1x88kTTTpLu5kxRXw/hsX6Y/PQTey4Y8KppK8/A4nATZV1SJ1qmzOccD1L6qIx+il+AKTeVBrAy2SNLYaTlPOXaOR+653rxV9PgxegiNXHRPAw2Q0dJgCRGHOr+gKSqZuJsLDHUuIu3cICSNIe1rTUFndOMN0iJ4PzomvilZh8kKYx8wn1NufjbuwoCNJTG1WtBDDFF0v0rBJZ08NzMDPcX1fKI84PD/ChlrZKHGeXZXQcii7eOSUsjtbp+6ax7JWZ7bKifqcHogjmV4+NkuFnjmVxJ0XNXHP1zGO4rwFLTisbCUPZYxlEt7MAlLIMohxO4PWsRra7CuyBJYXS2N8gCp5IUhou1Afk1LZTJmYVbcdpzn5z+CmwcXanum2FuvJuWdkneQvF7Bl4Ip/hYuNIJYm+dIeBV2Tvsf5HuwlgMD/9+F0phjBG/rf9vEKD11SXivW/zOG+AleVp2utrmVycIMnOFiNtA9wFAZobbtwmhZGLrYsHLRtSGLMDlImROfTw8JTwSYNjtL5KJuyxGVc+t5MJ0HJnFBq3YkXNj/Do2mmeS2fnP1JIUhjh3sKP/UZPJkBL412Utkkz9Su0RNzi5tNGuZyEiYE2eUZtZSkfo+/ckCLc4nQ7rqe/5Gs9L7p7ujalMGb6qnF1tKFiI+vwaD5aVzzFoHaWLCc93DOV5+gFMtxO4JMyyMyIZP9SJuNlav0FEXqx7dz3x4rRDK79aEnDpiNceCv+bWK659/s/93lj7hrGMPoXDN2Z25S2FfFPTVzqicnSHO2wiu1ioIYF5wf5jHUk4vldRtqujsolW1akNXHmtyK2fL1728GqCONk+qGRKUn4339Ky6H1Cq/2EVQEqDYWJdNB/BYsP0XLU1YnzMiuauPvEBvfCIK2aGEIQx6uDUL+3OesgORMNGXgrnSACSl2kAHTzpz3y2FMTuWhamSAM0MNRFo7YSCxG4lglub7sXL+j42IU+J8jHllI4ZbaNvTjC+b2xLhDjTz8sIJ47tOcAdh0CaunqJ8L/HKUEKv9h3HPu4UoWK+geGVNeLnNczJ79tp3bdXGchRlcPYRWWzmDtXyOFMUHEveMyAU6MsUPLMJqC4nTSCxpY+CAZ4IeCGYqfPcTbMRPJ9S+NdeBteBJtu0DKC1K4f2MvZ/ce5M/7TgoyXb5FgKb7iAux5uiegxi6htLe3f2W/dc31eDlYMkzYYe7UwpjW/9XfrK6PI+X1n/ixKnLfPP192h6xSmXuGZ55elJgDQDJEhOoIMR5gFPiAmw4uz1ezulMObGCbc8i4aJK3WDGz6kFOM9DrL/WptoJ9TVkIN7jmIdEkffR3/G+81M0GtM9pXgpeFK8djOpdPphpdonjuA54sKxqYmSPHQx+lRBAYuAfQPjxDtYcJ9j2Ceh7lxQeP6lhTG3DD5LwM4uWcvumZeVPQqZoZnakPQuBsj58BRYIWR9mwczriKu9oFaIxh79kzHN6zhz2CjPQobWV7/NuOf6v/NyVYcilUkWQ5xnQPUS9S+c4oiKWVNZrjjTF+nEVCoDEu6R0sTg3ia36KPDk13SrjPYW4XnKlcmbL1t/rHqC6FC+srd1wvPEtd7elm941eIsAdeJx5JKCABm4UNo/ujkDsLA1J01fRRy2dxxIr90SSd1uAO3ZvhjYZzHb/Jij9xKZY54UoyMEK3vAdgLUVxTAbct0OZX6mw5QSqzl72aDrZEh123dxAj4F10DE9giQDP5HhyxkO59kdbwW1wMqRP1tcDM8jLzPWW4+XrR9MFKYdhwMyhH+W4nUp2PEZCQxoVb3rIURtVTK2yj88l8Yo1LbB2zUx14GmpRurEVYnGAR+a38Y4I4/ZVda6oHeVF1zZjUGELi0NkPHLDwSaGrp1xhvrAk2i6RnHjhjYl/XOM1SRi4u7LwLTCpqezHThikyF6ygLNoZpcDm9/y/4zQ+/yP/90DPXjn/LbYzd3pM3fHXg3AXK5/ice5g+yoJQCSG+VHP42AiTeTbTl89DDGjvjB+j8JSmMKB0MNqUgtgjQaPJ9TrmXipqfp9DzMncTPva1mp0EaKYrF8c7VjzLbmf5HYMXafbyifUJwqKC+faTvahfOc7vv/wOr/Q2WTbksbc1tiZW3DK/T0W/YupjruIxR+49Fn57ma5EC856SgPdKV7cv4lb7tZqyWBtEnZ37HhZsXv2AK3MzMjbHyQpDMssBQP6SwRoA3+p/5ckuqDjkc+SsP3QW8dJLs7l3E1vRpcXqXxigd2zAtLDbHCPb2BmohWPezqyTNFkWxYOd2yIK+jatq/tPc8A6T5MZ7K/ArvTN0jq3YW6OxsEKM6DCwddqOvJRPNPp/5VArQqGlr7kCnJNW2MTEyxoMxCuWUA6yTbHySgbB6Wi9H/4Q7Z9Xnc/e42BRuz0psEaJ0Mp0N4F2+sYe6cAQoMf0xBQxfZwXZYeiYz+Uvzn20EaLkqlJ9uPKRzcpLSoMtc9UkjPPIRr2q6GGrMxS80hPbxD4gI9Bdz0/s5k+J+q2KMeRBRJILHEktLKwwVP8b8WYX83TObQ0RUNeFxUovIinqC9Y0JeN1ITbInpiZPqcl/zI1L/nRJdb2+TGP6YxwDXlCa7ouZy0uS7L7FveQXb4iPDytzZPvb88A6jLq+UaZn51lpjEU7OFeu91y3gzjElmLi7EJh0wBt+U+x8glkaGaZxflllsr8+fH2Y7pE2WK/U2j5v3rL/vsHFAcKUjyucdQiUpCnD5OA/+3YToDWWVlcZGlxgXj/uyIYNzPS14avrQZ53ZL97ZwBCot4RHZtN4VPHDF3imNsZYXFuSXWOjLQDUiV26Ak6Ao2KYpdG9sJ0GyOA3uN4ugVZVKdj2Cc9LEPdrcI0NpwAfeP3yemrIFBSZ5F+IOVJeEXVlapSX+Id1odE2MjBFkc50Vln7xB93W0B2o371NQ10H8s2CSyjqoSfTC6EEYg+J3C7OiXRpiOaDlQruos6rIu1zwShcV2YjVDScxeFLEytX+dG4cMSGxqkWWhlnYVAn9iNEYg3ZooWxPNeE38FTqe2wnQOtrij693hz3b/b/hurnGFxworr+Bdr7rahbbMXtmCbRVQ0E6hkTmNtEVaInZmaRVOeGclP9IR39ORgcNeJ5eSNDol7nl7bq9b3OAOX4a3Dw4EFMHuftOFWza7A8RkZsIqWtQ0RaHOSgxl0czewoH+jj2eNEWsen6SpKIzG7enPk0JJoxuFDoqyol8PHTvCoRKFWOztWSZRbBmNMkObrR61yBaYpyVEua/18awlxcaaWSIdURpgk088XZXZvgXkq45PILO+S99n0lzxF58JB1PWtqN46cPYLopfnJpHyWriEjfY/aCJGOsIABitjuX35IKc175LV/OER4uZ4E/l+1a1C6JlYoL0gneTkWqbFyDnISNFmji+Va/WtyRw/eoTbzk+RtwdNdRFkd4Pjp9VI26iAxSlSXsaQ1zrB/EgbnnfFNXR8GVFJYbyF5dkxgo0VdSy9Lt53lZdhkhxPyu9vBLyWy03XJ6Nz+STnbllQ1DXPRE+BqFeFFEaau5ri94LcrIhh3V+yfyltvl/W1ih792B7/58hy9mP6NJWFocacDe6yNFTakRUbKi1L1KbnEx6Qbt8GnOw/Bm3RN+8fMuE8kHx7XQ1rhoKKYyCIC25XjVd40U/3ggWrTw1iZPrfX11ReH/RBk19zTF1x81+ogVgxmpp3dn+3H59JZdOr6spSAwmCcZVUwNNOCqd5BDh48SXLS1z3Ohr4rHiemMz68yUpfC/auiXjTFAFbmji04n1JIYdRE3VVc19BXIVMy1oRbVKp8alSCJJt0/Kji/x46fJjAbf/jY8Zz68PyM+mHFig/2R7/YLynmGf+OSIS8m/2f5amSXt4Xy4TVqYMmq1JHD1yGD1XMciRfPNkJw9thG+WDuN0QFeWIKgnt9rUPXOLsL9XAqSCCiqo8EtiZqKblLiszeO0KmxgmYrMLGq6/ralk+XFIZKeJiuX1lXYwgr1BXmUNXXIg8yfj0niguPYucNQhQ8FKgKkggoqfDRYW1tmbm5rE6MKG1hnYWHhb5ZsWF9fZnZWVa9vY53FxQWWl//WJY0VZmY+qAQgKmyDigCpoIIKKqigggq/OqgIkAoqqKCCCiqo8KvDeyJAK0z0DjO9kaRjfoz6ulpaugZ212bo9WXGR0aZ/llq1Mv0t9RQU1NDXbeU2GqN2ZEeGmrFZ03tTMipbSVZgDFGJ2eZHe2Wy3YOz7K2PE9ve4P8Xno1dQ+xvLrGwvQ4oxMzrK2vMSPuZ3xaMcW6ND1Ic0MNja2dzPzSKYBkLDLcPrSZ4Xl2pFNxr+2DrK6tMT8xQFOdeN/Q8paMwYeA+ZF2+X5be4a38ssISMdc+9sVdb55cmh+lFrRZi3dg4qyKwv0d7VQW1evTHm/wkinaKvmDibnV1hfWWRgcEDeDK7Cu7DO4vQIrfWinusa6VPqMcxts38Jq3NjwqZrqWls29wsuoGFsR65bMfQtLw/4037nx9TXEt61dY3MjK7206BvRsrC9N0NkvPXUt79zjzM8M0CH+8URc94/P/at+c6m+Sy7UPTCgkjZZm6GxtpKG5Tfh48X59naEO5bXGdsPyziIjwo9t5QeWpInGGJtQyIZsYHKgZbMO65rbGR0dokmyTeVnnSNzsixGR0s9NfVNDLyhRzQ71CqXa+sbZWVNRILFabpaRdlt9j/aXae4ltL+dwukftw7pthhtjI7oqi3zfi3he3P/674NznYsfm+tqGJUWUK87XlBUZGR+STc0vif7ULP1BTW0e3Uo9kcaJP/k3HoCQhJX8k4z0QoFUGG5PQ+t0VYjukAD9Nta8pB89f5sJFA17W7Y6d7DL+BimM2dZ4Th0/ga6uBvvVtCgVHcfD4jqa165y9soFnKIKWFya5VWoB/6JyQRrqnFM7TinrzwUjddFhOcDdHW0OPTZ79l7K1A48Rnynnrj86yQ0aESTPddwU06BrswQbyPEReuXuLm7TtEZDWx8IvG3nmaXz/k1H+7pZTC6MLvvi5XdK+x78wlMqo7eeKuh8YVdS5dvYCJf9I/SJ/sr8RkB05WWnK7aGraUtixtU1xvD6Va9dOi+9Ocd80kzGmqPQwYp/aJc5fNCKzWRDQmhfoX7zI5fMHMfevYXq0GM1LZzh96TpBaXUMt+bxwMCBigGVFMa7sLY8S1LQPS5dvISG5gVuO4UzPDfEI60t+x9cmSI/3B0tYf9qoq/YPcnelkxzmMgblziidpJTl33omR0jPtQS7esaXL+uS2R6N225IaINddG9cpB/+o8/Et3y69ji21vyHK1T36NxXQ+PR4X0NKZhbHAb3aun+c3/8s9YvSwnzPU2GuoaXNS4gOnD5K2+OdrAfc1jcj++Y+gk7HeK7vRQLl1QR/3CWXzi25jtKeLyqZ+4qquOsWUoHR+1iS/QkhvEqf+ss5kHaGG6HrsTV7B9XCio0RYqYh1le9K+8AP//NuLJL5OwerBHXQ1z/HH//1fMHheQW1KKDe0r3H52kUM3GNQStwJp9KKza0zXNbVRM/Ajry2URozn3BblL2yYf8dlehoS37nvPA/oXzUCiPbsTJDYaAex6wTYXmS7FBnrulobsW/jT49VImW2n40hE/WN/Kmvvvt+Fec7Kvo05f380//6QCxytxefUVhqN94QFXvDK/CTbh4/gJa1y+hZfmQ/pkR4vTVOaR2WvhnD9q2ZeT9uwnQ0mw3kXYPuPq1LvESAZprwFLDnML+YV552eMaX7aDRX/U2JDCSInA82EBsyIwZnl7UNrfS1RiEJZHjvCjxgNyWhRH3SUsDNRR0CbnuKXE6yxGsS1UNDQzI1p9uCwSPadgBge6eLghhXHWi67ZHnzPXSVZyR1XFiYJs7rA89IxUd8iSHiYkFjZTIK9lQjCt/ESBGhhoBorWyvyRSAfq8/A0tWfrg2xuPeOdQYbCgn3foDab/TfIYVxCf/CPuobBREQQ/HJ1tdY2NrRMPQBzQLNDVPQKB2HfFsKY364hUo5ZalSCmO2FuPzppSPjZHuYoXny0qKY11x8M1mqDcf82vWb0lhxDifwS266S2xPxUUkCQbWpur5ePAc0O1uFgZkF8Rj+Y2+4+trcTWwVV2arMjHTS0dG7N1I1ncP2Mmwi+ok9e0iShe5KmtjbG5xaoSgjE3SVdDMUU6Hhxj/se+ZvvdzXWVyl94iz6/wsm30gjM1wejrF5AD1Tk6Jv1jMi+uZESxZmdo40DStG4pN57pxxeCkC/wrN4fe5H1PEcw97gl7W05Yfia1VKBXRd7gUWMeysO5892s45235u48NI83FhHsJP/Yvt5UEaJJUFyeMde7g9AYB2kBd2AXMH3dsnkQcq3+BlYULDd3dhLib8qJqlMXZQRrr6jdn4qdLgzllGS2ut0pbrC16QWmEexoRWzbM4vwITbU1TA11ilghOX2FFIRSCOCjx0jTa8yPf8L3lklIGn5Oxi7kdQxRL8iMjW8sM8pJoLFUE856lQirWqbaTxPzLEUA3B7/Nrp/W/xtjHxKlacWx3h4+Se+0zIXvmKOruZK2kfmWZ7pxcdCi5TiZHTOuNA2O8Cja7o828jOLfD3zwCtr7O60kPIJUteSASoO5ujJv6Mzi7T+tIOo+DU3aMM/69JYajdJ7G5nSw/D3wji94IfCuMdebgdM6NemVlrCwNkuTiyZOEGoa7awlycqcj14sv7V4LerFOgeOXuCr1G/vyXLltm8mM+OnsUAtBto60zIl6Xx4nZSMR2lQ3Hlb3cQyPJT7QkjO6v6wUxvraGqurdVtSGMK4UjalMIJpHtuY2pzhdYgPAQ/zmP4A7SDV9QJqtywo6NgZHhVSGAeweJTFsCCUPxkFMre8SnO8KcaPM0kOMsYxpY2lmSH8TE+Q2zXKI/2jfHHuDvExjlw3eEpRRQ65Za3vdKIqbGCW8oQQPO1SGS3baf9GIakY39rPuX2H+OTAGbxTqtnMDVcZwJc26XLZYtfvcSpQ2HpfhhOHzqrzvKRHJktLQ6WYGjpS/WsRpV1bIe+pMYf27efbb3/kdnAW08IAV+eHCXOzIDqvYzNrtDRb/yrIi4dB+bJvkbDelsJJDWMScjMJvPUDF12ScHW3JaFqiPHWXJycHlCb9Zj9mra8zE3H8dKnGL/4eLMWK/xY/bZM0JJfnSE30AffdxCghc4UtLQ9GVRW4rooG+drSnBKE1PDrTjq/omzR8/yxQ8HMQnP3hTvXe/KRk3DkLjcV4TeP8phk8e46PyW08fV+PK7fRg+ykRa4VVIQRxHyyaYnt0wYbk0Sqj9XYL8bbnsmSLez9BU/AzdI4dQ07Iko2FAXg6UsN4Yw0ENC14I2/PW+BO6zxVJOLfHPwmLA4Xc03eiaWJBnl0qCTXCNDgBG2d7qvs2lmTnaHz9FBejeAargvnSMlm0LJR6HcI+e0t45D3tAeondIMADRWhYeBF98ycrAZuFf56FxOgLjyP/ttSGP3VSdjfsSdlIzvbXAcRLrZ4B7xCEs1vz/XDUGrgpkccvp+ElN4/1fgwQQ1SYRFYL6sRpkwk2F8SiJ55qnI0uzMV/mhjJh52Jpjr30HTxv0fKoUxW+DJYbMEEc4WaQ67weVH9aK++nkZ6CScZhK9WwvsHxy6U6y5FfxuKYwUpyM8TExD7bY3w0uLVEdYYROVR+YTK1zi6pmd6sTTUJOSjcR7i0OEWd7E8+kTbl05z7kzx3jZs80YVNjC0givn3phbxGhWEZ5w/7tY1LQ0dGiuG+WsZoETCUpjBllXbY85YhhnHBzC2SaHyegZovsjzekYekmScEs0fAiCBPnJ0xsJvT7FWBpibmFBRbnxoj0NiSjdZHxrnwsb5hQO6asJ+HLkh864uz8gr43+mbdSzcePLDDVud7bj/OJ8DDQRDKXoYaMnF2cKB9cpVXjx6IMs5Y6X6FQ/bHHqnf1AJbIO+dBGiBAj9rTB6/Ur6H+YlarK/conhokTlBgEyv7+e5LIZag6vjlhSGhPbX/qLObLC5cYhL7glYaX3H07JhMahtxtNBj6KerbJ1D49jkvHxz1lOF7vwL787hvaln/jN3gu8SM9AT9hWWf8Uw2VPuWb1kOGZrZWKwihLUUeO2F3/FJN06fl3xj9pMqHmuS8PPKIFYVxjoT2VE98dQOuGOl99+zXm0VWwPEFhrD/W94OQV73bYjh6N0aWaXpto4ZP2Va9vn8CtNqB5zkdoitbiDQxw/Nljcy8dgU2CZAr5w950jqcg9a/IYWxPpSF3nFLUuu7mVlYYmW2h3AjKzyjshicWWRpZYUUx0P4lcwJx1XI7e8NKG4v4963N8iTfNVkATfPucs6YNLoJMvlMB6FG1N4O6UwgiIjKG8fovCxIxaig/3i/Ge7FEZ5ID/cesTg4iK1j65w0TeTl66O2HjF0jslnnN5RZos/HDQX8wt/yQWxf02xj3gfnihGA2uitHgGkPFYVgnNsjfxdnsI6y8AedjWsTVtxNm+AC/rHqqktwxM4+huSySG+e96ZDreoWWrHAcfBMoTvXG3D2TNMdvcCn6xRvi48PqPPkhbpjbPaV5dFa2j7XFnfb/qrMCIydnyjvH6S2JxsLLn6EZ0UZiyLi+VMzd7+9Q0F6JyU+i7ECnwv6FD+qvTMTGw4PeiVnSQ914+LyardCyy7G2QsGLQCIKu+SNztH+JmR3rtJTEsIDyxRFQr6lMV44O2DjIwmZbvTNNVaXV1nvyOBWyGsWx5twvaBLTGsXKe6W2IfkU/7cnQfmzxmsieJOZDWLwyXcP6hD7kc/ufavE6C1VWFz0ih+aYBQW2fiShXeWMJkUwR6d2JlId+1mQH8PEyILR9grL0UV6f71AytKOq1J49bgaksTnbwUOcOwbnVhHje52lxH+PdNXja36b89TNuhpXKfqfYYz/2cgD4uLE02kZOTjaJ3nrsveVMa20ht+6ak9U2TG/xU9TNXRgSNij36eY4xfOPVmG2/yqZEk/ZEf8EVqZJCnAlJLleeFtpAmiYqtJ80p4FclX7GtFFXVTGeGJiGkLN4KSw7WXWloQ/+eE2Oe01WB2+TerIFuN/TwRojAzXp5QMKplVazLHDu1DU7C7rt2UAlM4jtSYWIpaBnli/D3fn7+JjZEFJX29RAbH0jI2TUdBMrFZlZtq8E2x9/nxB1H2++/5cd8BnMKTML2qeC+9LtkHEOngTrVyVq4h3kb+3DSqWvFBTy6GYRuzExOkeXqymd1ejJXLn8WTVtIpk8y+wsdonPyec7omVPxDdtD1EGX4RE4hL+GV13nFcxkGM9jTiMuNrec898CPrvEPq0M3PTeU703NJIDuiXla81JITKxmenoYP33FfdskKcUgWxI4sPcntO0eK9SvJzvxt9Bk/5ETbKhlCO/Gi6QIeQ+YNBqUn1/Dg2GVFMZbWJodI+Duln2c1nOgdmDhLfufrk3k6tmDHNcypqBjjomefNzvKKQw2pOd5LLGT0pkgcMN+z969a5C+HR5jszkcDH42BIh/jVgor0Is2vfs/fQccLKFM6it/ApnlmS0AXMDjbhpLtV95L9N3eV4HJFIYWR63dZ/tzgYaZiCWewAhPdc5zUuE1hnxiGra4o/J8o45S8GyRGeog2fCzLVSiwRH3qC5IzGwVxFkT9YRBh6VWszvTz5PlzarbJ309WRmG76QCkyf0CjLWOc/DsVRJrpXJNOJ5QSGFUhd+U6+y2Z7y8OXq+uxQL3RMcOHmR58oAEG9zSC6j6Z0pv98tmG5Ixi1RQTG7Xntz7qiwn8uGpDeMMtZdSJT3a1kKY+P53x3/BJameZn0lNdNOw9XSUQrOjaGtqEZwoy2bPuEtinFXXP0ZnrI7++F5O048fueCJAKKqigwi+PmYkeUmIz+JXs6PmHYXlxmCQxONsK7SoosEp9QS6lje1/40rGFHFBz+XgrsKHBxUBUkEFFT4arK4uqaQFfgGsry8xNfUBb9T7d8M68/PzLC39rSdql5mcVCnXfahQESAVVFBBBRVUUOFXBxUBUkEFFVRQQQUVfnV4TwRohemhcTlPygZWFmcYH5nZTFy0K7C+wtT4BLObqSv/Gqww3NVCS0sLrQPKleClaTo72ujsHWRBvtQ6izOTTMwoUtRLZfvHt6aj11bnGRuYlHe9S2WXZqeYmJ5mpKdNLtvSN6Y4YbU8S09XOx3dfZv5J35ZLDHeO7Z5VHR+vE9xP72jshSGJHXQ2Sbet3e9JWPwIWBhole+3+7B8a38MgLSJs+RXkWbbaRalzY4t0plB8aQzXx1iZH+Llrb2pVZdFcZ7+ugpbNPlr+Q5DSk1Oxz23fcqfAOLDLWO76ZN2tioHWH/a/OT9LVIT7r6JElRt6EJCcwJMnCrCwyLNW/ZH/i1dE/Kp9u2mjHkW1HbXcP1pibmGBq7t2HC5amhxmbU9jf8vSQXA+9ozOyr5DqradT+A/RN8ffchbrLExNMjm9IO97WZ6boLujhfauHjlXjfS9lLRPul774G445bLTj63MjCjqamR6RwoXSW5hsFthTxOi8Or8BJ3tCnuVXv1yXpp5Bno6aOvsfkuOaKMNWiTpnRVJsmGc7nbxvq1jU45kw/5bWvrZTQu9qwuTDCmXAiW77BBxYSv+bccas2MTTM9L9bHO/OQQHa2iPpT9X/Krwz2K+t7wzZK0hlxn3eJ62xz5hv2vinpub9tqp8GprYZ5DwRojaGWFHT/qEGcdAxexghRpjfR04sWf+0iKI/B/ywpjPYkTh85hIaGGj+c06F2ZJ6WSBeOnFbjvJoWMUWSbtYsrx954Jfwkkfa5zhw4iCnrgajSC0zQW6IOZeP+CqOAq7Nkx/hjZOzBedOHhXXPc+3J9Up65ulM8mPU2cvcOHcBR5n9f7CR3/nacsP4dx/v61IhDjfw0Oj65zTuMD3py7zuraLCA89LqqpcfriWUwevpQTsn0wmOrGzeqq3C7q12wp6tra/jnekMG1K1LdHuGe5WvGmabGx5jvT5zh7EUjXrVMMFaXwp0L5zh7ai+WQfXMjJVy/eIJjqpdIyi9npG2fB4YSvkudkM2s18KszRkeHP2dw+ok96O1KJz7gfUhE3fNvajfXKaogh31K9e5sR5Neyf5m6TwhBYXaA6ypwjD54wN9bNUzcDNNSvsP/T3/CtpieN5WlcPvUDFzTOYe4a91a+m48ds6PlWB6+irsyD9gOCF8VqncQk5fScdAxEg3V+enEEU5e9qJjdpqKBH+uiXqV+qZZUKpC40uJxZlGnM5ew046Bi4GVVlRjlxVPyfaQZ1HSZ3MTTVjrSX8l+g7ey/e5uM+ZLdAe+Ejzv1XXeUx+DHSTDT58cQxTl12pWlbsGzLD+ea+gnUNQ5j61VDf0smJvraaFw8zm//v/+dO88q6c99irraec6fOY5nbNsWiVkYJMZOn7MaF9l75hKxRW0kh9wX5c5w/tIZbrlEMjo/h/uZf+aAmgZXr3nRqfzpR4+VWYpD9DlukyjixCiRfvdFP1VD4+odEqX4pywmYXqwCNO9V/HJamRlWsQUOx0uXTi/2f97K15y+fSPXNQ4i7XnC/onR0h2fyDq9RIHzl7kcbbyRN42+5+uT0b/phYaF47wT//v/4bVK0kBQIG/mwAtzfYQbW/MlT3aCikMERjLwkNxtNbHYJcSoPjUaPxCioX7niY7wJfygT6eJT/C/vRpDutYkt+2ted/vq+S183Skb0lij1OY5pQidddS5Kquyl96oVjcDpT470EulmQmvMUzdMedM50433mKi/HF2l4GYu/lyGaSgK0OjvMIw9TopJf8apBcm7L1AZcQD+mkkdWNjzNa6PuRSD27s8Z/8UGvesMNxUR7mXEmX+58w4pjIv4FfRQXVsl2PYik62vMJekMJTp9j8IzA4Ikia5mLelMOYGGyjplI6lbklhPFAzoXR0lFRnSQqjSiGF4fOawZ5czK7a0FS0UwrjuZsabhENm6NKFd7EKj0VrwnzM0LtD6YyARpPM+W0R7HoKUtU+mhiHJGFnYMrlb3TzAy1UN3QtkNcebqvXPS5z9ljGM6ydA5eQJoJirQ+K/rBEHWRt9B9Ih1lXiTF4SoBpbspJ8cEL5ysuX3uBp5vEaBF6p55cvnQZwoCNJmN7mknWmf6CdHQJbKiGk8XW7KbJ5gb76SmtlE5syNhigwPZ+5du4WjRIBWxICttVEEmkVac5/gZBzPUGfUZib8R9dOELPVdT46jLaWEu4h/Nj/uKUgQFN53DxlR/PMIE90bxPZtCXzIQl11okBzcpSPkbfubGRAGC8IRkrM2caR0Z44euA3/NKOkufY/XgIb0bDmA0H60rnvSLqJHldAuXl3U01ZfROTYv/E0NzpZ3KahMR3fvA7bl9NwVGG3OweKEUgpjYZKKxlamF2YoCPHFN6Rg20zXOPH2Ftw4oYufIECSgGppTS0Tc0uMVD7H0MGXFG9t9CObWRG/SrDVwDviCVrmj5haWWGsvYJqmYO8Yf9KjFRGYGziR+82kcy/mwBJCbSWFjoJ3kiEKILj8sIibaWR2O9SAvROKYzz94itqeellxt+USVvzL5IavmFuJxzprq3Am1rD9GRpunJD8HCN1RWBA5ydqMt14uvbF+JGlwn3+Er3ErXWVlcYmIkA1MlAZodbiXIzoHmWcnhrzI1WIaHmj0lffWYODmR0zLGYGU8tu5uinw1vxDWhMEtLdVgsyGFMTdIWoSzUgojhJbxjRqYJS/cHz+/10x+gCnBJSmMszcsKOzcWVkKKYz9mIe8ZqQxg31GD0WQWKE53gzjx1kkByukMBZnhvA1PUlu5xAPbx3i8zO3iH3mirb+Y0pqSiit7dpc3lFhJ1aXl1laLhMk01omQGt1T9mvaUdmaR7+mp9wxjIYEzGKU9t3iE8PnsM/vW4zbb4kqhjnYYCHjytXnGM2CdB4hR+6ZklMiHLDr704oe/F69IcrC98gUPmsFxmd0D43Xkx+t2WCV6BdUbqM7DxDCLO9ZIiANSE8pWFJAWwTonnYYweZWB161vOHzrBZ/tO4JJYvi03yrq47gTZb2RCHsv348ipc4JYdjI31kmYqyEH9xzFOjSR/o84J8HaqsKP2W4kQqwL5yuzOLmuyv3PYJe+FUAlTDe8RPPcT7gn1MjLYOvLsyQGWBCUXM/y3DB+XtZElvQz2VmKq70+9RuLIqKtilIecnLPXmGfPlT1b5wMm6c6JQwPmxcM10fx3fETHNqzh8+07NkV6i3LEzxxuou/txWXPFKUH0JjrClHL+rwompoq0/LNj1IgoUzjwQB2sDayjgZft4ER5TQlOrK2fs+5JRmY6a2h1vG97huoMnZL7/iTyevk1rT/7b9S9dYGOGphxWROW07BgvvaQ/QtkzQSnSVRf0KCFA3Xsf+bSmMwbqXON2x44WUnXC8nvvmbpT3jNP2KgTbgCiqsgK4Z53OTFMoh4xeiC6xQNqDQwTKUhiCQoxlbRKg/tIg7pimyPk6xtte42pgzbO8LtamOrB3cCazYUhWg3bwCGDwFz99uZUJeq7Qk4MmccwIl9kQqo36Y2HACwOkP3bD0SaW7g94+aHrpRW3Q94thfHS8bAshXFOz5sRpRSGdVQeGdulMO5d2yaFMcxTK108nj7l5sVTnDhxnLTe7V1OhZ2owlxJgCTkhRmhr2+FleanaLpGoX39GoW9M29JYcxWBvDppyfR0z7B7346zYtaacZunIirZ3lYpyCz0j7EJD99cT07TG78gE/hbssetFMKR8baMrF2auw/qcP1Y79nr2EwrUVPOGKglAKwPYdNTAZ3tE6T2jzBZGsOti72tIxuX4h4txTEdGcJjs4W5Dwy5JhzkfBTs+S4qHE/ecP4P1ZsywTdHscR/adyXeW5XMEz/23SvLayxBOrY8TVLzI/UYe1+g0KB0VNLYzxyMdekMQuRtvycbWxoFmZ4Ha+MoxDd0NEiy3R9vwBF3zykHSy8p75YffgMUpRc1ampsT/hp4YbUwzPv7l85lSN377p9PoXTvI7w5p8ErWplBgpDyK+54hjM1v948TJG0nQPM9xPs54uaewoCo4uW5ceJ9pD5tj/GtvRhZm3FU14FRwaJ60u256Z/ytv2PSFIwBVjeMKLmDX1MFQH6OdggQM+dOX/Yj57JQrRF4/6rBGg0j3tnbEhv6mNJ+my1j+AbdwnNaSbLyxY7EXjjnQ7jXSR6wGI+N7+7R2VfDcbfapOj9D7bCdBrtyO45gsjGivG7Lw1yXXdzEu+a22EaFNjvBJrKQlzwsI1+S016PePLQK0VObP93rhwnyhJVydc96ZZHi5Yecdz+DChzfzI0lh3AlKlf9sSzTBICxf/lvCcEk4DqmKCe5Em58ILa3D4bAWyW29RNx/gE9GHRWJrphbxtFZ85wb59xpl5cbV2jPjsDeO47CFC8sPHN45fI1ToXbg4sKO7GNADXHyxILzDRideAySQ1l3HN0prpvjuHK55h7+DIoz3wKextpJSsjjWdehvx41ZgaaYPPdCl6Z5zYWJEZL3uKdXKb8Kll3D14g4Jdtx3rHQRofY3eujxSU1Px1d/LRY9MRsYLZdmQ4r4mbA/fJLG+Cltna3LaphhvfoWdiy1t49udxTYCND/Ks9gICtsEWWovFATIlOJIU34yz5SVuPM9D3P7uSLD9MeLbQRoqZz739+ioK8N59O3ie9WMhiB2swQQgp6ZQL0yOwASU0rTLZEcef2c+S8xOuzpPtaYx+YR0OaGNQaPGFQ2fWXayP58bqPXK4z4T4nHWMpfuKDlX0k7VPK2fIN+xeQCJD1RgD4iLE41EhaWirRrrr8oGNHc1O9GBzG0TU2z6Dwsw+8Qxif3x4fthGgxUHibR1xD0sXg0/Ft4PFT3BKEz1cxL87B2+TXfSMY1Zh8gxwhxjI6gdnvW3/syv0lj7CxFzERMVlNvGeCNAoqQ5hFA1srbEPNb8mwjf7rX/4UUMw9uSIGAqaBOG7u4c9p7Qw139AUW8PTwJiaBqdoj03kZj08k0pjMYYfb7cI8qK19ff/YB/viCJHRmcP76Pc7dtqBsZJ8nZZVPeou6ZuVz2fri8sCRjYbqSUNMEhoVxvHQVREuUbU2yYO+3iutKL5fMAdFr8tG+cJgTmvco+4cINHfx9HYoLfLf66S7nlTcj14AA1312Gtu3d9JQ286NoQYPxDUR91W3Ns9HzrH52nJeUFcXBVTU0N43VDct3lck1x2vek533/7NRqWQfRIZj7RjveDy3y39yBJLcrGXpwkIS6MV01jssCh/PwXnBnaNWrAvwTaeHT7iXLD5zrPzH+U633D/ierY7l4/AcOXDEgVwyTJ7pzcdN7JEthSJhpzsQ5JpsVqY5787kdlKH8RgSd2TF8byna0ev1xz5L8S7MURr1jJdFUpbiaTIcfIgq2RJ0aE9zJaRYsYelO9VZrge9h9nyPqrpxlS0z+1l7zltUhunhY+pwPmyjyyFIRwdtckJJKTXy0v5A2UxaJ7Yw0+nNUiqm2JtdVnh/8T1Dtkmiv/9saNb+LFgmpXvhl57yc92yzeN2eU58gICCUurYlIMTK2u7uHLr7/BJ1cxtJ8of4p5ksIDyhiqwlT3NAfPavBaPrXSiMMxZ1kKo/yRlnzdPdouNHf14HNTUYfS66iuDdX985v2f9k9bRfU6xam6hJwii2R/+7IdOPEPmE710Ts7JxjrCufcPdMWU9N9GgKH0eTVtnNZGcJppe36uiM+WN6+3rwUPrmgEJF0BzJ9eGbr7/khIEHbRtMSWC7/ffkP8Y1/e3Nau+JAKmgggoq/PKQpTCep8uzDypsxzKVGZlUdvUp3/88yFIYTxIUYqkqbMMqDfm5lPwdUhjxgTHK4K7ChwYVAVJBBRU+GqyuLqgkG96JNWZmZv5myYb19UUmJnbbHqn3gXXm5mZZXNx5rOWvxxLj46p6/VChIkAqqKCCCiqooMKvDioCpIIKKqigggoq/OrwngjQKnPjUyzIB/rXWJgcobenh57B0R2pqT96rK8yOz0jnunnnOpZZWJQ1IWoDykNvYzlOQb6exkYHlPm31hneX6GmblFFmdG5bIj04vi3y0xPtwvv5deA6NTrK5JZWdF2Tkmh/oU341MKdanV+YZGuijf2iEn6XW8Tdjhenhqc2cR5L0hXw/w5Osra+zNDfJQK943z/I1Ns5z//dIaVKl+53aGx6Wy4K0Rpros2GFXU+KR+xE1iakW16cGxKUXZtmYnRQXp7+5RJ5NaYHhFtNTDCvGjU9bUVJqcmdpf9/yJYZmp4WrYhSfZC9hvK14So+xXx2UBfj7Dp0R1JECVIm5ylciNTUio1SSJmgn7Z3oaYkTrA+hpzk4o2lq61+7DOgvBHswvvWp5Z3tE358Y3/MgwC5ub8peYFHX/Zs9cUvogqR9L/kZKJzDUL/22j7GpeeWJszXmJ6aZ/1m+8OOAJEckPf/w5NwOKYzV5XlG5HoQNrepcyH5OeGPZ4W/Fu9WF2fluuobGNyZtVwJ2XfPLIrrCn8xpvg/0qtvaEz47HVmRnuVn43smvxh0yOKZxxV1pkkwzLQJ55zYPgtqaCN55fi3yakfjwzIWxNWJ74e3ZC0acn5aPWkh0q3vcMSnW4Jux1lmHhM3qEb1ZIMEm+WRkr5dgkX1XGeyBAa4y0p3P7k2uyFMbyeBMOBhc5d/YUP506T2BGoyI47wYoj8H/HCmMua4Uzhz8CTW1E3x97iYNo/O0P3Pj4LGTnD6ryfOSYVkKI/uRB77xKYTpnuP7gz9wUjOUvtE2gmxvoHbuDN/89p/4RseP4dkZCiK9cXK15vzxA+K6J/nixFUqB+boTg7gxMnTnD59nrDX/ZvO75fBAh3FYVz4H3qKRIiiboKNNTkm7ufLE+rkNnQT7anH2ZPHOXLmJCZBaW9p4/y7YroXb+srcrtcvGpLSffWttqJpiw0L+4T3+3lnk0uk8zQEGDCV4eOcuqCEdmtk4zXp3Hn/CmOHfke69AmZsfL0Tl/mH2n1QnOaGC0vRBjQxtK+1Tbdf8y5mjJCeD8703kY/ATFZFcuXQBtRM/8H/93/8LbvkdJASbcPH8CS5c0SEuf3BbsB4jVv8i34m+deJqAD1T/YQ53+DsqRMcOn0a67DXTI614HblBPsPfo2WeaacomE3YXasCtvjWni8lQla9M2iR6Jv3qFS+T5E4w98c1xN2LQ9dbLO0jR1L104t8cJpXiAAgsDPDbVlvvxVyeukN0yQVOSG8cPfc/Zc9r4PKtgVnj08d4c7n+jyZPKLVmBXYGJNsy19svPr23gRu3wViCuSHbkzJGDnDt3lHPGfkhde3mhA2+N69j45wjCs0B+pANnTh/kooY6IS8b2C5Bt7rcR4C2NhbumUwJUvnCV1+0hxqHv/4dv99nQOXwBO5n/jvfn1Dj/AWXzUzTHzVG6tC5IsW/A2jejmZ0ZZqCcGfULpxh/+mzuDwv2UrCOdrAbc39ouwhrug82UyhszhUhZHWeWKrp1gcq8NR9OkDB7/khm0uw6O1WN06K9rkND+cusCT7BZyoy04c/Qwp88d56rNY7pactA6e0hcVxGbirq2ck//3QRoaa6XGEdjLn2mqSBAEz1klNWztLJCd6Y711wTdjCujxpKAhSf9ozAsFLhvqfJCw6kcnBAfBaOy6VLnL5jT1H71uH/+e5S0mSxnEUK3U5hllSF910LEqu6KAn3xDE4g6mJXgLdLUiRpDBOudE+3YXnqWukKI8OrC5MEW59maiCIRZnh3nsYUpkYpqc9VIaxVX7qXH3eTWPrKwJz2mlLukhdu6xv6gUxkhLCeEe9zi1QYB2SGFcwCevm/LKMjmF/kRLJuY2djR+SFIYM32kVUiu/x1SGH01SjkTpRTGXB0m54wpGRklxdESr5QqSmJdsffKYrArG9N3SGHEeV7CNbxuRyI5FbZjlb6qHB57G3LmDwoCtIGh4ofoGz1idHGSsroGMYqbozTSHy+f13KSOBmTWWifdKJ1ugc/NS3he4YorqiQRSVH65IwsnOnougJt7UfMzDdiM3JW+T/gpnR//GY5KWrDTdPar8hhSHJ1BTzROqb/6wkQFMl3N1rQOmm31+hPSeFEL+7qL1BgKbLA7lq91JQpmXRPlnUdA2S7GCFa2ypaDEF1lZHeG7/gKvfae06AjSd78lJmyT5+Rse3+NB4lZagc66PKp6pllbmSTQ+AzPagbJ9vfgnqYOtoIAzUz34+tgyLPKYaZ7KnB1sKNqcGPUN0N+oA/GN3SxFARo+7Ao2/s87s87WJjI4+a+B1TvJqchSI0i/jVhL+Vamm3DydiFPNFf65N9sPJ+zvRGWBhrIq1OSlfRitOe+xTLH86Q5XCDn05fkAnQYE0Yd/Wein5eh+UJPXI7O0gtbRQcY4WOZDs0PVNpqc6jYWCGJRFHvUyvEf+6mNRqadJimbogde5sy1v1dxMgaap/fqaVoDcSIS4LspAgnFBY1u6bAXqnFMYFQ6JLK4hzdcY/uvSN2ZdVpodKcT/nQFl3BTrWHtT2TdOTF4KF3yO62xoIcnGlNcebr21eCWe2Rp7917gr1PkYKg3gjlUiE8IDzQ23E2wvyMSMVKtrzIxW4XPehoLueky3SWHYubvxS+pwri4vMr9QuU0KY4j0TSmMUFo32dc8xdGB+HiLEfgHyIRTXc9zRseS4q6dlaWQwtiLWVAOY82Z7L+vkMJoijPjQVgWL4Mf4PSylcWZQXxNTosO3Y+3zgE+PanLs2ce6NwJprShmtqWvl94Ju7jxcriAguLpZtSGBJWZ3sJcrIhvmwrsHa8sOaw2jUSyge3VPurAvnaKk3uK4XOP+JSqAg062sz5D72xz84l9Y0O874lQv/s0as6TeE18tFdgnWmJ8a4MVbUhiiDpcUfdN6j5mCALUmiNH2KY7s2cOn16zpGl9meX6eheU87r1BgOrDr3NR/y4nRdk/XTSmuaOLMLcbHPrme/bsP4VLcg2LK6vMTXfy9KYdMbuMAK01xXNE04bc2jIi7u3jUkC58psNLMni33bXgmlfXmVhapy8cD+8pRmg+THCnI2wefKSvJQQNK5dl/PcKLAmK+yXxD7EYxsBWmiPRUcvmAHJXTZG8uWho7IUxuc6LozuksOOi8PNuOofRts2ksHpWVpKYtE9cgg1LSuyGgd3bD9YGuvA2/AoV83FwGV2mY7MAAwFSQp01JUJUOdLa64EVcl9OurBN8Qo0rSxNNfFMzM3ogo35s0W6SyLw/luJD0rilg5O1aLv7od2SNbEgnvaQ/QG5mg5zp44miLb7AIHh/Sssffi7cIUDfeJ/5tKYyhxnRc9G1IkLITjtVzz8KNip4J2jekMF495L5w5tONoRw0Thajj0XSTQ7yUHbY4zy5dprgOkWGjv6yEPQfJMv5OiY6cnE3tCYqp4O1qXaFFEbjML3CwBw8/P+xUhhFXhwwjhUde4G6YC2uPRGWuTjE60gv7M2j2PQDHyC6XlqiF5KrfLcTLx0OEZiYxlk9H0ZFYKmJtMQ6Mo+MMEtc4huYmxKjjHsaFG/k2VsaIdJaB7enEdxQO8KhoyfI7N8enlTYiZ1SGIO1qZgZ2tAysZM2jlbH75DCoCmcQ/fjBb1eJMvyKH5VwtHI0ivuONnG0SuCx3CeB5dd8kXImiPi7mFid8Wawna8IxP0JurF4ERJgARWJ6WFXBhINMA4eUPfqugtAlQbdo1jxlFy2eYITe7FiUoTZGlqaYn5vmoR6D2oG5Ki9TBRu5AASah8boGOzj1Mrn7LjaitGSDBzql7/RQrbSeqNyf5lyjeIEDi3URrHq5mOty+rs91UyPK+7YHwFUqdxCgGdLMtLHP2EjBCMuinaRD81ImaLPM3XV8vsznCOZPsrhtZEtJ3ySDJY/RtApkZPbtfWQ1/kcxjirBRP0M1+4Ycebgp9wKeE19ihPXvYrEoHKOx3cOkyRlUJ1tI8jKioAnhUxKbmN5iorUR1jf9qZBOes73VOE531rIjJbUMoGynj/BGiuk8cGNgQmF+0u8iNhgwBJUhhH/emZKkTn35LCGCvAWM2Gl7XdLEqfrfYRdMOAR7nNvPKxwy4kmwSXo3gWiJZayOPG90ZU9ddi8r022dKU9XQReqddN9P7Z3scwzlXlB0vxeqSNQmV7cxJ9rMqHJLZA3yS6igNd8bS7cU/VApjsdSPH/Qj5MzfbRHXOOuVSZafJ7buMfTtSHX+gWCgjPuPFFmD25NMuft4SwpjpCwK1wxFbuIk272ElNRif0Sbl+19RBmZKKQwElyxsI6nqzaOm2puSimMVTpzo7DzfE7BS5UUxl+HnQSoIcMfO5csRYCY6iboWTytw3OMVMYqpDA2CNBiAbd/MKS8vwHLfTpkjAyR4u6Go18CA8qlnsmuOG6fcaWtvxC9H+9Rttv80V9LgDozuB+lmE6WCJBZ2sZM/dsEaDrfnWNumfLfDWFXeBBVQVxiDMUdk8L9VeP30IuGYcmedykB6nrF/YgiEce68blynYjmrRSGna/DMDfwp6R3e7rIbQRocZLkF1HktoyLsqHcv+9P7w6be4MAzTdjp+1A0ZAySrcmcf9ZrfynRICs5ADwkaM5jvuximmaYo992EblcsPAivyeKUYro7ls5szQxhrYtuev9N6P+csBqvJTiYt+yq3Le7GMqaS7NgL9y9509edx80djqsZbeXjDkkdZlcj62+ur1CcFYmkWTI3wGzImK7C9bEVseSuzb2wLeU8EaJRk6xAK+icZropH8+gnfL5Hka76gstL1j/A+Pc3QYzuE8MiyG3o4eHNT/ni5DWMdQ0p6Okm1DuCxtFJWrPjiEgpVeh+CTRG3+bTP4uyoi42pDBWW1I4e3QvZ3QtqBocJd7ejjK5n61R9dSYz7/4HP2QEoVT636FTkCGchlxgheOdhSPSbZiyndfKK4r1bMkhbHa8Zpr5w5xTF2fop5fnP0ICLKrHahIIb+2yguHY/K9fHHTi+72WmzUP+XTz7+QP/vgpDBER6kMvyHf24m7HrSOzG5KYUxO9OGqrbhvk5gaxUmYmki++forLpv40zmxzpq0wfbeBb79cR+xdSuK9lmcIP55KOn1I8z012Ot8Tmfn7WlT56CVeHdaCFIO3ST4NemP8T3tXKNfn2NtkxPTh/Yw4HLd3jVPMV4Tx6ed8MYEL2jIcZC9JUvuB2Qy1h3JWYXP+Uzpb2dfhBI38g4ye46fCH6k2ta3ztIwseOORF8o0gqkBSup8l09uNZ6Qad6eCR6JuySMPaCon2R+V6OWcbzYw8EpNQh6/2U6Tc0ZIUhquGP92iH1dE3JfLnrEIY2xuhZ7iCDSO7+GnU+rEV48r/fkEmW5hvGrZZRIj4vnT3M6I5/8CHfdkppfmyA8MJjyjhqfGX/PJp5/LdbP/wk0ymyUas0x9WhzP46uQzoH1lz3n+ilhr6cukdG2Kj5pxOmUm5JkrtGSnUB0dJk8W8RILRZBsfK+NRminZ4++F6+/iXX5B1LQx8txDOFGHwpP9NVr3RWVkUdpDhxdK+IE2dukFg1wGhnnkIKY9vzX3RO2nz+taVZUiJcyW6dZX1hnFjn63Kf9s4eoa80gksHt/iGukcqQXoi7ijb6dBVI8J9jfnpq61YafvyPe4BUkEFFVT4R2F2vJeXz1JFuFdhJ1aoSs+govNvlMJYGCEpLH53aTe+F6zSkJdDcYNEMv8WTBP/MEohlqrCBwcVAVJBBRU+GqyuzqukBd6JNaampv8OKYwFxsYUO1NU2I51ZmamWXhnrqW/BkuMjKjo+ocKFQFSQQUVVFBBBRV+dVARIBVUUEEFFVRQ4VeH90SA1licmWNpVbFKurIwzejICBNTsyg/2rVYX11kdm5J3gQ7UPwUB4f0N9Z715gZH2FE1MfotDKxg/jN+Ngo45NbEgxSTpT5RSk/x7Rcdmp+a8p1fX2ZuemFzTXo1SWprPi/k6Ny2ZGpbWfMpbJTC/xjzh2tMj85t5mdd3l+SnE/k7M7Nr4vzc+w8AFuBJZkFqT7nZie23E0cl1Ktz6paLPZjd3sKwsKm94ou7bK7NQ4I6Oj4tmkAlJeljFGxqfkdOySnMbs3Oxmn1DhL2GFOWFDG/Y6P6206ZEp2a4kaYHxUen9ODMLy4rN5tuwvrLIjJzZWOoXc6JfjTA2MYWk0CD5IcW1RN8bG1Ok0t9VkGRx5ll4Q05gbWWJKeFzRkfHZNtcW55jTK5DxWt6YVWut4lxUddjE2/IESjtWCor+rEkabOyKOpV+v3Y+GbZhRlh+1K9Cr+0m7C2PM+Y8M1bdbW1pCjlvJtV1s3UNp2L9dVlZueFf5b9wjLTk+OMjk+8Ld0yNyH/dmJmfkdy4OWFmU3b3LD/7f7/Y8f8lLIu5TqTbHZaYY/jk7Kv3A5JzkYqOzK1FSslO5VipVxFkizGtML2JmYV/X5lI+6MSHIZq2/Zv4TVxRm5zKQyVm/gPRCgNca6XnH3i+vEy8fgh3nsep2Txw9wVv0BOc3bjwzuPsz25BAaWSHv6m9I9SanW/H5BuZ7Mzi372uOi/r4/OxtWsYX6IrzYO/BQxw/dY24slFBEufIeeyJb3wqT2+d5csfvuKEdpiSSE1TEuPAtSO+yJdeW6Aw0gcnN1suHvlBXPcgfzqmSe2g1NumqX7hwuUfPTZP1fxyWKS7IoLL/3xHKYUxyKMHGuw/fohPjl2luEtpwPO92F0/SnDR1nHSDwIz/fhbX5Tb5ZyGLWU9W/tKJluy0VT7Vnz3DfccCphiluZgMz77cR/HzhuR2z7NZGMGd84d58C+r7B50iaCeBU3z+3j22OXCclqYqyjCCNDa4p7VOv/fxnztBcGc2kzE/Q87qf/C18eOM6Jk/a0ClpU9diQH/dKdq5NUFq9sLptWFukPtaW42bhMvlODTTi6LG9qKlfJya/i8aXruJ3xzm+/zP+4//vC8Jqd5cvmpuoxfGM7s5M0CJA1GeFcPnsT5w4tQ+Pp20MVD9H4+Jpjh/8lv/r//EfMXnZRO2LAC4K+9177Bjmj7KUenZS6q5ibqsdEPV2iE+PacgnXuP99Dl5aD/7jh3FKDCVydEO7DSPcVD0na8uGtL2gXXtvwdTtYlcv3KW44e+4z//v/4jd+OVmfYEhusyuHv5GIeP7eOMSSADkstYX6XzlT8XjTzoFwPP4aJoLp08xpHDB/F50b1lr9O9uN85wr7jh9G440Dphr9ZGCBAfO6UNQzjLdw++zkHhE/XNgmWc1l99Bhr4salb4Q9/cBV/WcMz/Tw0OoqJ44c5Pvjp3CLK9uSwpjvw/PWGfn5/3xCm6YxEWNe+HDw8BGOnbxEdNEwk73lmGqINji+jwM3HOmeWiLb+jB/3ntU/A9Dkhr637L/OSZJNVHn8x++5dhVX3rEAGADfzcBWp7r47mTMef/fFWWwmB2gPTyRsHsJkixcyU4pe6tUdtHiclK3Ow9sbhzCZOwJB4ZXULfI4aOplwi4mpEnM/nusYFLhm5UNK5dZZirrOApGrpqOgi+S4nMH9RjY++OfGVXRSHechSGNMTvQS5W/Iy5ylaJ1xom+rE/eQ1UieWaMlKxMfxFleUBGhVEMwwTzOexr0goVJK771Epc85DJJ6actO5qHrbS784gRondHWUsLdDDj+T7ffIYVxHr9SSUpijvJAc/YdOvThEaDpHpJKpAP8b0thzPZU8rpZop9bUhimZ40oGh7hpYNSCiPOFTvPTAY6X/NAEKim4p1SGAne6rg+rmF3jY/fJ9bor8nlsYcIrkotMCbzub3feEsKYGmQ8LtGBBW8O4PhTH8Vjue+4AuDJ8z112BpZUl2+yQjtalYuT2kZ0ox/OvNsOCubTq7KE4LCKfuYYvOUc2dWmCCAHU1lcqZ5qcG0zA/JepB+dVYTYwg5d50Cn8T6uxCbEk33SWRWNt406ucRF7oryahVKrvZepCtbj5qIyS0gK6xuaZbM+W6zjrqQk6PpXC8yzQnJtA40ZaoV2E8fpEzO670byp0wDVyR7Y+RcIstiJ/aWL5A+KWprtxufSt3yp607/+BjJvvZ4R1fQLoiQpXHgZh6gmbJQjj8IFx5xhaZoG+5HSV5zgdpIF04d+EYmQJMZ5pxwyReRYpEyj2vY5u4C9brhWpJqpPinkMIonB7gVXE5E3NLDBSHoecYzNicwnon85245lIgP397fjy1vb0EGlsK4tNORbQ39r7JNBUFYWCdxgwDeF0+RUpTM/aHtEmbUE71vMv+p3O4ccKOpqleHl7WJbZ7a8Xk7yZA62vLzEw0EfiGFEZBkDbHr94ju3mXHKzsj+PoFzqk5j3n0tcXeFaYg/l9RxLi3bh50x1zYwv8ohN44m6Aoe8z5nbMYEppuCvxPGtDUWc5utbucgN154Vg6feYnvYmgl2dacnx5hvrLFF6jVy7b/Aok9SepxkWDWmqJEBzIx2EONrSMCUZjaSEW4f/BSuyJxdYnJ5hcvIVxv+AGaCVxXlmZ8ux3pDCmB8mc1MK45EYFS7SXxyFgUc0YQ6XPzwCpIQkhXFa24qS7p0nixRSGD9h8jBPDMwyOXAvgBlJCiPWTBDgV7wMUUphiA7ta3KGvPYeXDX38slxLaKfeaOrF0B5azOt3cObS4QqbIc0FT7H7HzxlhRGQzif/XSIg3ukXFIeTA624mB2lcNffsMXx9QJy+vYWqpcnSPF/x5OLnZccophabRNlDUiMK2A/Dg3zt80o210iZXxOuyNbCns2W0z0avMjAkS/xcSIU5WxXDxzH58k1tlQc61xTGe+drK0kSrK4v0VL/ESO04x9WMeFnd88ZyjeR3mnmkbUdK90YQXqQq6TGeLsm8cPiaEzdNOSza6XtDf6Z2meDd+vIUiQ9tCUmpZfvK/VR3CZ73rvHT1+d4klPLxPwCJWEPMHP15ZZTAP2D/fh7WxNR3MdkZwmudgbUK0PiWutLjl+zori1nnjbs5xxSWe0NgULj1AiHC7KBGi1Mpi9uj7Cb9QQduNzdJ//bSkNPjQopDAOoWUdzYa27NrKBK8f+vEwspgF5X6JSt/DnNYzETFkD59cd2Kyrx4DO1d5QqGvOAJrb396uhoItLrJvj0n8EnIZ7QtH/XrFzi+50s+v2BATrOiwnfYf9UjvjVLEj1mjWL3ozjlbvmC97QH6A0pDCV6X3twyy9px3rnRwtBgK5cj2RsrJDrl93pm+vAzUwhi3HzshlH1Y5w8txFrly5gnFwJgvLWw890vwKN31r4kqEQY/VYbghhfE6BJuASKpfB2FkkcJUQwgHHkhChItkmB4gQJked3Ysa5MADVSEctfohZyvY6q7EK/7VkS8atus4+X53H8IAVJgKxP0fJE3++8/Y1rcfc3Dq1z1z8TtzkWu3rXi2rE/oeUlRuByyuoPD53JFuiFvlsKI9nhIEGJaZy+o5TCiLLEKjKX9DBLnGUpjG7RBuoUb6gLLI0RY3sdl/BIdM/s5adDJ3k1+GZ4UmELOzNBL09MbEoBmGeJkdrsLBMrK8w0Z2AfGL6ZCXquJoivvrqE+b1LfHJUnazmaYaq4jG5rYHuFU0uW7nTOb5EU2ow9x1CGN+uTbNr8K9lghZ1OTPMQ5vLZLYtMdFdhOVNAyqHFlkda8HO4gHxtcOMNyZjYGZPw9BWktL5wUr8TKx4/KJOkdB1aZTChABs7z+mXTROrv0XqHlVIo2jCzwO4Zy3bQ/iLsDMUBVW2jcp2UgprkSWrw4PYupZXBnG5+5ZgqNC2f+tGuZmunx79AwRr6sJ9bHjaX43Y+0FuNqY0bRtEqcxyUbEhxsYXNnLFd8Mwiwuo3bdhFtnPuGcfRz9Uytk+muLMvoYq3+KUeoumAHahlLvQ9hmC1tZ6CM52BUXp0T6t1Vxmec+TjjkyP2/2u8w5s8rMLNxpaB9jO78p9j5hJIbos+1gDIRIaeINDmFR56oI+EzJgSJGivwxyCsQHExgU37Tw3j4L3nIjItkWN/Bq+SrW0J758AjdbjFJXOjBhS9GS5o+f/YvcTIG17rl/RJaZqkK7iaEIFM90cUY2LEe5Fa5IqO5CXHld6CbppKEazLbz2tcc+JJtE1+O45wtWupDLjR8fUDNQh9kP2rxWrgFvJ0C5nidwzBH0Z6IcOw1rYkta2C6l8u9FgBZLfPnpbpRMzNqjtDjpnkVVbiKRkZHon9+DXlAuU9vWXv/dMSg6V/gr+c+OJDP0H+XJf0sYrXyG1ytFttAXdvsIKa7B7qgOqR39RD+QpDBqFVIYNol018dz67wrbfKM3ypd+THYuj8j/6WnSgrjr8I2AtT+ErN4hWKpRIAsE5t5FP+C9pF5mQA5BEVsEqCFgVpin0UTZKvDV2q3KKptISIxkcaBKSqj3TF3jWF8aZ7MR+4ExFTuUkHadxCgtVVKMyNIqh5maXqYAOuLZLUv01v2GBPTF0ghdW2sFTtzY57XDDLdnoeeqRHVfUoSM1WLq5YVkfn1TEtTlyvT5If6YuMYTqey7gcTbnM+TKGRlee2H9eC3bXQO1wXwT2DuLeWTF/56nI/slb49mUCTQ/jE59HcsIzQl2NOKCmQUJ5K2m+NjgFF9CYKQa1ho8Z2Oj6/SIORAofszjIkzu3CchvprHwhewfzdW/Qt0jjZHqJIX9z7Zgf/QCybshe2KreCbRjyUUex7APr2TRAcX3EJfMviG2YynGnPqYbX8d5XPASwzO3hsaERQZiMFwU7Y+KZRFmHAFZ9iQWYgwf4w1o+TsXqaxcqqggDdC8t72/4b8tD/yZCygRYcj93kxTaRzPdEgEZINHtIbp8If2srVETd48dv93BEx4ry7l2SXGvkFRZ2aUxNiWBo/pRhwWLD/Z6QlfUEJ69sRmqec3j/D3x2+gbJ1QOb+54ao2/wh9/+SU7VrZDCGGGpPpGTh3/kpGD/5X3DxFpbyPIWUgAtDTHgs88/45Z//ubSyfxUKX53YhgU7ivB1oICwTNbEx/w5Z/+uJkCXJLCkLCyWIm3ToSc3v6XRwfBGn40Sn+uLhFrc1hON/6ZtisD2+bFs8PNSfjQNqCuLVP8SFuuu+N3nGkcnNmUwpgY68JB8zP5O+MIaZPeGotlYXz51ZdcuO9N29gqqyMNOOmf45sffiSqclERgBYniI0OIqVmiOneGswvf8qnp8zp3jYbqMKbaMZfI1AhFbC6SOi9b+V6v+gUz8LyKk2pbpzc/wUHLumR2TjBeE8+3veeir6gwHTDS6yeZLCyskpLlg9nD37BkUu3yOtcZn15luRnAcRVbJTebZij4FE48bmtwv6myXJ9SGxZO8P1mdxR+5xvfjyAf3aPfNK0KycQm6QWhV9aX6P9dSBqhz/niyMXePi6lbmpCtw1A8lJc+Snz//IZ6INpHYwDEzB9tIf+dMniv5w4q47Lf3jRNqcld9f90l/67TTx47BgmBM45qUPlzUcXAoEZm1jLYXY3RR1MNXX3MzrFT4BWWJzkLcnzxnZHaZlZ4iDK4eZ9/x87xskk4cNeJ6zot2QZqy/dVFnX2OutWTLVFfgcrnVjwuFXRrw/6/2On/P2qsLOCvp5CnUXd7wUBjDreP/4FPlJI156wiaBefyVIY4vlfuEl1tIfzDs+RTg4vNb3k/PF9HL9qQFHPCnOjHdhe/VQuoyZI48LSEqVPbvH1V8KP6zlR3z//DvtfpfmZJZ+KuHrdNYXZbeua74kAqaCCCir88lBIYaSIcK/CTkhSGOmUdUoHI34+lhdGSXocK88QqbAdqzTm5VDYIJHMvwUzxAdEsHNziAofClQESAUVVPhosLIyx+ioSrLhbawxOTnJ4uLftti3tiZGzsO7baP4+8Aa09NTzCtzTf18LDI4uEsOAu1CqAiQCiqooIIKKqjwq4OKAKmgggoqqKCCCr86vCcCJKVLX2J1+3Gv9TWWl8Vn2z76dWKdxbkZZmbEa0NReG2FudlZ5uYXNutnbWWZ5ZVVVpcX5LJyevv1VRbnZxW/Fa+5hSVZYkJRdoWlje92TM+usiT+z9+2Xv1zsSbuYWnzf60uzW/ez5YUhrif+X/U/fw8rC4r7leq1x0nFcXNL84r6nxpY8OclO9qe1lh34sLc8yIdlRksV9XtMfcPCtSAfH90tLizj6hwjuw04YkWQCpnjflHaS+Mrezr2xgTdlX5pVlpRT4c7MzzM6JstsMbn116QLHL6oAAHMKSURBVK2U+7sD68KGhS94U27lLduUDkcofMX8G2rxK8uLCnt9A/J1hT+SsbbKgmiDWdm2FR9J/1vy+e/67ceODR88M7+4Q9JHrlelz92QrlgXNie/X1TItEhyGfOirmZm596yuTVJtkV5XUliZAOrog2Wlcb9lv1/9Hg7/knSIVI/lX3lG5363+r/m20jvUQdS/UmyZdI7zd8syRDtCC30ywLynbaEZvkTxR4DwRojfHeHO5/paOQwlBivDGdO3cNKercXTkifi4W+l+h9uNn7N//PX86o0/7xCK9iV788NNPHDpxlYSKcdbW5sgN88QnLo3IO2f45MtPOa4bzuBwM55GF9i/7yf++F//Tz7X9GJINGpRlA9OHg5cPvS1uO4P/PbodRqGJYOZoT7dE41/kBRGX80zrv5GX5EIcXGYJyaX+U7cz++OXKOsRzrDP0trnj+XvnBEcWj2A8LsEEE2anK7nFK3pXwjFa7AZGseWme+EN99jqFzMdPM0f7YnD9+/S2HzxuR3zHDVHMWemcP8/13n2MX2cn8VA23z3zPF4cuEPqqmfHOEozuWVLUrdpX8ZexQFdZGOp/NFUcg59ox0D9K1HvX3HhViTjLNGX4se+/fs4ePwiz0pGBZ3ewCRJom/8+cvPOHo9hGFBWDOCjTh44BtOXrjGs8JeRQ6blRmK/a5zKaBU8bNdhPnJBlzP38JrRx6gdaYaM4QtCtv8/nMcoiTb7MLyxk+iXr/mnHYQfRvHthb6sNc5TmjJzgPfS/Od+F/Xw+lxoejlKwznR3DmyEH2HzxMcMaAaBXxPwaLsdirS3jlRp7pXYLFESItrsp+7PdHrlIk+voGRhqy0L94kB/3fcsps1CGRGAvcb3J77/8kiPqzjSNzdL2+glXTh/g2wMH0PdLYXpjbLo0RrLzTb7d/yN/OnKZ1JphxeeLQwQbHFNIYQj71z/zJ74XPknT9NGOHDkfK96Kf6OzlEU5c/TIPvYcOoF7QsUmSf9r+n9NnKX4fj/7v/09//v//hVPS1oJNTvFt/t+5IKuBfltk/SVJ3JD7SA/iLpWd4hibGKIR8aXNmNTZd/WCeW/mwAtz/cT62zE2T+oE7tJgKZ4Zniaby/of/wEaFU0WHYSQY5G3DGx4MmTEEzv6PCsapKZ1leY37uJlokLea3jTHTm4uPojIm+O/VzCsufbcvmeYV0RH2BPKfjWCTX4HvHjLjyTooeu+MYnMn0ZB9B7lYkS1IYx51onWzH9bgmqcq9c6uLU0TYaBCe0yfY9AhhnuaEx8QRUyrlqlmkwusMhi/66MhLwd9RVxjcLy+FMdZezlNXfY7891vvkMI4h2/pCN0lGQS73eDUh0iARFB4XtAg/nhbCmOmq5T0BsmWlVIY8/WYnblHweAIL+ws8EqtplSSwvDIYKAjC2N1O5rfkMJI8tPENbRKzlehwruwxkBdPo9d9Tj+uwcKAjRczfNyKYFDK0577lO8JPqFsQWRhe2UR3nJqfCnNxjQ1Gt0jtvTPNmF1xkt4morsbS04HXbBCM1KVhLUhgi+gxWveT+4d9z0rtE+cPdginSfezQOqCB+w4pjBWKn7lg75VFf1s6xlcdaOlt4LnsK7rwPmjC60lpcDJHZbA5Px449AYBmiEnyJ2bpzSwkwjQ6gRx7rb4xdfQ8vqxqOMwBhbHSHB+wMUv1AnbZQRopiqEq9ZJzIvg21WUSEnXVvzaKYVxXvj8Eu4cM6V6cpCwm3d5VFTNIw8LEsoHmZvooDA3j7ENBzCaj9YVT/rFoDDLSRen1Bbx4SINMW6c3Pe1TICmMiw47pQnfMYiJW7XsM//+DdPvxX/4itwMhbxsmOI+mRvLL2ebZHEn9H/e9JMuGvzir7a55y6F8DEyjJtiR4YBGfwwt+QkKwuFheGKc5MpTnbn2t2aXKbduTHicH51orJ302ApOnlieF6Hm4kQlxfpjPFGX2nUKwdLD5+ArQ0SoTZDfSdo4n1vM1VXS9yX7pyTS+EQG8vHkbE4GlihGtQPq05Hpw5bkZWVRezO6al11iYqsPnrCV5gjjcsHKnpm+K7lylFEZHsyAKTjTn+PCdVaYY5a6Sa/stnuWKX4/VhHPXPIqRZTHqG+ki1EkE5Unp+usszjQReMGczLF55icmBdvN/IckQlyen2VqqnRLCkMYW9amFEYY7ZPL4pmnmJ7P4f4eQerkX314SHVV46SW1ZY4oRIKKYwfeCAc3kRbFodEJ5teXqEx1hyTJ69ICTHBKbmFhekBfB6cFSMP4RTVpdHdVSKf+3HjljeVnV30Dk1sm7VQYQvCdmenmZot3JLCEFga68Db8DCXjcMZGWjAUE6FPyGnwrfxDmBkQyCyJojvLFLkvlLguBeXlHrsTI159LqCMuFYL940o0nUv6SbF2ivg0awsjPtGqwwOdhJ4puJEFeXeRFsimtKKwtiYOVjcp5CEVNWpocJNT2Omn4A3dPLDJVFc9c1glD7y28QoFWmBnvJDPTBVyJAM/14uNsRL4LYaHM2To7mtIwvMzHUxJObdsTsMgLUEKHDlXv3Ob1nD59cs6F7fGsIM91TitemFEY9kyL4fmcUKVpijYpAdUzCMnHT/5KLJ8/z1b4TOL2o3VoyXBynLDWQk3v2omsWQO3gLOMN6Vi4BfHEXiGFsVLuz0+3AqnvbSHy9he7RgpjR/ybmKK9NI4bRw6hpmXD6+bhHUvbf03/Xx2vw8bQmtLBOVY7MjmtaUFpZxuZ3tocfhDGQ73foHb+Gt99t5f7kSVUhqhzydBY1L1oU00HBrfpu72nPUBbmaCX+/O4evwC5vYWnDp1CKfEj1wMVSJAni5E5bZTqRwBTHdGoaEZTFp8MDevXOCHTz5D3TKe+rxA7tlmiDHUToy25eCpbyVPyzNah4GFO5U9E3TIUhgRVGcHY2z2kqn6YPabvBT8f4lMs/3410q/niJC+zh+lYrRwEDlYwzuJcr5OqZ7S/A1suRJRsvmHpZ/r0zQC8U+7DWMEXc7T6WfOtoRG5Sn+IMmQBI6XphzZ1sm6O14YX+A4MQ0Tun7Mra0RG2UJZYRuaQ/tsA5oZG5aUkK4wpFG7n2lseJtdPEOTwanZPf8s3+U+QMbSfDKuzETimMDVT7HsIitgLT7anwvUMY3YhHjWHsN06U+8pr68P4VC4xWP4Mg+tqXFVT56IYZGRHmfPtgdvY6R3ma20nat+QNvj48a5M0MukPLLELamJuclOvIyuUrItD2RDqJoICsW43rmCjokTOqc+42bAaybnt9N0MVrfIEBzg/h6OBBb2sdwYxbOjrZicCOVGSZqFxKg2rBrHDQIE34MmsKvYhTfqfhCQJLCMIqqY3FlCO87p4mIDeeg/hPh8VYo9tESfiGL++o/EF42KHxzFa6O96gaUOy5WqwOZ9/Nh8JvL9Lw9C5XPFN4YqXB5VvWGF74govOL0RgXiHV8wpnz+piePlT7qfsjqxM2+PfiohZt+5ZU9grSE1hCFpWgYxslzJQ4i/3/1UaEv0wcAljRl7jhvZUB86LPn/j4iFOOSeIgehvcc/oYl7KBG1zCbcHpzlsLMk0Kez/QbIiabCE90+AJrrJSIjgoYcdp08dxjmxfncSoLMWXLhjRnpjN4m21/4yARovxfKKpAPWiuxjVnoJvHWP8PxWsv0csA95TZLbSVxzhVeZz0F3r6kYHTRg8dN1XkmTZzMl6J90ZkMPO8/7FPavRceYrMJJy5ro/AZZ7HAD/74EKFp2HJ3R2pzy29hz8YESoKEqbKJy5D/fJEBj1fH450jCI0oCVFiF7bEbpHf1E2Niind6LeUJrljaJdHdkIjeeZdNKYzuwmfYusWQp5LC+CuxjQB1pGOTJOcVp0pygOltPBYjt+CsJgpDneVU+JsJdOfzubXXmKrBJmwPapPe10tMcjLNg9NUP/PE3DWaltpsQkND8bhzmG+0nan7NRAgYYOlsa5YOSTTXReP3iU32kUAsolXSAzUSwToeROlmTFy3ehKBOihIEA7ZGq2EaC1SeGfrHCLKKP+pR8mZpHI2w13KQGayHHmlKdCIudtAqQrE6Cl1WWCzI4SmJXC/X16FA5246ehz5PiSrxd7vGifpJZmQAZbiNATwUBCpAHrr0vzThqF0ttznO5DYwkAuTygqGalwr7n23D6cR5knZD9sQ34t8WAZpivPo5l8ycGdqYkflr+v/yDC8D3MWgtFbQToHhGuyjs1lZGCPe6j4uL8qIctMiuGhEIYUhCNCzIAtO+Sg0wiT7f/Bya0TwngjQMHFGvmQLVrcBaSrrUagP1X0fudNZniD5SSgp5T005jzhYVQls30pgplGEOagx09ff8Nh9UsY2z6jseQZrgGFskjgBhqjdPjNP/1OTi2vkMIYZr4qlmMHf+D41fsUdw8SY25MwYhUeplCfz0++ewTtD2yFfpFnelccUtWOrgJ4iyNyR2G1gQjPv2fv+VTcV0pLfimFMZCOe5Xn/C35YP9uWgn4IKXoEECK/NEmh+QpTk+1bSnZ3PquAbXCyGyjtkHhdVFcoM05bo7esue2v6pTSmM8ZE2rDUU6dbvhRUwv7LKbEGw/Gxn9d1pHl1hZbAWu5unRZt+x5OSORF2BBYneB4ZQFLlAJPdlTw4/2f+fMyI9sWPegjwC6MJ7wv+CoK8PEvA3a8Vae5F/5pdXmOhNpEzR/dy9LIeeR1LTPTm42scxZDoHRUh9/iz6CuaLmmijVZoSPPk9IHPOXxeh9eti5sDr7E8X8xiFRpjuwuz5AU/5nl2s/AP07zyCCK+vIPlgWpsdIVtfv8DT0uFbS7P8dTioFyvp0yDd4y4M0KNiaudYnG6Ei+dEKXfWKT8WQSRCVVIG54XW1+jc/4w+05eJKVhQemLxkixfUhq4y6TGRF+LCdEX66rk8b+9E9NieAbRvSrekZa8rmr9glffPU12iF5zC8v0ZPkyJ8++4zLFk8Zml0R8TiFGxf28f2RszwpkGQYGnG/4EvnygLpHucV/vGKGVWbKvtQHmVKSNHYlv1/sc3/f+R4K/7lDlIVa8XBH7/g85OaRBV1MNKZp5DC+Cv6//riJM8i/EiqGlL8A+HH80N1+PrLz1G760mL8M0TbQU80DzE1z/uxzuznaXFOdL9b7zT/t8TAVJBBRVU+OUxO97Hy5hkeaZRhe1YoTotjdK/WQpjjKRHz94SAFVhlcbcbAoaWrbNsv0czJLgH448vlXhg4OKAKmgggofDVZWZlWSDe/EKuPj4yxs5Br7mZBScagkG94FSWJkgrm5raPTPw8L9PeraOWHChUBUkEFFVRQQQUVfnVQESAVVFBBBRVUUOFXh/dGgNbX1jbThkupqFdWVsRrdUfK792AtW3P+ddibVWqC/HayA0kLrAq3q+urm5u1FxfX5PraqPudkoorItrbK1Ab5R987pSG0jX/cfVu+K+Np9ho9135EBS3Nc/5HZ+JrbqeusZNrBRt5vNIOpcLrv5vNKzK36/UUb+jdSm8nvx/Qf63B8WdtqQBIW97Ky4d9nQW/YmCqzuaIN3tOMug1Qvb/f1t21TkmiQ7XfzA2VdvctXbNj6v1J2s153YcVuj1/bn27rc/HaZmOyP96sB6muRLlt38sQZRS+WfGS63azXqV2UhTe9Olv/O+PGZvPpOynUn3JdSDVkfyJEsrPN17bTWur/0u2ve37bXUovbbi5k6/smH/b9breyBAa0z2F2Dy7Q2lFMYKBa5n+N3nX/LNN1d5Uta18yE/ZiyNkhL9nOLWv/584uJQLue/+4Ooiy/47RlDuqaW6H/pzTfffsO+YxokVU2IzjNPfpgn3rFpRN89w2///DuO3YpAsSI/S02KF9pHfBUnqdYXKI72xdnTiSsHPhfX3cM/HdGhsXeIZ2667BP/55OfDmIbVcTiTtmf94wlBhri0fqfdxWJEEXdPDW9yOfffMk/H9aisleZsW5xCLdbJwgu+sDWwedGeGR7Rm6X4+o2VPZtZNiDqfZCrp/8o/juDxi6l4kWmKfrqSX/89PP2a9mRGHXLDMtr9E7s589e/6Ew7MeFmbquHPqa/64T41Hr1uY6Crl/j1zCrpU+1X+MhborY7g2p/MNvMAzU/U4XpOj4AsxXFYCctjTVjrXSa2eltdLo4QbHCKL5T23zy6wNCrEA7s/Z6fDp4iqmiUSdEG1w79C19+8zlGvq8Y2y6ZtwuwMN2E1+U7eL8hhTHdnMWtU/v58ss/4/S8V5TrxVr9c7muLhn60zk5R1PqQ04d/p5Pf9yP+ZM85jd9xQwFjtf5lz//iUPXvOmanqclK5RzR7/nsx/2YhTyiumBFm6e+b3oH39C0yxVzq+ye7BEhM7v+ZfPvxHPp0/h+NaZ3mw/LfHZN3z9yX/n//gfR3nRMsPqUj+P7xrg4J8jvMQq42WxXDjyE9/98CMB6YPiagpM1b/g2tkDfPPlJ/zH/+d/4LxfLl0F0aif+IHPv/+OG94vmV5axP3U/8Fvv/iG7743oUn5248Zb8W/kWleBupz4McvOHRGh1Qp/inLjhU+ZN+P3/PNnt/xv/zf/gO2eYo4u73/T7bkonFQ0afNg/LprnuF3uXDfPPVZ/yn/89/YL/dS/ELKTbFovlbAyrlKywRovHP/EbU6zffGFA++x4zQS/PDxDnasSp/yluUCJAC514qd0kvufNdIC7ACtTFL/KobY2h5iEWmHws5Q9i6ZB8gADpViZ3uO2XQBVPVsuYaYlk4iSfvHXPDkOR7F8WYvvHVOel3VQ+MgNB6UURrBSCuP6UQdaJtpwPqpJ2tQy7XnJeJprik6lIECrInA/8TQnLDKa8EIp288iZR6n0I+qJz0nm96JBYar47hv607XxNZxv/eLdcY7K3jqrMfB/3rzHVIYZ/EpkY55zlMTZs1P+/Z/eARosp2IHCnT5NtSGNMdhSTXSuc2tqQwzE8bkjcwTJLtlhSGrVs6/e0Z3L9iT3PJTimM5Ic6uARViBpQ4f/f3n94V5Fs6b5o/wt3jHffu2e8d0/36dvn9O7ubcpCYQonvEd4bwUIEEggISQEyHvvvffee++99yAQIAkJZEAWhPm9zLWWkKCo07X3hmoQ+TEmY63MyFzKyIg5v8iInN+H8ZqB9nKCbC+ze+FNBQF6RpabGafXn8LtLQGaoMztmuy14ncI0KNUzpwP5gkjxF/ZjU9dDyEmJgTlddKY4IGFUyLVEVdR9WsU3N8EySaqBDW+m+37y8YoeV5WqG45heP7Uhhx9lg559J7J4sbZ22oy3Fgj2maUAvPqffQxCi2GHd7K/LaBwUy00xhUTlPZ9b4jpejtceI5pEe/FQ1iahtxtfRjIzGx4w9aaeooJgnXVVE14hpN2bzgM0bjDdioKxJ2f9GwOBu4mV07WuEAeo4laEeXD54ChORAL0SgruHFS4RNXSVRmB0w4/e99akj3YXY3XdjKoHA6T52+Of1srAvXzMtW/Rdr8SbWU96ueR0/hF/Eu+Q3ZFLYPjo5QFeOARUCYMg97FYF0QWle8kSd2ebf/t4RpohHUzLRQ97GGqoS3yPv0xKMGnG/dJO/2CEP3agmz00T5L1fkBGisjhvK2lR+4J7+3QTo9avnDPY14T0jhfGoAtWzh9mltJpVJ65T1Pnbn5Z89pjqxdfKnvh4e85eiRdc7xOCz58h9c49vEyt8Y5NJtT1Job+yXNGVCLe8GKiA88jhuTfqeWyQgrjvkwKI4Se7jsEONnQUejORpMcXgojiSLzDbjWvWb8ySB9fRkYKAjQ5OADAu1NBQclurw3TE91EXBSn4zHil7z5jkNSYE4u2UyMqNk/gnwQmjAw8OVmM44QGFEnh85I4URyr2nLxhsSEDHNgR/S5XPjwApkOlwlP3nzN4RQxUhl8LYyA2PSp4JDmqXMHJ+Nj1NW5wRBqEFZAQaYJsqSmH04X7rKKV3ujA5uYElO08THufL5ctONPQOMDgyPmd0LmEWb5h69pThZ6UYvM0EPc3gww5ije0EIiMQoDcCSaoMQds6CFcr9XcJ0NRj4R6Ys0dJGV2HSHp6b2NsY0uh4G8e1SVg6eRCdYwZB0yTeTB4D1fVNVjnKgQo5wWmGXp4h8Rfk8JIv8Pk0x7c9E9QnBbIVg1vugYfkqq/jYMmwVhf38HpPQdZtesEvoVds9MN7ZFsvBUr80FVbscwCMvDXncTKvuOslpZGNjkdsqkC54/asH6yjYumacx/EmfNP/OuB3Puu27hPilxKpL9vQJfmwuXg3WcOOSCW0yd/GS4YcPKAjzxE0kQJNP8HEzJ6Kil5F7lThYXqdtSHaYHK+nKY22xzWiTCBLr3h8uwDzC8fYuVuDhOp7TDQGskBpKzuE316t7cvUvKnXOfHvqZwRtsfrs/PoRYFYD70jhfFmaoAIJysiy+5+sP93JRhx3DqVh4Nd2J9Zg2OhPMFAQ5oLNr45Mq2wF+PPGB6pEGKToZwAdUazcvMOdor3VMOZJ+OzFfuR1gDNZoKWYWSE4TdvGK4O5npQ/jtzeV80fkGAevA8rEJqbSWnDm1l0/ad7NmzB3XXNCanZy96uLsMt2vGRJU+FOhtM9dMnKjvecq9wgDMvMJpKgrgln4aT1v82GaQIYxYX5BntA3PJvnx40N5bwlQf0MIujpJsnwdY321eN8URr2ZHfI6fjFIRaov5jrB3PtdBruzI8DnVR5s0YkSRkWT1Lqf4qJfIc6659A0cebqMSU0fYvfyzb7+eBeiiHavyaFYbmdgOQsDmh7MPziBS3RxhhHFJEVbIRdcjuTow9xu6FCxUx29emnJFqpYhMaw8W9q1i55RClTyQK9Ot4XwpjhBQFAXo13I7JxbPoWTqidnQj+uHVQr+S1+VUmQNb9JIYFUaCVQ4HuRJUirmNHfkdT+iticfK2Z2HT54SbLhH6JMX0VTbgnPJfJuO/BUpjEBjHFM7mRCFYm+epbIfCr1UhXo4zZXjqzhpG426yh6SWgcZEYKwpb0ld4YUZ7gdw/brUTwXCFa500mhredyVWUbMQ0DPL1XgY2dIa3yVNAylDjuwKFsfmXYfjU8LFt+0J+uj37q3LxKL6gJNEHTS5xmmcELKmcI0NQg/m4WhJc9ZPhuOQ4W+nTMGfe9nHyA5Zmj5HRP8GZymAArLTwK7vG0rxITPS1KuqeYFn5bnD94GHMRk4L58Sjonfg3BwPV4dx0DWB4cjZWDrTmoK9rSPvgiw/2/6dD/fjfEvv0Ja5c2oFnhVhbQ9if3EvS7bmzTq2YzxAgAeI9FXv/o2QdDDJnszJ9fAI03Il7UhHjz1/JCJBOQN78I0Bxdpw44EvvWCWXfz5MamsTOqpXSGweoKcumajMaoTLl2OkDotzpsSUdTAhbnvZg88VPaGT3KHI20YmhZHqfAj7IqGnTBSivs2IloF2TLepkad4KDGXAJW6H8YiXyj7rAmHS2aEFzQzKhLa6RGK/DyEIBDK76c/O0uAJivc2KYn11u5H6vOXvtsKjJC8fT05MLen7ngls2wrAI+EzxuxjauVPaxO80YrcBi2WcRw82p+JfKHV+atTJ+ZfWY77tMzoNHxBkqpDASHTC1EkYi7alcPWHHHdlA8RU9lfGY20cJo25JCuO34dcJ0MuxxxQmB+Ph4sDJvau5FlDCuEL/Z6LEjm36qTLZme6I0xzyyiPCyADvjDZqo5wwdUzmQXMa3sWC0x1twfCAKgWf50PIvwO/LoVhZpPOg9YktFUc6LpbKhPmZPIhnqdPE1RejZWtMWXCKOnp7UIZAbo9pGijU1Vc265LzUA3ric0iaypxcHuFnm3RxntrhQIkBGNZWk45MglIsqcd2JX8rs5nE+P3gpsUxpkH0UCdDNZtvJSjukBQs3siK2Ylcd4hwC9HiPTwwL7oAo68wO5dT0IhRKGDFO9iWieCUV8Dvl6ckhGgLyL7jP55A7mRhfJyojDNqNTVlYkQEYzAeBLxvvx79lDQtNy6Xv6nMc1kdxwCWBocrb1tuf5YGmTI4sjH+r/92uSCCwTfLMQ/24dOE+puNJiJItLh/wEFjIXcwhQj6L9CxAJ0K10RRZpAR+JAA0Qe82F/IfCX/NyiuIgLTatU2K3miFlXfMouZaCACVVCMHz+I8s36fCpSPnyB+YZqQ8hC1bNvDzXlViKx+8fQOgPfICf/mPH2SSFTNSGGM1UezatpE9KtcovfeISH0dmbyFuJ6n2EWdpcuXomqbI3yTY2KkDMfzocINHiHO4BoFwv27k3idxd98zzLhvGKKb6OgVK7t/o4FS+USDodu+dL37FM/Q72DxyFHefB6MUbwza2yVO8/nzXl7pPZzpvjr0OMQsz1s8H0BLmeZ2V1tVvDTCZOOyOFMdTfiaHKz7J9OgJBHZ9+ybNCL5avWsXBK3bCCHiaF331mF48wJp1awkoHUVW089HiAnzILG2l5HuGq4fWcqSXdrcnjPCkfA+2nA65MZtxTdxHVCesy9xZV2K70KweD5Ggp8Rme1jPO0tw9sgloEXo3hdXStvb+etePRsiommZI7u3YrykfPkdEwyMXgX4zPCfVy5GMOIDiFUzTeMC4Mof6LzOwQCNEqBayDJdd286K3D+MJ+1mxYT1CZ0DaFugrU3ybUw8+cMonn6fNpHlZGoXJgM5sPqBBV+ZDxZ/W4Xw6hV6iljghDFi9fxknDSJ5MTMueqKke3sKmvccILbvP89EnWJ2X9w9V+3hG51PFCn4swnS33Ife9OTByDMqQsKILWjj1bMHuPj4UN41l0lP05AURkh4FVPitO6dAjRO7GLzzv3E1Y8LdLQdl9M+3BdKTtT4cs6vXk5W37zmXmk4KnuWsXLzTgyjhePHR3DVXC377RMWEbPrsr5g/CL+FfVRE2fCzs2r2HbyCplNAzzuLpVLYQjl61OdsE27LdTkLOb2//FHbRioLENpxWLM47qF2hfQEswx98o5gwARt3E/5CTQIAEz7V/4Gw4b+tE/Njsg/UgE6OtAf20UR89eF27aPNO/kSDhC4FMCiM6RTZFIWEuXtKYmUVl998mTiqTwgiMZu6SFQkiXtNRXEhp698qhTFBkmeI7KmPhM8PEgH6K/Cko4SIzDIez6shjwQJXw6mp8ckyYYP4hWDg4NMTv5tvun163FJsuGDeM3IyBDj43/r45hJHj6UaOXnCokASZAgQYIECRK+OkgESIIECRIkSJDw1UEiQB8Rg40puDjKF3NJkCBBggQJEj5ffAQC9IbRgSpMtmqR3D0Ir8apCTFizTolFm47SnjpbIbd+Yix7mzc/CsQ33lqSbYm8867b/y8eFKOyoafUFJazoKjN+kde8FAthfr1q1h6z5V0puf8frNJOVhbrgn5BB/4yg/LlnAfu0YHve3Yau5Vzh2Jd//4V9YrurMwNg41bFeOLg7ck5ZfONrOd/sucKdR49JcLnMltXLWbJJGevYal580revp3l8Jw2NJdflrxpODxNtfJJlSitk0gTNfWJukCkeNoRwfo0ds+/0fCaYGiLC6rCs/vaqWtL4aDaXyWh3NZcOiPfsJ/TcG4R7O0VPjAU//LyM7SduUfVggvGuYrSPbGPFyqXYJfbxfLwd3UNr+GnrMUKKunj6oJYbN4wo65bWq/xmjPVy8+gClgv35KxxJE8Uy1mmh+9gratKQtNsHp+hCn92bF6H0vKF/I//1z9hmNNDa6wR61eJ9+0AdjG1wn17zbP+Sow2aZH64OtYh/Hm1TQptieEOlBi+cI/8qcVpyi43UOk4XFF31SntV+xnuXFE5y1DxNUPWfINj6Ao/oaWdkTuh7cHRT9jTXKm5awde9hosr6ZG/XXT2yUPiNxaiZ5shSEcwrvHnFgyI/zpj4MjQndUdPTQIndyxg1ZoVOCXdYUx89fPNa3rLQrhg7E7fsxfczfVk99rvWamkjIFn4dvF+s9akjlzYAtKK5fwr//ff+a4exHN6e7s27qIjTt2EpT/kKdCHD2/dYnMJ327X5s5ggJfLH5T/FOUFUrjcvgP/LhciTVrb9D+eoq2ZBd2blvL4s27cUiq52lfC8anN7NC6Wc2XfXg8ZAQd+yOs0aIe3vPmFLXM8n4nUK0Dm9j5aqfcUh+xNhwA9r7xbel32v/Av5uAjQ91U+S4w32fX9CJoXx/H4BV/W96Bmfoq8pm8yqrndeaftiMdpGkE8IblZ6OCcVkOCgh01IJj33akjL6eR5fx3616+i5xBIU++sSxhtzyBIzFvAJAWWuzHNbMVTS5/Y6nuUBThg7Z/H6LM+ApzMSBWlMHZb0jF0B5vd58lWdIBXz0eJtjhPUO59nk88IczVmOCwcAKKRVoxRZXjAa5FtZCWl8uD4UkGGuLRM/+0UhgjDxoIt7nCtj9pfEAK4zBulU/orc/H1+Ice1bZcEd23GcEIagG5Yn5Pn4phfHsTjGJDWKuCIUUxlQbxgevUdw3QLKZ0VspDHOHTHrvZHNdxZrb70lhZPhdxt6nRkaMJfw2jOaZstuyQOgpU5TbnsNOluRsggpPXTbsPPxuJmgFhpujuabuwv2pJ8QbGeKe26bYI/imyUckOuqx97sTJH4lBGgumiLVMXSro6/Bj3Om6UJNPqczN4SSe2IAmKQl3JyNm7cTWDVLgMYr3NltEMe4ULbBRxejyAKczPWIF/rD8J0SbGwcaW0oIrRSzLoyD6UwBDx/1o2H6gZWXXJ/hwDluKthnNjJi5dD+N1QI/PuFNMTvfie34ySmgN9w08p8LDGNryEF78S9MYelGKlY0rZ7fv4W2sRIMSGZ32NOJuZUlSURlCpmGNIaP82u9GfCQBfMH5L/JuYYUCjVejsEgbUivyP04+bsbZ0oPr+U4buVZJTVMOdMj90zLIE0v0Il1N7SWvoIjS/nlevh0i8aUtoUbtMCsbSKZvezgz0ztjS0FpMQKGYX+k5tW7H0E2cTW75dxOg1y+FgPug/q0URm+JD7pGlzi5fiOrTupRemeeOJ6+BHb+fIbwBG+OrDtOYHIMOtpWpCY7cVnTHUcre3xEKQw3fUyD0n4hhfHqRRc+R26S3VmDpqkTjT3PuF8UgKlXKL33uwhwtqKt0INNxtm8FP4Vmm3CTZHG8llnIrr6gTwSRsSTQz0EOZjQNCx2TOG80/cJPnmT5P6ZUDtNS3oIDs6pDH9CKYznoyM8Edj9rBTGIIVvpTDC6B6dZvzJE4bGCtBTsv38CJACohTGPlUz6uaIoYqQS2GsR8+tmtH7+eyekcKINcIwrIBMmRRGJ1OjvbjfPCY4tE5uHV3Hou0nCY0P4Iq6HU0DTxmffDE/BgC/A15UOLHxWhR94wMk6a5FPa6Hodpwrlr44mz5nhSGgDcvhkn0shEGBm28fnoXS91jbF6xBiVhZBlR2SP0DcE3PazD87gx6V8ZAXo9VIWehjntgltoC1XlzE1DDikpsfKyGyMT04w0J3LNKgAfC5V3CNB0QxBb1L2FAewTci33cco+GWfT6/gVddJdG4vaJU3ZKFsuhbEVNYFYPf3b3g//PPHmFY2xhtwwtuCcTeA7BKjIR4ur/mUMPu3C8MRGwqoHaU80EeKdDZesvekbeESg+SnWLlvLmh2HcM29+24S4NcvKY9zxiWsmPHxEYKttXFIb+JhRw6a509T2CWm7xd9ejf+R/RInzfqvf/7+Pc231GLP98u28R2oZ2u1glkoCUHs1uHOa28h1UH1Iit6WVqsJMA08tsU9qPR3Ilw4oqynU9yd4zxlR3PyUtwFCo19tMPn2I262TVCgyJL562UP4eQPi5zyV/0hrgGYzQT8ocEf5hDZd4y94kOeIllfq/MgELRCg02qRDA2Vo6biRO/EPRwN5bIYl1UM2XNgI6vXb2Lr1q2oOiQxMWcI8PRhJR7XjAgvvi+Twrhq4kRDz1O6Z6QwioO4dTOFkRZfthpk8kIgMXnGW/BsFI8eI/ryLlwUj6n7G8O4rp0gW2c0PtCIn74x/mlCABB/TggItdlCo9L04+7vLYVR7ckmbVHBfoJqlxNcjp55olL5WRMgEXdTDLkWLM8K/T5SLLbKpDD2X/NkRJTCiDHGOLyIrCBRCqODydEe3G6conxGCuPlM1Ksz2AVGseFXUtZsuEI5TMyAxL+UyRZ7RX6kNB+ji9DO6wMU/ULGDp4cPnUVkyi65hSSGGIGOoqwVD7Gg0DCg86NsaQcI/G7xbj4BfEQ1lk7sX/qyNAzyl300YnTN6mG/2Ps+2a2DfFGHOEW9HVOOuqoWsjDFZPrUU3uILR57P1WuKjKtyDw1w8spoL4R0MNCSieXIr+3ee5KSBKY3iSEyBYodtOJbNTil86XjRFceu7eq4O99g+yl18tpnyeHYo1ZsL29l29bzXNQ6QlhiOHu2qeHuasiuUxdIaxwQRk4TDE9NMTnQgZ+3PQ39swTq5WQPVmcPk3VXPlgdbM8VBllb2aN8mjM3rlHaPcWoKG+kZ0xQzufsMf86/Gfx79mc5vNiaOitFMhltwRUTh6jQCAsT+rjMXL2oNDvGipuFUwJETD42m48K2dnW7rTzdD2yyL9HSmY01QKvnnySQuBRqb4JDYx97nARydAY81xnLUOkOk+9RS4cMUjZf4ToAuWnDunRXLLY3ob04nPrZ1df/O0AWs1UyIKW+WpwKcf4q15g8iKLop9bLEKyCfN5Qi2BYKDHi/g0g4TWh93YL79ArkiiRmv5tq+WQJR7nkUs9xBcVIZlytmBGfXI0v4PP2U0iBvzCwCfyfyI2KuFIYrO27GyRtv/GX2u1fKSny2BGiwFefkCtnH+2kmaAXMkcJozSSkolf2Od16J76ldZjt1yTvYb9smsUtq4kaUQrDJo2ejjS0T85KYfRWJ2JmG0mRJIXx1+NBIc6i45/oxvnIEWJu95MT64ODjSVHlFeg6VPImEIKQ8TdskBMjNNlgZ2Jx6Tk5tL1ZEJGgGy9/XkgmwL+CgnQi4d46diQ2SFP+T+YY8IxL3l/bA86iW50C0WJfjg6OqKivJhzLpmzTzr6BHKU0QRTjwhUP0dQzV3yC7Jp7h3lbl4QBibePGjLxa1AzG0MZS67sCuePxO9kw9r8fdyxVL3DKuUDxNTPZv0tqs6hZSmx7x8Uo3u0SuUttUT5OOKld551ijvJyS/jeKiTGofPOO5QIC8PW2p75udCpjqTULzdCiyuzI9SUVJOhX3ntJfk8Cta7bcfdSEg7opYXlN8vVF8wG/If69VcKY6f8CRAKkG5DLTVtbWvunGGxMxMDJgzwfTc771MlUEtLsD2Acko1bSjmvBJLxIMsSTd9squIdMLfL4GFbCtdEKZjBdjy0zAnIqEWhxfoWH4kADRCl6UDOA4EtT0/QkGzL5g1rUT57ncKOeaIGP5CBll4SIyO16Gn60j/5AB87L9LTvdC3SONekT8bNq1n6W4VIsvuvSV97RHn+Pf/+a1MskIuhTHAs/Iwtm9Zz64TmhTe6SVM74pM3kKc+82zO8/iZUtQMc9ANilzL53DFvFyqQVGiL5xmVyhT95JvMaP//4NPwvnFRc8GgWmoLX9z3y/eJns++8jhXEblz22yFRWnj/FV2cjK4TfXqJiQEf/DAurw2KPB3PVcz4LvBgj3VVFVle7LhpR3T30VgpjsK+VGyeWyvZd9ckSRijTDGW7snTlSvZdtKSp/wXPe2owPLcXpbVKeOePyFOyPxfuT4gLsVUPGbpbgfaBxSzafpm28fkwAvgdMDWMvfoq2ULRt+1fwOvno8R63SS9bZSnfWX4GifIMuu2pTtiFNcuX0T56gV1gt/Zv20lW4+cI66ml5eyHf1EatiT1yuKBn0lGGrHyMmHlj7FGhKhXcY7qcna8z5dF3qezvqFdC9Nouqf8nysHk+tcPqEfhxkuFMmm3FUL4SB8ee0ZHtyVCCgW3YdIr5ulOmxfkzOiIt1lThjE8nI/NJClWG0IxsDryhGJseoCosgvrCDRwLxu3z4Z1avXIxz1pC8zwsY7yqUTeUMPJuiI9+PE7tWsHHXYQKLunn+qh031QCZjuNEtRcqXrXy9vrmFXdKQlDZs5yNW7cTVv6M1hgN/vIHuU9fvWYtrsVffuz8z+PfJE/uK6QwZvq/UPa4aTBDY8/pFOrz4M4NbDlynoSaHp4+aELn8E8yCZy9ZhEMPX1Glocqa1YrsfOCPhVdI0w9qEL/7B5Wr1uDb8EIHam3WPSnv7BUOEY8t0W6nLyL+EgESIIECRI+PcaH+0iPShaGAhI+JqaF4JMSGMU8Ga5+RLymo6iAktbOOW8r/TWYJMkjWP7UR8JnB4kASZAg4YvB9PQofX0S/fnYEKUwHj6U6M8v8ZqhoUHGxv7Wx1wT3L//RPFZwucGiQBJkCBBggQJEr46SARIggQJEiRIkPDVQSJAEiRIkCBBgoSvDh+BAL1hfLAO6z3XSbs/xMTdEnTO7EBp1XK++V//yiaDuPnxGvyvYK4UxofwYriG81sWI6YCX3TShP7xaQbz/di0YS3bD6qR3TYm1M8UlVGeeCXlk2x0koVLf+LwzQTk71FNcbskkGuHfXkofn3znLoEX5x93FDfLa6YX8F3B3V4MDhOeaw5e7YsF857mtS6p3zal6+nGRKu/doqfcR8yuJr+AkWp1ku/D3f79eivV8xZ/5iGJ9bJwmp/szWbTwfIc7umOy+HFCzpWVOevSxB3VoHhbv2SL0fZuZ5Dn9SbYsXLacnaeNqe2ZYqK7jOsnlVklHO+cPsCLidvoH1vH4u0nZfIvoz0NGBiYSlIYfw2mhwnU3SdrQz8cvsmjkUmKIwzZuXk5O45cIKtp9N2FqK9f0p3jjop1DNOvRCczxf3aULR2eyC+5zHR28SVfT+wQrhHBgEVPHvvFdh5iTdvuFsSwXHlRazbvAm/3IdMjj7G6eoGoT3/zLFrYTx58YrbqbZsWytKFOzFMqxS4WuEW/CsDeOTG2V+5Yd9V2gSE9aVhHN8zwaWbdqOcUQ5ky9GiNI5yKKlC1C1yv9V3/fF4s0rekqDUbMMZHhOIsSpvnpMz+xi2bIfsU54JHsV+9X0E+LMTHDyLxX8xGtGm9I4s38r67dsJ7h4SPH2roiXZBtv4vtl4ptIl8i4N0CbEAeO7VzGxu07CM4fZGK4Dg3ln+V1L7b/3y2dyafF1LN23M/cIqyyW3ylk7ZkZ3ZsWcOS7Qfxzm7j1Uynfq//d3fNSEGt4sc//gGlC65032vG/NxWViotY+t1P+435nL5xHaBbyzjz//yr+yySv9l+xdu4fTUQ0J1jfBMqJ9zTz4CAXo5NUCykx67vzlG3L3ZRXTPh+7gpa9DUsPAvMmE+3J0gLLKMvpHXwrxvoeiyir67teTVXCH548bcbazwtg9jNa+OVIYLSn4FMtegiTffCdmWW14ad0iuuoupf72WAfkMSZKYTibkVIUwcWd5rQP3sZq5wVyRqd5UJ2Fo+4pjghOXTzL68lBwlxNCAwOwiv/trBFIE/2+7gR10l2cTHdQ+M0JPniZJ8ty8nzqfC0p5Fwaw02/4e6PBP0O1IYh3CtEAnPFO0x1mzauAX/itmEYp8FhjrxyaoVPvxSCuNpZz4xtWL+j1kpDJMD2hT2DpBoavQ2D5CYa6L3dia6Kjbcrn5XCiMr8Cr2XlXzLzh8SvQlcvpCuHBHholW24ZfzQBpRaX0joxRHemFq3vBO/U58bgVp1NrWKEVLBCgaXrqcnG/pcL+zc6Id7Mr5hqnvcScIeMkGJ4jtOUruBuvXhDncAmHrLtMPLuHh4EuJdVl+OSLUgD3cVPWp2DoEWnWpjimyoYu72C8qwivbDGxhTDQ8jqNVkARfk7mpAl+/Fl/E1np2fT3pKO2z56uwVZMdmpQNM/EwF6M3sfr/EZWXXR7JxN0W647hkbxPH5UzNV9RoJfmKA21hu17Ycw9Cpi8vUYGR6WOIVVcac4FAO9APpmSPdkJ1a7L5I345RfTlFbmSfLGdTXmoD5hTDutKXjU3hX2DlJqdVODHI+pQf/vTBKlrsRh5ccxafsLtMDAok0c6Kx7xmPOwtJK6hlSsFIxmpcUbUQ+/gkzUkelCgUK16/GCXG8gIB2fe4Xz1XCmM3qYo32icHmnDRu0lmy6Nftv+eYUpDHTmz/jBWMbUflwC9fjlB390avBSJEGdwrzQEM6d4hubRqOv1WDeeNnZkNffTU52EjVMgbVWBXNbyxM3OGd+4FELdDYURVcbbmzqDN28e4HfkOultNWiZiKnAn9ItSwUeJpCoewS6WtJa6MlmoyymhVtUYLoZ94ZXAtHo4/7DNAwUBGhqqI9gR2Mah+Qd882bXsJOXSe+Vz5c6M2xYeveEyRUzh19fHxMPRuif6AEkxkpjBdDFEXaK6Qwwrk/9pLR9jR0zH3wND/1+REgBTIdjrDnjDkNfR+SwliHrkst4w8L2KPjydMX07TGGmMUVkhmkCF2KZ3C6LoXt5snKOtsQ+fQan7aepTg+GA0L1nRPPxcGN38bS/PfpV4/phUbyN2Ke3ipmsCjxUP5e6lmrLtwFlSaofnPNV8Q2XETQz1b3DMRnwC9IpnfY/oe5LFTQUBeph0i4O2hYy+GsJHbS3WuWL2oHkOgQgmOmhgmtDC06FmbpzZR3LLM2Hw9phAg90c1Ajg0ZN72F0/wvqfV6O09zShiqSfc/HmzQDxV4zwyc3H6eZ2zh44xppdJ/ArecCLahd2WBYL/mWaNIPNBLYoDpoXeENrojG6t0xQtX5XCqM80hiD6BZevhzD69ou8h5MM9B5m9wwwf+LBEgYnPq6WRBR3sPwvQocLG7wNpH03VTWb90utG0llC7a0z0o9zfD1UEc2K+MX+YjZvJrv3nTQ9BRHZKfzEmR/MXiOX2d9YRdtyFcIEBPmlIwMTzF6W07UTqqSUbLbJ9s8t7PyRtm7BfqaI1eqPgwU4axu2lcv+lDr1Adz4dvE/RWCqOaEUWlteb6Yu2ZytOpD7X/JzzqbCXFxQXvj02A5JjNBC3HKB7ndhA2R715vqA3Nxij6HyyIoyJLn7ESEuwXApj3zp+XrmatWvXcsI6/h0pjGdievNrhoQUdMOTZhkBkqUCFwiQmUCAmkqC0ddLZrjZhy2GIgGaJt9kMx6KAdr4UN5bAtTfHIGeVhxiXtsJMb23geCkklvfmWYcbEnHzNFBIQXwKTGbCfpFtRcbtcIZEfh7hdNRLgeV4nZLg1uOgRiobkAvtJqxOen2Pyd0JRtwLeTDUhjJFlsITMlir0CARkQCFCMQoPAZAqSQwhAIULlCbwbBOabZqmAZEs/5HQv4ce1RqoYlEvRb8LzUhg16KTwTxneFpjvQy5ydPnxcHydLhd+vSCr5vDOM7Tuu4eeiw6azN2jslT/dmZ4sfkuApieG8bq6VuiTx7h4fitOxV/HdOTI3XJunVnLpg0nOatzgYyO2SdfzX6HMcwUgs7YGIPPnzPxoAo3Px+65rTRF0+7CLcwxSOimicPmrhyYjMRtY94KpzXxs6AxgwnlC1EAvSCVAOhf7QqDpwHeHE3nj3Kmvh5GrHzrBbFt2en7sujZgjQKF7au8mTrUl4QeUcAuQnI0APFQTo5iwBEvBmcFDmtx/n2aIf1y7fKGCivx0XSw2qe18x1t+A3w0j/LPEp/vzBUPEKwhQf308h4+rUNYzSn9VGLfcAhielPfpGpdtbNNPF/o/1Lluw6xIJIDjxGoq46QYQHdG6XLSpZxJhgm8uhOvKnHg/wzHM8rEtcmfmH24/Y+T/7sRoNECruz3kK9ZmW8YrkBVwwqba+rUCP5URoAuWKJ6QZu0VoFpNmeTXNgwK4XxrBl7dRNCc5sYF2t++iFemjeJqrxLiZ8d1gH5pLsewzpfqLuxAi4pm9E22Iml8gVyFY+W5xKgCu/jmGQ/Eeq4HQ9tMwLSauTpvSeekFFYyD1hZDHcloWJo+MnVIOfwSwBmih3RVk/QQhdAklM0GSXTTr5Me5YWlpyfOsCTtkl80RWAZ8JhtrxTK+WfbyfbormHCmMkY5cIqvl4l7pNrvwKanF9MBVCnr6STCZlcIws82gpzMDnVO2b6UwHtUmY2YTTmGqsySF8VdirMAMZbNc2TTXvfDTHHYpJCW/mJ6RKYYak2Sp8B+NyQP1eFcxjnbWGFw6wE9bD5PWIic3cwnQWGceYaJq+VgnZkdVyP0a0rG8fkVrVQZFt4cZvVvADbVbtHRW45nbIdvdEXwKPSGI5xYVcHtgQkaAHL08uD2oaKPjdwi8YYlXfBmiFueLwS4cbG9QcGeM0e5KgQAZ09CegtpeO7oGWzBW1qBonqxVETFxvxIPZ1sMrxxn2da9hM8oaQqQTYEZxjHwqAitvca0yh7QzCFAiikwx9BKbheFCIPaOVNgj5vxzJSrW4sESFcoU12eLVM6nxzoxMVak8rWepyvmBIklBv9jFzl349ZAjTeVYCOrbPQdl7wuDaKGy4BDCm0MPqTtDgVLG+nzd57MRAD4EQNOntsmKGDreFXUfOrlz0ty3A4hFGaEBWfZaN+wAfZc8wPtX8ZL/qkBKif8Es2ZN1X6O20hrDXKvedH5o/eE629QGOORXJbsLT9kj0jJPpzPVi7YZ1LFE+TkhR16wURvgZ/uc//kmW3lyeCryf4aJAtmxax44j6uR2PCTkmhp5sng7QZbFaX5auohjhslv1ztMDBdhedyfHkaI1L1AltAn7yRc5Zt/+ePb9N72Wd1Uxluyd+sKNh84RURZF9OfPO524rDdEplm6+QQ7prrWC78LYuPX6e5d3ZhQLqHOmE1n9si6GckOp6Q1d3O8zcp7xp8K4XxpKeRa0flqf41PVIYnhI6a6oDi5avYLeqKfV9U0zer+Cmyi5WrV4hEKInsrYgLqyODHQkqrybwTulXNn7Ewu3XKB5bM7jOQm/jonHWJxeIpdTOW3EwyejlAmj7l2bV7Ll8FliKu4z2FOOv5lAphWHPK2P4bJ7kmIRtLjYsRyzfV7yRdCP2tA5vhil5Qu45t3APFRs+CXevKG7Mpaze39m3dpVeGQPCqRwENdrm2TteY+2Hd1PJqhNtufAthVsEXxFWFk3o08b8NGJoizDhEX/9u8sEcqK5Y3iWugqi+DUgc1s3H0Yv/x2pl48I/bGERYv/YkLdoXCaHz+YbQ9gxvu4QxPjlEdEUVScSeTjxoxP7eH5csWYpfyWN7nhf9rYwLwDSwT2tdrxloyUD24nQ1blYV6HRFioDDQUgvm4fOnRFodktXpPk1L6h88o6MwkBO7lrF+227cMppoCL/Iv/+z3KfPFykMOYZJMRYlgrrFEQpNGW7s3raerUfVSKx5yMA9hRSG0P99jY/K6ujgDTcEfi7Of7PPOIYZHjkqvqByYIFMCmOXURCPRdG0Zj/22pXI+caH2r/syAmKvb0JSmr4FARIggQJEj49ZFIYkYmCS5XwMTE9NUJKQMRbYilhBq/pLCygqKXj3TcQfzMmSXYPZFZSVcLnBIkASZAg4YvBixfP6On5ipTdfye8fj0mSTZ8EK8ZHHzM6Ojf+pxrgrt3JSWwzxUSAZIgQYIECRIkfHWQCJAECRIkSJAg4auDRIAkSJAgQYIECV8dPgIBesPESBNORwzJeDAMr6ZoibVk3frVLN59loTqefQy/ItB0iNjqLjz2+fKp582oLFdfKNoBUvPWvFk8iUjJcFs3bwO5aMa5HdO8ObNFDWxvvgkF5JhcZZFPy/ihHEqw/2zqcAX/uWPrFV3Z2BsgobkQNwDvNHev1rYt5Ifj+rTOzxJdYKV7C2wHYdVyWwa+xsX7f1WCNfRW8itDSY0yb6OkmqjynLh71lw+Dp3ZEm8XvC4K5FrO9xkryV/VngxSorTSdl9OaThQPtj+TsdIsZ7m9A5Jt6zJRgHtzMlXMeTdCcWr1jBnvNi0sTnTD2o5NaZ3SitWYVHzhDTU3cxPbWRJTtPE11xn7HeZkxMLSiXpDB+O6afEXrrICuEe7LghDGPx17Qle3D3h3r+Hn7ITyz2nj5tlG/JPDiT/y0QnxbSYeml/JXHl9PDuBjepH4JrHeBd803IjDIQOyer6eZdMDjemo7viBFas2csU0jcdCC65y12Thz0s4rBfB4PMX3C8O5Zgob7F1N7aJ9bNpO6aG8dPfIdTpMk5cD6F/7DlNqc7s2/Yz2w6cILF2iKmnfRioiFIxS9F0LJlfb4G9f/2ijoICw12lXNn1LctWreGcThyiGEZHiD4Lfl7KwavePJh5d/3lM2Ksz+FT/m6be/P6GZmutrh4FzH+5hWdRUGc3L2MTTt2El4ywsvJJ1idXSpr/2o2SfL0JvMAz8fu4HfJlKgqRdpmAaJShIu5Djkdc9OIT+N15lsWCX16zdobNHwg/jXXJXF2s+ibl6OsH8LIxCSNEcasFPzwor0XyGx8xP2qOFT3LWPd5vX45wq+WTjzy+d9xBha4pvc+HHfAnspZm910UP5T0fkUhjPGtFTt6ft2VOqgw255Z8/f7TAXo7RVFXD7ds1ZOXfFpr/JK3ZWdwV82A8acHLzRFrvxg6+mcTYzxrisctv1v4NEGuqTLm2e14y/IAdVHiK88DNDb6iEBnc5JFKQxlU9qedGKxYzYP0OsXY8RaXsQvo4upyUHC3UwJ8PfFRTiX+JZBue0ebsZ1kF5QwL3Bsd9FCuOZEODDLS+x4d8vfUAK4yAu5YP0txbjY3CSHSttuCM76jPCYBtuqVXih19IYYy0ZxNeJeb/UEhhPG/HdL8W+WIeIOO5eYDS6elM55qYB+g9KYycEB3s3CveaixJ+M8xXueGqlme0FMmaYhzIqe2FRsLeyq7R3hyu4jkrFIETqQo3ID+Hm1kedDeYormcFPWb9pJRJ0QUKYGSHG+zo4/HiHhwdeycPo1jQkeWDgl8jYN2EQZWsoGND65h/NhDRLaWvGwsya75QkjD6pITcthaCZHwKMaoX2LqZ0f4nPQiPT2JhzN9Iip72dIuAe2Nk601WXjVSRmJZvNAzZv8N71Z/XPJvO9kx+EiYlAimaIyWQtusq6VD/pxfeCNuGt4mLnF9xNc2Xn+jW4FM19jX2SlrQg1LbtQ88pl7GXk1SVZVElDJBmpDC6CsxRNhXzYE1SbKmKU81ccvClYowcLyMOLDyMd5ko8yFCiFke2qxTPk5a65woNV6H3h4d6mbzdsowN/51lEUqcrSNEqqrLBCcYq6ctad7epwyLx2MQstpqUynsHOIZ/1ZGB30Ee7kBBURTpxSOoDlx84D9Er44YedFXjOJEJ8OUpnSSRnt+9CVduZivvzaAQ8JTR0K3vi4+05eyUewS0TfP4MqXd7iHBywSsqngBXA2wisn4hhQE9BB7TJbmlhqszmaAL5Zmg+x6IUhgWtBR6zskEvQUPWYIdoV3cy0TvhicPBSclk8JwMqJ+JnGZMA6JPK1LzEN5Z+nLs2fHgZPECwTkF3/CR8TkyBN6+4rmSGEMUhBuz6ENu7lmHUb36Aue9vby6GkuekoCQZAd9fkh2+UE+86YU9/7nhTG/QoM1Dai61jDWE8B+66JmaBfvM0EnTU3E/SNk5R3tHD10DqWbj9GUHwoVy+Z0zQ8T4ZwvxOafQ5w8pYlRzZsYJNBFMPtuVgYHuf83oNsOK5JStMcKYvWIL5bsoldQtkNN0J5+eoNo22JXDPxwNn8nIwAvZoe4+HtCtyPG5P+tRCg19OkO6uwdMl6Nm/bjaUQNOgIY+vNBCE0v6TU9gCmkfnY6+/lwqHjbDh0nghF0s8ZvJocIdL8IIcuetHdew8HE11Cq3oYaEtBXUOLup5Jnve3Yqe9nQsGGbLMvfMJc6//gZhnRoFyfzUWLlrP1o2buZHQCV2JbNUNEwbCr6j2PId19n0m7hVhbOmKh8mJ9wjQNI9aOyiI98FZJECKrSM1oRw5vAvftD5GS6zZqMiEnnVrA+pxv5Qo+fLwnAetNYQqEiGKeNoQjpahK1bmWu8SoGYf/rhwAzsV/X8Gc+PfLLpwOnSLooEntBWEcXKTMmp67tT2ys/3rDGe08e24Br3UPYEv6e1ieTfIxP0q3u5HNWwpm14mJYEM87ZJ8+fJ0C/IEB9+Bw/TWptJSp717Bk2UqUVq3ksHkM43OkMMYGGvG/bkhgThdvnjShaSpqgT3jvkwLLJTm0jAMrycy1OTNZqNsoauIWmCbcJdJYUyScE0Z+1J5ZxpoieKmZgzit8mhDkJNTPCMb0SRB443r1/xqCEFc2dnep596oqfHQFO1/qwWSuUx9NPKbE/ik6COEIUUflZE6DXr6bpSNTneli5YosCb17z8uU0SRbbCUnNZo+OF0+nRS0wIwxFLbBAQ2xTOpka7cX95nHK+gTHKZSfnnpKhr0KZsEJqCn/yA/rTlL7dL50gE8LMRX+lhvJDAr1XOm8DW3PJE4ePUz27cf0Vkdj7OLJgEIKQ7w/E/39srLdsVcwTW7B4bom5l7hAnHdjnl8E1PTYtle/L8mAiTg9cQYg4L/HX3aT7TXLQozgth8K1HmV8rs9wvtNwe1YzuIrutloDUHSwerd6QwRIhtuSnoNEapD+mtikR1nxLbNx3i2C1TGvueC/X/RlamwH47rpWz08fzBXOvfwZvpiYZGhpidGqCZPfLpKXFsOV6uBBeX1HjpYplci2hVlfRsw3G9spWtIOrhLJz6/UV9e8RIDFz8dOeFlkm6NreaaL0RSX+fVw4vIxrqfMlLcFsJuhXI20Yq1/B3i8IHbX9OKd3vE1iKvbp8f5Hsj59N+oSViViu3o3/olK/YP3S3FS1SOl/RnTt9PYpWbHg4lRGiNuct4tV1FO8A/DvXiZn6KwW3xY8DtJYTzvzOCEjhMPxqcZrgpgh77f/CNAcXacPBJA30Q1Wj8fJrWlkatqOmS0P6G/LZ/0kubZOfXRVpyvmBCYUY9sMCFKYWjdImaOGnyG+0ksRaHGsXwu7rKgY+g21rtENXih/EQNurut36YCr/Q5iVHWgCy9v891M3wSKxgRHzRMDpJbWsr9of8aKYzxMhd2GSbJpnz6kq6yx7VCVuKzJUDDnfhnyx/eP8gw44p/keyziKe3C4mrk6cuy7DdjU9xDSYHtSnqHSBprhq8fSa9d7LkavCytPiv6K9PxdQqjAJJCuOvRl/CFU6Hiqrl0OKzj6s+mejb2tI28FwYHLwrhcGjavyLumQfe+OvoBvdSlqwPQa3brJ3wwJOO6QyLFu/8ZURICGgttfmUtY1wquJISLddMlpyENzlxHNQ924HtUgqrYKK1tDKu5P8PROERb2VrNSGAMN+BfIdaruRKqhG1FHWXkR7f3jdBcJAzVTd+53lBBULn86UeG6F5v5JAf//vXHyduYiPuNueS2DwoxWBgYuV4koboEnV03qB3qI+CiNiG1dyiMdsLAwIBjW35gv1EkPe8s5JlDgF5OUVeVT93DZwopDC0qKorxL+4WfHkPnicPEjMfHgDJMEuApofvE+dnyy09bXZsWMIljzwmphV9uq9Cfv0CHsZcRF8MgO/Fv9F7JdhomhNTfpeXAq+Yak1gn7Y7gy9fM1jqznajkLftf3rsMT4WZ8i5I9cU+4QE6BEh5yzI6BaczPNnJAsjYHFx6NI9Zwgtlju0eQEFAUosrebm9v8Qru8oxzYdIKN3kp50F5TWrWXR9sME5He+fSLTHqbCP/23f5OllpdLYTziSZ4PGzasYduBC2S13idQ8wzZMsmZcdIMT7BgyUIOXY+XjxLuJrPzVqQwehMxQvjV06QLHeNOvCb/8d//wGLhvGLqcPvMe5TGmLJ78wo27T9BSFHnLAn7ZGjHZqMpsgdVE49xvLSaZcLf8tORq7JU73JUY7DRkVk38plgaoRoW3na9R2quhTffvxWCuPxg1quHFok26fhEseTyec8SrBmwbLlKKsYUtMzycS9UnSP72Dlqp9xTO1Hxn+eDxPhb0dYyV0edxahvmsBP244Tf0nfxI3TzD+CHf9w7J636/rQN/wBI3p7uzbsZ7NB08TUdrFYE8FQZZpDI73Yym0N7HsoRuuPFAI/755+ZxY50tEN8xMvfcRdMaCrIdfySLoN2+4WxbJqd1LWbtpK/YpDYy+mKDUTo0flyxin2YQjycmacvz5+iejWwUfJh/XhvPnjbgpxdHv9CP3a5vldXrrsumtPU+ozbFkQPblrFx2y7CSod4PnIf3WM/ycqcNPFlzpLHLx/vX3//MDVRMaSU3OZhQyrn9i2RyVSYx1YzMjVJs48O3y9Zwp5Lrtx7Nhta873V8CgRSXc73hrh9Mi2vqIxKQB3t3zGXr+kNc+Xozt/Zp1Qr84ptYwPP8JYdRlKK+b4/3mBYZL0HYiqmF1n+XJ8kCBnXTLbRxm6r5DCEPq/7PqFuj9q4EWfWAHvxD/INFvLP//Tn2VxZvPe48RVCYTK8jDLVyuxZN854irvzrb/jVuwjKsQ2r945DiFHh74x9d/CgL0dWCoPYOL6vpkNL47Zy5BgoTfB2KQSI9MkKQwPjJkUhj+YcxZZSVBBrkURmFL+9/4Vu0UyW7+SBHj84REgP4K9NamYB+aJlOnliBBwu+PFy9GuH9/7uJSCR8Dr16NSpINH8QrHj/u59mz915N+s0Y5/ZtSQnsc8U/TE1Nce/ePckkk0wyySSTTLKvxv5hYmKCjo4OySSTTDLJJJNMsq/GJAIkmWSSSSaZZJJ9dfYRCFA7jbXpGO3VxL+gio6WBkJMjrB06UK2n9AivrDxA8d8odZUgp2BCQEpJR/e/wFrrU1FZd0PLFq0kB8PX6eythIv/ZMoCfXzw7pdWIdm09bWRIKbhSyHSYDuYb778Tv2XvWlUXaOZgqSXNDYZ02R+L29mWQva4xtLDm3bYnsvH/ZrUFpXZvs99oaK7DUPol7Ss07f8fHt1ZqyyK4vEaLFPF7az2+egdZsOgnvtmpRm5FA0WRjuzatIIFShvR9Uiipe39c/wXWks9fgZ7ZfW349QtMita3u6rL0nj/G7xnn3PFfssmjtaqAo04PuFC9l8VJuU0maaCuNRP7iJxUsWYxpSTUtTHtr7VvLDhgO4xBZQX5yKppY2kXnV7/6uZP8ba8Xs0J/5buEiliw5R3prE3FOl1m7cgEb954kOKOOtnZ52cooc1avXMqihd/zr//0r1wJKJZtn9v+m2sKuXVyPT8tWoDSBWtqmt7/vflpZSm+HF73ZxYuWs6Jy16UNdVgdma58H0hB7WcKG9oI8f/FhtWfC+08Y1ctY2mbuZ4oay1+jph+wL2XLSnrFH0K0L7L/RDbaMBOUKZtrpSNHb/RXY+VdNw6lvf/f0v2Vrrc9A9qCRcv+DHlC+QWTYbv8pSAzm25TsWLV0k9PkyGtuayXHU4Jsff2DHWQuKapspjXfn4DbB561cy2WnOJpm6qatgVhLVZl//HbbaWJzyoj30mPr8gUsXKHEBbsooWwjIdff9/9fvjU35GKjoo1zXD5tLR+If4o+3dHx3vV/oP8nOpwT7s0iFi34hv/4Vgm7pHKqAm4JPmMhW47pkFrWLD9XawPhxsfRCSqTxSaf6wdk7fWbnZcoqFKUEezvJkCtTeV431JF6V+24pJbQXOWL8qnrpNb10CmpyHnLQJo/8BxX6Q1FmF6VRf3kGCCwnJoEm5YenAQedVVxCZF4G1kxE0bd7LK6t8eU53giF5AjvC5Hn+N1VxyTsTC1YuSmgbyQ004pW1BeXkxljc0hfPac2S1hnAT07my+hCB9S0UJwWhe3Qrm9cbki+cT3TwdvqXMTMxQMcnTTivcKO113HBVyCfwt+T5niFpT+vxT5e/P7e3/8RrbYkFTvNQyz958PEi9tK/di/34zSjho8VTdz3TcJk+tX8U0qpaogGjc3byoafnme/zIrT0HPPVL4XIHzaW3so3Pf7qtM8cEyskj4nMClRZqkNgn3Y9MJAgtKcLl0EX3/ZOLc9bis7UVhuhcqu3TJjrVk0WU3klyM0LUOIMj2HDr6EbOBRbL/3OoTOL/xNHH18u8txQmoXtAgJLeSwigXLt+ykQXvucfUZLihsleHrFZx+7vtPz/wKmcMYoRAUkuItS4xxbPHzV9rI9ndCC09N6oUwbch8iarz7sKbbGBKD0hKARn4qtzBT3PhPeOFaw4Bj3vJOFzASZbLuFXUkV5ViSmF3ai9KMmmUKZKt8LrNMOp6GjDp9L+zFLavjleb5Qq0v3FwZr8cLnRmIMdnHWWfTd8n2BhkdQc0oViEo5xqcPE5Aeydk1p4kpE+rq4GnsEzNwMdLFOiCD4nRvNM5eIqNKce6KcA7tvUmxUGeB1w5yxTkOP09bInOqqS2KRvPcCaIzAjj6jv+f/bu+XKsn0ESdTX/cjHGkEDPLs34R/yob2uVl64PfuX6/rF/v/+WRuhw76UpJUxoaG44TVFSCk5oahoFiTGyhMMyanUu/Qc27RIhNvuw/YE5ZRzUeZzZyK7pW8bd9DALUUkduagSGuy/jJRCglmx/th27RlZdHWmuGmy6YDWH4X3hpiBArq667DvuQlVHOVYH9+GVKdywAyrcMDFF49R5zD1TaP3F8UVY7zqDW/HMiKKFFDdLrhn7UVaUg8UtTVJCjFG66EtzRzOB6qswSmqlIjuX7HxPLioIUGNlMVY3LhFf1qo4TylOB85in1dLbbonZ9T1uX75wCcnQPWVpRQUhKCx6KKcADWVEWB9nZ1rtnH2qjWJKbHoqW3k6K79rN11DIfY3/7U7Pe0QMN9bN2nSVzhLGkVrSE/hssnVnNWJ4rawhA2nzaiqrmZFCcN1O1C8bNSR9cznYbaQgzO7SYyI4kTwshvkTCqsXSxReWIOvEVsyMNyX6DpZjxh7+sYPOaNay97EJrSSJnz10iMLuC/Ahz9pzWorB69kldR0sNPuY6mApku034/n77D9FZxq4zmigL5ztoGvHub81Xa2vB58ZeFvy4knUbt6Hjn0tTtAErTztSIwSjMO2N7Nf3RffMDlYuVWLN7uM4xb3bN1sbqnHSUWb7YSNhINtMtfgaeEUg5xZpywhQTcAllC4HC4SqBpczyzjv9Xn27b/PKvA4fRGLxNlrCzY8hqp9Eo2tJWjuXYGtgwWrz9gKA+FWYowOouOXTVFKAJqH97Jj51nco7NpmHkC1FxBtIcpu9ds5uQlU5JLZ/1NRXYQ1wT/kh31vv9XHPtFWyO5iZFYq17DTiBAs9tn4199q4IACf1/7vXr+/1K/2/Ix+D8efxzBSJTEMwGFSNqWoXzOVxEwzGSptJkburqYHRxq5wANZUK/lpXiE1bUdW2IbdmJnZ+tDVAxVgqCFBHeytJjqos/3kFW9euYo2WyzwmQMWY7twrJ0AqOkQXV5DobMR160Aa50z31FekYq2mjpl3usxRi447KcQGzZOmZAk3oyDeHnVVFyoSjVmu4S+Qp1ZCrixHP0FxfGXgWwJUluaC2gkHyoU6bazOxlHrCgYO8TTV5nHrwmm0zZy4fGwd2h7iSEXRsD6ZpaGpIEAtCYIzULGioKaUIMF5HtN356jySmwis8lP8EVb7yo5lZ/67/nrraWxjmSXC6jZR7+zvb2tlYb6Wly11mHn7c/6M8bUtLSQ5qLORdsQfC0vouOVSWNtMYbnlYkobqe5oY6amgr89PZw2cKNYxv+wp+X7yex9vO77s/S2pqpyMujqKaGNNsj6IY3kuV3g82rF7NBaQObLhkK+2adV3VeNJfOnCC2qIG2ul+2fyfV79ihG0KpcD4XzdVYJ80hT/PYWmuqKCwupqwkH3uji4TlNuKmuY6fFq1j/+YFHLbPprm8lNzyckrTQjEwtyC3ak4bbZe35TjzvVzxKVRsj+W8ggC1N9djeHwBixZt5uCuJaj7CX5/5th5YC11Bbjd1OaWeRh1c3xodW4sF3YvZPFiZQ6c2IGjkyUrVO1o6WgjzmQ/V11iMNM+h1FAKnkpPqirXSSxRN7mWgW/ve6oPvk1ZUQYH0PFJkFo740UZfqhuesyUUK59qQP+/8v3ypwnUuA3ot/b8u9f/3xbR/o/83kBJhyXNOEanF6Nj+QNYJvrmttJdVJjUvC4DTA7Bwn1M0xu7COA8YRlEWYCLHJmsKaEoK0t8tJkeI3Pz4BqsnHOTSBxsZaQgzV0XQMp30eEqBd2y0obohF5YdtcgJ0RnzEXvF2CuQtAapLx+CUQH4846htEb43VxFla4KGuimZdfIyYUa70QwopaM2kCPrr5JRmYXOhoP41cj3zyVAMWZ7uegr3MC6LCzOX8HQKZyqZqHT1hTjZqbJmdOnWLP4P9h5zZ3KhjmN65PYLAGqi7jJenUP6oXPJZ6nWXXBHB0dNSLzGqjJiUBLV5P0ss8oAFVlYxMsPurvoMBXk+NmIW/31WSH45FYJvvso7MB45AY1LeeJqy4FI8r6tzySyLW7Tqa1/0oyvZHdY8QGGTrS9ooS/RGQ9OGIM8bqN8MJfj6UnQi3522kexXrCRWIMz5ss/5joe54JZNQGQMJdX1JLnqo2HgJGvrM+VzI624fNFLGIh8uP0H6itzzlvoV8L+gOsbMYh69ynfvLT2NjITQ4jOraa1vhJ7/TP4R0RjE54tGwnbHNuJVUIR4dGRsnV64pNOPUMDMssVvqI8BZuwTNnnLIcjnHEWjpOde5YAtRVGYRdTLBuJ39yzDY/5NLVYn4vD5avcFAaxZe+tGStICSEks5K2ymQu7DlETEEsp9efJ6FSiH9HT2MdmYiR1hnsYktoLEtH/fIZgjPlawAb4q1Zf9ZKNiVeHniVNVquZAU7oaFyjYgCRbv8Ff//5dscAvSB+PfW3r/+kvJf9n9hwOpnfAMz10SBeArHNKZwcfNpwkvLcNO4hL5fMlHOOpw5c4bdq/6Dn4/rE+NyVYhNXvLY5KHCBv2Yt7/58QjQnityAtRUjcuNfSxb/D1K24SgkTOPnM7MGqCwKE4v/x98t2EbWxevlxEgzbMfJkDptrv4//wf/8R3ixaxZNkKrprbs+Pb/x//6xtxke0itl82QG/fdnwKxfK1uJ/bxp++/RMbTzlQo/hdkQBd2iASoCrBge3As0BwTi7H+Mf/8x/5VlwQJphuoHwRaHtrEw66Bz/5FJjc0tBafEk+BVZXjPaBhfwg/C1/2XKMmKxSUgLM2LZhOcvWb8VYIA2NIgH8xTn+i6yhAlutbbK6W733FEFppWSGeuHmlkBZbjSHN38j23f4uj2l9Y0UOF7hP77/ASXl80Tn11OXHcqpbUosXPAt11yLaBLP2ViFnak2ViFZlKYHcWj1H/njkh3Ezh1dS/brVlvI+T3iwlyhX5y/RUFFPYHW51mz/AdWrN+Je3w1VSVR2Fzzo0Ion+yuiYp1ovypqsLmtv/GomTUjogLehdx8Jo1JfNiTcV/Yu3tZIbZsHPddyxdvoprbrFUVxRz9dhSFi34C+uOmAntuZ4IZy02rPyRlRuVsQjOoKYmEYsL7sK+Eq6rrJDV2bojaiQXzUzZx3JhsYIAVWZzYtufWfTjH9l5yZfaub//hVuetxp/+L/+b74Rrl+sg0tuicQ5ueAdkU1+nDt7NnzL4h//HQ37Aho76kk0OMm/ffsta/frkV1ZT7z7ddav+JYFy9dw2tyPmsZUzE46UtRQjukZJZl//GbTAdzD49FY/3/zj//zT/wkbNtwTJMkYYD1If//5ZtAgM7JCVBVhv978c+enPRQ7G4ECgOZ9+Jfyy/7f1tjJRYGWthGFCjWFgu+2V6Dfxd882plNWIKZ9ejJVke4qL4tEeITVr7F/Cj8Ht/2XqMuPzZF4Q+EgGSTDLJJPv0Vl9Zgre9C5Uf2CfZ324tTTV4mtlQ+oF9X7cJhDI4iOCUtL/xZZ4mPPVN5W/wSvbZmUSAJJNMsi/GmpqqyM2VT09K9vGsra2GrKzZtRGSzVgbpaXFVFf/rTMZdaSny5/OS/b5mUSAJJNMMskkk0yyr84kAiSZZJJJJplkkn11JhEgySSTTDLJJJPsq7O/mwDVlkRzUiH1sOaSHfUtrdRGWLBk6WK2HNUiSZEHYV5YUymOxuYEpf72ufLWhkzObfxRVj8/Hdenpr4Kf+MzrP75J37csBf7iFza2ptI8rTG0juSYP3jfL/gBw5eD6SmNA2dkxtlq+W///MfWaViQlldI6m+dpg52HJJ+Wdh3098u+8qFYpsmu1NVdjfOItn6qeWwmijvjKWa5t0SRW/tzUSqH+EhcLf892eyxRUVBPppMWm5QtZsHoLN31Saf2spDAaCTY5ILsvO88akl05mzKgoSwT9b3iPfsRbZdcWjqENh1mKktjv+3kddLLW2gpTuLKkS0s+XkpVpF1tDYXoHdQiR83HcYjvoiG0nS0dXSIkqQw/jprb6U43AoVE3/Z54IwK7asW8aC9buweidtfht2Kgv5fqH4ts4ZkppqCLO5xPplP7Fg7Q5MAjOpK8tFY/d3/CTc46suae/k5pLs77D2Bnyu7uOHBd+jYhpL84fKfKHW1pjPrSNrZH71u90a5FbMSmFUZIhvfv7AYiG2WURU0tzWQr7bVb5b8CO71KwpqWuhPMmLIztWsnDVerTc5sj/tDWRaHte5h+/Vz5HQn4FSb4G7FgpxIUVa1B3ihPO10z4HP8/X+q1pbEAxws3cEsooL3lQ/Fvpux71y/Ub5KbFutXLWTTfhXCshtImpHCWPgd3yxYi31SBbWhxvzwk+CbT90gY0bSSIhH0ZZn0Aspl30OuHVIHpv2alJcM8tJ/m4ClB9uiWGImLujBoezShiFJ3Ntx0m8MgrxuKIhS7c+76QwQkMJi8oTGmgjWeFhFNRUk5gajb+FBSZOPuSUz76KVxVni7aPmEujDt9LSlxySsDY0Y3i6gbyQow5ddWCiopirG5q4iZKYShdIkUgPhpKhwlSSEe0Ndfhqn0UY88MGhvF3B5XMDW6gaZnirC/njCttaj5iYG2iQwXLYF8rvnkr8HXCX+j3eWDLP6nQx+Qwtgkk+lwcLEnuaiOslQPLly6Mptr5HOwsmS0ncOFzx+Qwkj2xDRMTACnkMJozkBz03H884txVpNLYcS766Fx1ZOCNE9O7fylFEaIgxo6N8IkKYy/0hpKU9DbvZiFp+zpqM/jprouAenFZAQYoqYt9JVGRdmGFC5tOkW0IpdIS1U+1s5OZJbVUxxnj+plPULMT7PzVjSNQpt0OncAh/R5pEv4X2it1X4cWatFRmkSF5ROEP45Sdz8nVab5oOmi5gnRgigt3aiKgyAZvYFGR7lvGMKja1lGKscITAjCtXVKkSV5mO8/7QQjOdKYXihfubir0hhHJDphHm7WRKeXUVtURRXVE8QnRnIsQ/4/y/bGgg2U2f9v23ESJTCKMv4Rfx7K4XREPLO9ftnJ6B6XoPgnEoKIp25om9LuUybTiCj0XocPeZEcXMal9cfI7CwBMfzahgGpQv7hUFUpC07l/zlA1IYG7gZ9RGlMGYtH5NdqvgmBLFL1YCiukbS3LRRtw6cl4kQfyGFcUgF3VsGnD+uioVXKr+UwijGdu9pnN+Kw7aQ6mGFtrGPTArD/NYVkmVSGD40ianABbJknCw/tj4/kAvnb5BXPyuFEVc6w2LLcDl0FtucWuoyvVG9eBMdjd9BCqO8mNy8INRnpDAaS/CxvM6+zbs5r2VJ5hzJgoIYd65dsaVI0Xg/JwsxPYLyfk1iZ5KRKayhMA7tsxs4ezWCmqJQtqgYUtncTLKjBur2ofiLUhgeohRGAQaqe4hKT+DYjtUs37QHC2c7zhy5SGxZ0zvnlOw/tygHdSFwHGXLNXeZiGFGhBvn9+3h4HEt/JIKaJ7xJWnW/Pn71Shv3sxmTSda22ZyLbWTHeKItq4zMfZn2HEjkgaBAFmeWI52gPT22Mew5ngD1l0JEQaATXicX4112ofLfdlWgZfqRcziZ9/gEgnQOYdkmRSG1r6V2Dpasua0jUCwW4g2PIiOfzYFSX5oHT/Inn3ncYvImBWKbSon3NWEg5uVOa1uTGLxrL+pzAnm2mlDMmVSGL/0/1+2NZAVG/ZBKYyZ+Pc223aqKIUxe/0G/qIUhjpBORUURFiw98xVhRRGAUZq5/DNFohMYTAbTxlS3dpCsv1FNJyiBJKVgr7uNQzUtsgJUGMx3hZCzN68i/NXrcj+uFIY7dSVJ2OhooZdaAGtheFsPW9IWV0TGZ5XUbP0n8cEqASz3QopjFPXiCoqJ9Hpl1IYDVUZ2GtcxsQtRZ69srWO9CgHNI8bk17ZQmGCI5fPOlGRYMSyywGyVOChmsu4FS8e34T3xfVoBRTLnqSVZ7hx6YQdZUKdivIXrrpa3LIWRrl1+RhdUkXHyh3tUxu57pNB8+8ohdGaZMM6FQuyyvLw096Jho/gOFobKMryQWO3NnElzZ/lk8DG2kriHC+g7jibHVS09tZmqivLcb66EUcff9adNaG2pZU010uo2Qbja3ERHe9M4R6UYHh+BxFFbTRUV1BWVkLAzT2om7lzcvM3fLPqCCl1n/o+zA9ryXVm2zYNnMwvCm3pBoVZiahfuoxbbDpJfkaoXrOgtE5BolsbKc7MILusjETbE+hFNMgIU16qBxr7r5NU1kxjVQFX9//AT4u2cmDvSq6HVP7iNyX7661ZGH0raUfI/JSP+nLM50WgnrXWeiFgGupwwziYmpbZvluZHcnZnT+yePEO9h/fjoOjBcvP2culMEz3oeUSi6XuBQx8EsiIE9rhJQ2SS+XBtjXDnU3H9cksy3+rKSZOi5XmBnF1twbhBU20JX7I/88He08K47349zYuvH/9cYK/9dJlo9Ji1q/awMaLBjIpjNwgM45dMaJKIYWxWvDN9a1CWWc1LtqGEmx5kdOa1lirb+SQeQyV0RaCP7EUfIUQm67u4LLf7EDo7yZATaUJ3FLRwMJPYMZi0G/MQHO3KkF5xfjqXkHPPW7eTYHJpDB2WFLSEMfp/1QKIxPjM+oYuUYLnUn43lJNrKMZly4Ykl4rLxNusle4KQJTrQng8MZrZFZlo7tRkQq9IR7VtVfJUPwNsRb7BVYrkIv6HKwvXuGWXQiVohRGdSHOhhc5dvQIKxb8ge1aLlTUf+opp1kCVBt+gw0ansJou4My77Os0wskzccOtRPaJHyOmZCrc3EME6cQOyjwe1cKozY3Cp+UctlnX92NGAdHc2nbWcJLyvDUVOeWb6JMCkPrhj/FOQGc23uVTNnUTBvlyb5oXLEiUJLC+KutJtkDlVPHObB5Kf+6cA0OPkGcv3SFyPwa6jMD2H/p2uyajLIkHKPlshlFLsdR9cglycMaNZXrJM9IyORF45UsOLuGPHT37MCv5N3fk+xvs5ZyLw5tuUluVTqaG48SrPBj88Ia8nHW0kbX3I/S96QwitLDZVNWbVWpXNx7gOj8GFQ2qJFYVYzVsdNYRSRgdPWMTPi5SZTCuHKWoAz5GsD6eCs2nLORyTFUBF9jjaYrOWGuaJzUIjRf8TToQ/5f8dtfts0hQB+If2/t/esvqSAkJp7SmgaS3Q3QMHCcI4WRIH+Y0JCC2uYzRAoDIY/LohRGEhH2Vzh27Bjbf/4Diw/rEeWkxcbL3rLYVOp1hvX6s7qPfzcBCr+xmv/2//5f/LR8Oas3KeOYUEy+oxbfL17Cmm2nCcmq++BxX6QpCJBbaAQqy/6FhVuU2bJILoXxawQow34P/9f/8f+wQKiflUpr0bFyQPnb/86//7iI5cK23VdN0Nu3FW+ZFEY1rme28e2C79h43I5q8TdzPFA6YyOXWhD22xzbjkd+B9luJ/in//N/8KNwDvE8N4PlC7PlUgCffgpMbrMESJQxuHJgEYuFv+X7bUcICA/j1LJ/5H/++UfZ37fjghF5lZ+ROnpDGZaa22V/2/r9JwlILSErzAcPjyRKcyI4tPUH2b6jutYU1zWQa6vBX35axFrlc0Tm1VGbGcypbWtYsvgHtJ3yaRTPKS5AN9XGMjiTktRADq39hm9+3k7UZygC+zlbZZQ5e66709Fch7/JaVatWsyiddtka7bKCqOxvx5AZU0+ageXyO6Rsup14hOiObzov/Ov3y6QbdupbklmciSHxfu4+M8c1g6X1mN9JGtvq8Dy8Hq+X/ANOy94zyPJhg7yfC/xb//tH/lBaENiO7oi+IMEV3f8onLIi3VlzyahfS3+E5dscoWAWkfcjRP8acEC1u27TmZFHbHC4HiD0gKWrF7PaVMvqhtSsTzrQnF9CYanV7NIOOePWw7gEhrHlQ3/xD//4Vt+FrZtPaVNcnHJL/3/vLBZAlQtDGTejX9O5GaE4aAfLFzve/FP7P9W51mvtBilDTtxja2ktbESSwNNbMJnpDAE32xziT/JfPMFouYsZUiyPCifAqst4PK+nxSx6ShRubMvpvzdBKittZmmpia5NTfL5+Lb22gWvje3tM6fpz8yaxeut5W29nZaW+TX29LSIv8ubBen+trb2oQ6mB3xt7e2zNaPYC2tbbQ0z34X66h1Tj21t8nLt8xMXwl1KR7z7u/Ly4l1PHOe2TUQ4j2Rl5n5/ulMrIfZv/1tWxC3CXXy/nV+blOhM/dm5m8T712brB4V91fY1zJTr8J9eFtWdrxYRrheoQ3Mreu2Nnn7EDWZZNffPFs/kv1Gm9PmRVX+Zlk9yvtZfWUxXrbOMi2wNrH+xXsilP1we5u9j3P7h2R/v7Up+s7b/jFP7G17U7SjFuF7ZlAgQclpsvY308be9nlhv6zcTHsV266svSpiobhO6oYJhcK+9/3jTNsUrVmII3If9J7/nyc2Ezff1s/b6xbrQoiZYh8Wyr1//TP3Y6Z+ZOcStsl8rOLcv/TNchOPnen3c+v+7XGCfcRF0JJJJplkn9aamirJzpYrvEsm2ae3NkpKiqiq+lulMGpJTRXfKP3QPsn+q01GgDo7OyWTTLLPyMTO6eLiItlHtpKaJmpauz64T7K/3fLLqrndO/TBtiyZZJ+r/QMSJEj47PDmzRv09fUl+8iWV9FAZcvdD+6T7G+3jIJyHgw/V7ReCRK+DEgESIKEzxASAfo0JhGgT2MSAZLwJUIiQBIkfIaYTwTIwNAM/4QibrfkYTNnu51XOA23e7h39y4Nxak4WxsTUdBCd3cntRkRmBgZ4RGVTPudO7TVFxLoZInBzPFGJiRVNPPgfjedDTmYmRjgHJxKx72HdHV1UZ0djp29DXlNt3nwsJOidB+MDL5UAmSAnXcQtR13hGu7Q0acl+xajMztiM2rpzrDF0Ph+0x5AwNDTB2DqWptJ8Zd2GZkTGxpAw8f3KahIhYLUyNsXMMoa2qn63YLaaHOmMwcb2hLTFG9rF5vN+Vja2WOc1AKzbfF324nIcwNI2NT4ko76b7fSUVSMMbCsRIBkvAlQiJAEiR8hphPBMjGO5bbgy+YflyN/dvtRnhFFvKgrQBrcyPZNlOvdO4/rMHXM5SOR/3kRPrT1PeY4lAPQnJauVuZhJVAdGTHOwVTWlwglPWl+v4QZRH2hGTW01OXqDi/cD6fMAryUghKLmTgUSuB5l8oATI0xiu2gMLEAFxCCuh7UI+/uyPZtZ2IlONBSfAcAmSAvXcUbf3DvJgaI81H2OboSZZQV5HR0dx90keypyuZ9d00pfniGpVFTqq/QIoUx3sm0td/h4TwABofDFIa50lawz268v3xz7/No8ZsvMNzeXCvDE+vKO4+eki8s0SAJHyZkAiQBAmfIeYPAbIio6abB319jPbPIUAGpgSnN/HkSTf11eVE+7rjm9rEwP0S3Kz8qe8ZpiE3UkaAioLdCEhuoP92AXYWcrI0Y9becXQNPqc8xp3Esi6e9HVSVVZEiEAQDMUylk6kVrXSXhyHpfD9S58CC865w5BAgAICY6m/Xc+dh8/eJUAGhnjHlVDT1snT4RE5ARK3G5sTklXN/ZZC3Bw9KO94xL26ZqrKCwjzsMFo5jeE+ipu7+Ju52367lTh42BFQGoB9+600Xb3PqUJ3gTndfLodg7ONsG09T2hINRCIkASvkhIBEiChM8Q84MAGeIcV0Fvezm5Ja08fdyEt5WZfBrL2Iyw3DrqsqMJjC2l924d2dVd7xCg6nhXvGJy6bzTxf37A/R35L1DgKxdfWl4MMh4bz1uto6klDdRnhBERGYjPW0FOFgay56eWLjE0n6/i1gPwy+WABkYmeCfUsDgyAj1WaFYGJtgbu9MVmP/e0+A9DEyMcPUJ5HegcFZAiROizkEUtn5kPK0QBp6R2lKDSU0rZG+zmJcbExk5Yy94rnXe5uE0EjK7/ZTkuRFWt1tmrMiCMnv4E5DNimVd2cJ0KMnFEfYSARIwhcJiQBJkPAZYn4QIFO8YzKprKqh4/5jno/3kxsbhF9gJIEeNngERxPsYY+9ZyIPHrYTm1FJ78N6/D2Cae17TLqfGe4hEQR52BGY2kB7RTwOjl5EhPljbeNI4e0nPH3QRKyjHUZmVviFR+PvZI1HRCGP7lbjHxZFVIg3lnahdPb3kRlo/mUSIIG8OIdk8PDpUzrzU2afopnbkzFDgIzMcPULJ9jTWr7PI/4tATJ18CI6KhR7G09K7zymITuYvNY7lEV4CHVVwaPuSjw8vImIDCIopYSBx20E2LiT09FPW1Ek1Q8HqY7xxi2qku47ZYQkl9PXXYG3ZwS3+3pJcpOmwCR8mZAIkAQJnyHm0xogkQgFptUw1FeNvZkzOU29NKR7EpxYRk/3Xe7cfUh1YTRW1g5ktnTR1dvFvdpc7C0sicquZaCni87btaQE2OIQWMDDezWEJ+Yw+mKasaFeOltbyQj3IC67jr57t7lzr5vC9GCcfOLpuv+Quw/u0VYjEIcvdA2QgbEpSTUDvGKKvjudNJRm4mFv8i4BMrMntfo+7bk+8uPmECATGz/qO+7zsPsO926X4ekgEss0Gtvahbp6QEFaINZe6fT0thLu50NhW7dQVijf04q/ux3B6VV037vD7Z5HFGcEY27lSH5nN3d673K7PB1bE4kASfgyIREgCRI+Q8wvAqSPoZEJpqbGGBiaEJCSS4KPnfDZCFMzM8wEMzYylJczNpF9NzWWT3UZGhnLvpsJx4rTPGb2HqTlZOJsodiuMBMjg9myZqYYGYqLpQ0xMVXsN5af/0udAhOntd5er6mJYsrLQNhuKtSVcG2GxvjEZZAS5Co/xkCoW1OxHuTljIVy4rGmJvJ6Fd8Uk9eNvK6MLR1JLyzA1Vx+TvnvCPdLLCucW36fhLJCPcv/HnkZE8V9kwiQhC8REgGSIOEzxHwjQG/N2ApPPx8heBp/eP9/YqZ2Pnh7235w32+xL30R9K+akTluPj5YWcnX8vy1ZmTthZ+f/Qf3/RaTCJCELxESAZIg4TPEvCVA/8U2bwnQf7FJBEjCl4h/kCBBggQJEiRI+LrwD//w/wcSMWaIpN4QOgAAAABJRU5ErkJggg==" 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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<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">4,785,188</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">por concepto de Pagos a Principal y $</span><span style="font-family:Arial; font-size:8pt">876,923</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">por concepto de Intereses.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
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<img 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NFEE+2psc7OTmn7JBUy0r9ERERERERERJ4xpEJGEtn2zp07z4xJng4l1NfXP3K7aD+9dXV1MTAw8Mhtv3QbHL6srq5+5PZfsjU0NEh/u+T/R20X7clZT08PfX19j9wm2pMzyVQMCc3NzY/cLtqTs/tGZCThsB/1/ulpNcmQkgTJD3nUdtF+emtra5MKmUdt+6WbRDBLKC8vf+T2X7JJ5sZIEOfI/PwmabQlD52P2ibak7ObN29K60RNTc0jt4v25Oy+OTJ/X8gUkZMahNr+5bzz7tu8PuZDvtl4ErurGeTHWTP/1T+zx7WYkkQ/Di+ZwfwjtsTnXmTF737Db597lTdee5kPvp6G1sUQ8goy8Nc9xvyxn/PaG6/xxacLOG4YRHZ+Gm6qy3npzcmcdgyn8OIRXnx5Gmaxj/o+P7GQidJn7H/8P/700hu88cYbfLdJjStWB/jD//yO516Vpc3drcPV1EJSopxZPXscrwppr439lgXKtoSm5hPrvJfxH0/GLEQ4X4AeX7z9HSd80qXnL0rx5diCz/jNqws5FylLu9/cWPSf/8nvnpfl1YffzETX6yr5xRJX4jGY7pnGn56fgLKLLE0ykz8/OxZb3X18/fkHvP7GX3lz9no0vJPIKSwgI8iZ0wt/4K233mLMux+zcoMB3pHZDwdx+yftsQmZaEO+/PV/S/P/tZffY9yyo1yKSifNeiN/emMsOv6y/QojTJn+8h94ZYYKEYUjjs8NRHHe1/zlpZd4c9xcdNzjZE6/Brf/BPZEhExODBb7ZzNrlSJBySVk223nhXeWCPUsBPW13/Pi75/j1dffEO7rFA7aBZETZs/S799g2omLZD8Y1+YntCcqZGLc2DJzDBP22xDvr8F7v32R6ScvkHvFhnlfT2SrlStKc97ljVdf4U//82t+/YfnpXmyWO0S7sen8/9+/Qdefk1WZ7eYRxJus513/vPXPP+KkPbynxkzeS+x8YnYHZjCf/7mT0P77rFLpqQoiyt2ysz87H1eeu53vL/OhIzUOMx2jue/fvtnXhGuI9n3mFsOJYXpBJ49zpSx7/HSX37L59ttyHyM92DQfgohE+e0i1d//VfmHrQjWbLiR0jLCTzNmP/v/+N3701G3T1BupqnIESFt//P/+Fl6fJtoV0JdETph3m88dabvDdmLKs3G+EbLbQrsRZMFfLrD5L289WXeOezuZi7emG++XvefP1Vnv/Dr/mv//kTrwh5PeWQHeH6y3luzDgMHLw4uGaKNE/feP11/vTr/49fvfUdxxyipd+pIESVd//rD3y13oS4ofpeQGyIDctnfCVrgz8bzxJ1J6LSc/BVnslrX8/HJiyfdD97TsyZw6tvvsEH733Ouu1m+MfmUBRjwrd//guf7TlPdsQFNs2YykpNDzL+yXv3UwuZosIojk2T5d8ffvPf/OZPL0jL9VqTcPKSr2J3cCvfffCR0Na/ysTxClh6xhPorMaiL4VjXvoTv/q//8Vf/voGY6cvx9RP1scUXFHng9/8gc9WGxA7lH+XWP/SC3x2xGPo2vdbArYHFvH2b/7IK6++zltv/pXF+zQJy5GtPisI02Pcn//AmIXaRA+ds5D02AusnfONcE9e56+ffM1cRWtCUvIpzE3CS+0Asz7+TOjvX+Wrz5ahahUh9Ql0/3X/9/bjhUxOFAY75vLZvMMEpOdSkBaD5YltHNByJj7Cmnl//RO7B4XM4unMkwuZNS+8zFqzWEqyg1FZOo73FqkSEaDF189/wAZbX7JKMvE+u4p3/jQO09hUQcgs48V/+x0TFIyIOn+IF16a+sSEzDcvvMZp7xFpHkd58aUpwvcakZbmzZZxbzPtsCtpwufMK+fZv3EbOl7xxDjt4fuPJg0Jmc/f+lYuZPKJcdVk+hd/5Y//7zXWmYUOn2/I3Fj+l5fZZBlHSVYAij98wZhl2qRm55N21ZH1E17lt79+lR+O2ZOSK+RzYSZeRnsYP2Exhj6xFJQk42yswFoFLQITglBcMJEPVh0jJDuX1FgHtsz6hIW7zYiWRJl96No/3h6nkBn/4l855SV03hEObJr4FYsUXYgxX88fX/9ELmSy8D29jOffepl3X5qAbvCIyLQXD/H8y9Mx9LuK4ZFtHDHyIPlf/K0P2hMTMvtmMXPloJDZxvNvL5YJmTXfMUfBjLjMErzU5/PpZ8uxdbJmyXevM/UXJmQ2z3iX8ftkQmbMv/2KN8at47yTBXO/msAWq1DZkuGkQE6umMHs/WeJlQQYLMgWhMwPfDLrED5p8nMVFwlCZhsTvpiFVajwOcSAr177I6sNQwUhM48vF53CX+qWXm5p4WhtnMWUrQb4OOuwYtEOXCIEIaMwl+9WqxMi5P3QvslCPVs5k1n7LPBzVGPZkr0Pu9F/DPavC5lUjJe/z3/86RW+mbEL9/gCabpEyHz0q1/x+1e+ZIWyEymFufgcm8Dzzz/HS2OnYuHrz/E53/PB2lOE5+WRHH2ODdM/YclBIf8jLJjx8nMcvCicP9GHgws/YdxmA2IyioS2PxGrPXP5ZvkZgjJk3yHBZAV/efdrDAKHv1fGVVdWjftvvl4u3D+pA7503HZP4FfPvywr6xHyCNupHqz67G3mK7qTITku0Joda7Zh7J8oCJkZvPrVPGz8fDgw5Wve36RCfFEBiWGWrJ40lpUn7UiMMOEbQQA/P2YeZs4ObJw+hRVPgZAZsnhv9v0wjYUnHUiStGGCuPY22srnX8xFwy+KvJIUzI99yQcfb8RNnp8l3qd5/YVv0I+Sf5ZaBu77BLEu9MGffLyYs4P5JwiZdS8+z6d/V8gsZOKCE1xJzCPJ5wRf/nUsB+2Fflzorz2PzeX3r77MB2/PwuSqPJZWui87vnubSQdchH4xl/jQs+zavA0tj1jifZX46tUv2OkYSLbwnS4aCw/Yz03FOvXB6/7v7UcLmbwrdiz/7ltW63qRNfJJWGLxP0LI5IWiueI73pqrhLfqQl5+bxNug41CpgtrX3+ONaYRUiHz9n//Ny98uhFr7S089wSFzOe//QNT1x7m8GEtHP1jyRWEzJ//9A7zd0jSNLDziiTReT+vPPcNBtEPnyPWeQ9jn3+DHzYJ+2+YzUt//FQmZHLjsDw0lw+mLGbjxA94f4oSMQ8ce5+QyRVE38KveWOBKimZmfiZbODDT75l6bypfPnNFtwSMilMi0Jr3TSmbTEk4oEOOzfEmkXjpqFgHSgNDldSkISD4lKmzduHd6ys0frf2pMQMpKKdFZhBh8vPcNVwzXDQibVnS3fvsP7W5VR+Og5fjh4gdTB44X798WfPmDpISsuBCcLlV2e/hPa0yRkkiPMWDj2Cw6paP7ihcyH//7vQh5MZNfeQ0z+h0JmNi+8M551eyR11gT/1Kz7hUy4KRNf/zNLtQMEITODlz+YzAbpvmaC6BcaZWldXcJXX67giL43sdlCfcmUCJmpvDp2Bpv2Sfa1ILxA0kFHYqiwgK+/XcsJI18S8kb4S3mM9i8LmVhjvv7LXxi/eS8LP/+W4zZXpJGyJULmmxdeYMa8ZUxefIzLYZ7s+eojVq4U2jJByBhaWDDvi2nssQ+VjQoXCB3e0UVMW3gEPx+TYSGT4sexJZ/z1TodotOFPPkxQiYrVGjzPuKFKZtxDJV7002wZe5rf+aLXcqsGfs+W7V9yRTSM+2388KLDzxgSqwof0jImJkbMfWTaRy6EEmR5Lvmx2K5dy7TlisR4mvId7/7b55//XPWbDvGkqdcyBRlJWG6dTrjV2kSKm/rM8O0mPraJ5y+lC075lFCJtGOBW89z+c7lVk39l02qftIhd8/K2SShXIx7uWP2W0dKYh3J1aPfZWPtyuz5eNXWXHKQ/pAn+VymFefm4bV4APECAs6M4+3v9qN52D4iIzzLH75BbbZ/XRek3+0kEn3M2fBF5/+00Jm5e9/xxtfz2aR0AlPHD+XA+aX8VKczqsfHsRv6By+7H3rReao+UqFzPdffcWEDyexaPo4fv/clCcmZL78/Z9ZsEcHHR0rPK8mki8Imb/8+UPWnJSkWXIxKJ5wy0289Oev/qaQ+fzlMaw5LOx/YDmvPfe5VMhkR3uzZ+FnLD5pS5DFNl7+8xg0JI3qfce7sfjXv+GtcZK8msyE8fM5ZBVIVmYquus+4NsN6ng7qPDNO++y5Vw0eclhKC6awPzdVsQJTy4eGjtYungRm/ae4LyNMXM/ncVRV6HBkZ47DXfNDUyZsg33CHnB/1/akxEy6Tgdn8+r8w8Tor9qSMjEOx3n63ETOeMRh8vez3nrmzU4JwyeIwkX9YMs/fRzvv1yESctvUmRexj9qexpEjJpMY4s+/4Tth5T+sULmS///GemzFvJzA/H8uqrX/0DITOHVz6ayd4zkjrrwNWMbKmQ+fCPLzFu+iIWTZnB97N3cSk0QRAyM3n983nsV5Hs60ikxMlaST6JV11RWys05EJHO23uTi5GSoTMdN4et5jDqpJ9nYktlDhHyyM+2InTK+cz/p2vmb30IJ4/4VPm37J/Vchc1Z7FC1+sxMnPh4NzP2Lydn0ihDIlFTKvvcWGffsZ//U8ziht5sNP16J7co5UyGga6DHj49mcvBRBgfRcKbicWcPkGbukQSenPv973p8o5PHsuUydugYNu1CpE7p/LGTiOL9/MW/+9jtO+icOfc8o83W8+tF0bIOj0Vk9li8EceUn5G+M8Qqef2HS3xUyunoaTHhvDioBsfKglUmcP7aMSXMP4e+py8Tn/8i0FRuY9tZHjBnz9VMtZAoy4tFc8T3TNpoQLd8nO8WSH17+gEMO8vx6hJCJFvqqNz6ehmVgNAbrx/LpDwfxSZFs+3FC5oO/fsT0OQuYP+1LZq86w6WEXGLP7eGjLyaj6xOL1bbP+GDadjyShLbZahuv/GkxF0oKSQxx5OQmoRwsWoTS+Qhc9o/n/e9OETR0fk82v/Iiy4xiRlzzX7MfLWQKwx1ZNXEMM447k/7ACMDfEzKr//I8sw5Zc+nSJS4HRZCaU0CK5XpefHcVTtJMFSzlPEsF5b3FOk4qZKbO2oDOMaHxeeX3/OaPE5+qV0v5F4/xynMvckza4d5vEiHz8KulZCIuqTDhd//FX159h4/efon/+I//4GtFvweOd2PpH59j3lEbaV75BUWSlltIdqoDP/z+V/zuhTf4cMxr/M9//V/+vNqM4oxo9DfPZNIGHa4KT43J4f7Yqi7niw8nYGhtx9LvprDJzF82IpOfwLljC5i+8BCXE/4175RPRsjEYLpxKl+u1CTMaHBEJknoeBbw2m/+wBvvfci7L/+OX73+FYfsZe/SJVZUmEXilQtobp7DlAXCU2K8fNjzJ7KnScgkhRvww/tfcUJT9xcvZMa9/DYHtS1Y+dUL/Pu/v/W/erU07r1xHNPUZNnn7/HVZmvyMpMf/WpJaoXkpsYSftmApS++whp930e/WpLvm5Mcw1VfXRYI7cdm2+GO+HHZvyZkrnJ6/Fv8129f4v0Px/DSH/+b//52E65X0+VC5gOO6VqweNxrPPfn3/HOOjP81GVCxtTamgVfT2abVQh5knYlL46zB+cxY9kJAi+bMf3FP7Pq9DkU101m7MRtXLiaJbvmPxAykQ4H+f61d1it7iUdcZF9T6HzXfo1f/j1X3jvow94/bnf8J+fzMfQW3jAdNnHc8+/jrLv4L5yGyFkzlqZM+Ozyex2iJCNyORGYbpzJjPWqBLqZ8Skl15kl6ELOya8xP/9v6891UKmODsZq12z+WaZCsHZsn0yg84w4Y2xaPjKR9gfEjIxGK/8nj/9+s+M+fAD3nj+f/h/H85B91KCsO3HCZlxE9Zjcu4Cnl4+RCRkCeI1Hsut03nxN3/i7Q8+4O0Xf8t/vDsJZddY4aH/JK89PwGThGJyMxK44qrF8i/eYL6iN0EaS3jzi624D9bJJCvmvPwCe50HX3X96/bj58gUpeFyeiUffb8e26BwogIvcnT5FJYetCA6y5+jY1/n3a1WBDpZsfDz2eww9CKjZMSrpRHnyss4z4IX32X2bnNC4oMx3T6NN18Q1FyWbI7M1FnbcPdxYu3Yl/ntHyb8rELmhRe+R903nvh4ifvtTPLzo9FY9D4fL9MmQEgLPq/CnO+mc9QpiuhHzJE55h6OwbrP+XzOIdyj00lPT+fc9rd4+f3deN7n8nrEq6WhtCI8j0/i9Y9XYhMuO9b91BShgZmLY042V51VmD1hBkctPYiK90Vlxxe8/sVszl6JwmTjHN4eu4HzV8Lxd9Fm0fufsl7JiWRJpR46/z9vj1PIfP/8y+w7F0+ot/C0MW0mmw19ibPcIAiZjzllZMPK775gmZI9UcnpxF/1Fhqh15i53ZTowmIuq03lvXc2YO/hg/a26Xy78DB+sSPm0PwE9kSETEkqFzU3M/bLZZi4BmGybgbvfn2SwAyZkJm2XoPLV+OxOL2MsVN34+FlNwqEzLuoXQhDd/Nk/vT/e+0fCJn5vD95B/YhsjqbnJEz/GrpSiGxdvv58K9fouQRKQiZuYydvQ/HK7J9U7LyyYjxYd/sz1ixxZRAD11mvf4Kq3S8BCEzWxA9x4TOWbZvanYhaWEX2CE8ra7bbUWwhyZTXn2NTWdH1t/HY/97IVMs/f3vv/Ilip7x0vYk2O4Uk9/7nL22AaQESITMR2i6haAmlLXf/5832HYughC5kLEIjsBwzQzeGrsFl7Bw/BzV+eG9z9is5kpKzOAcmWLSQ+xYP0kyx82B5Dzh4fZvCpmvOG1gwdKvn2PcRi38wiShBYT8TUgizEGZCR98wTYLf9KE7xnuYcbizz5grZoLKfmRnJz1Ll+v0ydQ2D/I9gSTv5rB6Utxw3NkQq+ivWQyr322g0sxUXjbKjNnzFfs0LtEWrSJIGRe4rhLHNaH5/HCv7/0dM+RKckR+pljTHhrInsN3IiIv8zxKW/z2URFAuUTte8XMsUke2gx9eMv2GzqS2paOpFeZ1n2xXusVHYkuciDdS88x4c7rWX5LVhSerZM8Em/w/2vlmRpxaT6GjP/iy9Yq+VGfGo60f5OrP/mbRYcFOppfgy6yz7mwyWa+MeHccnuEN988go/qF2Wzkma+8rHLDliQ2h8IPprv+Wt19dz6cE3O/+C/XghI7V0LpgdZ/KE7xg3cTqrTppzJU7+nstfhxXjxjFu3FSW77OSPk2WlAShOGceSq7JI84hmPCUlOZ9jkMLFgj7j2PhwqOc98uQxgoJsD7Ozr3q0uODhKfxmbO34yo918P2kwqZRAc2z1mA5ZURaUHGTJv0vfQ7SmzeLk2CEnKFJ/9YVPcsk6XPWckREw/ScwpIvqzD1lU7cJW8doo4z/rFWzDw9UV57Xz2G0kmNsvOW+CjzoTZi9DyTB2+VkkAJ2bNQ8UtZURakiDyZrPypGQClTztitDJz54mH1LMFRpQY1YIhV7yXb6ftI2TFldIl+yXFoHL0f1M/O47Jk2ah6K6D/GD7yj/BXtsQiZRMqF5MK9nsl7RmuiMPLI8TjNj4TLUDI3YvFYBK/842bB2bgpuWluZveUUXlE5wjmCOLZ+gvT4mUvWY+0X9pPPk3kyQkawRH/Mdi5lsvBbvvt+nWz4PScaG8WtTJPmzzgmz9qFZahQVuK9OLp1ITtNg8j9CRuGB+2JCpmkAGn92qbrQUq4LZvmLcMmrIRYQVhs/GEBqhdjZI1uegRmJ/awT89dNrG7MJdAk53yMiSzVVo+xHmos339Xi7GSM4fhv6KH5iv5IiX/vb79t1kHCJszxIEzBmWzZalrTygRWJOCq6aW+7bd6dVlLBvOr4uJ1k8U5a24YQRSY/6PT+x/e+FTCZeeruZu/YMEdLXaEJaoh9KO5ewWNGexGBzNi9YxbnwHAKtT7Fs2laso1KItt3PvDU7cZO0a2nhOB/ay/hvv2Xy5AUoa/mSIGlXkt3YM282BkGS66TgriUcs1WLyBThYSI3jYs6+9l84iyR8hGFVJcTzFq2BnV9XTbI82/Ipi1g1doVzF97lEtx8kCNwnWNj63hh/2GRKTkk5sdhpLCEtn+89ZKXyVn5+Zx1XIPCzYewCNOOCYlDId9u/hG2Gfq1MWo6PmTJLl+kgs75s3DJLiERH9rdi+dx4lzQWT/k/XnsQmZlCvoHtrFYTMf0gfFVW668Nt0WDtzpvQ3r99kTFDSiGOEfmHhnM04JEo+C/2C3WlWrpU9PEtfraVHCnVlLfP36nI1yQ/lmVPuy/NFx61Jyhqc45XKJf3DbD8kPCSmycuJcM4wFy3Wrd2Lw9UkWXyqrDjszmxkroIa/nG5FBfHo75vufycs1kgfEfvxCyKi/JJdLMUysc86bbFixVxC/1pHzL/SSHzdNlPKmRE+1H22ITMM2BPTMg8hfZEhYxof9f+5cm+ov0k9tiEjGj/tIlCRrR/ykQhIwqZR20X7cmZKGSeDhOFzNNjopAR7Z8yUciIQuZR20V7ciYKmafDRCHz9Nh9QkbSQUkqyLNikngjEiT/P2q7aD+9ScqIhEdt+6Vbf3//qP3tYl17emw018GnyQbrhKRdeNR20Z6cDdYJqZCR/iUiIiIiIiIi8owhChkRERERERGRZxZRyIiIiIiIiIg8szw+IdPTTp6PFkuWLOGUTRC3muXpo52eZnJjA7kcXkKnPOlv00ZhWChBftlIsm9goI9058PSPF1y1IT46w3SvToarhFo40hBaQ7WGvuk222SmuhpqMTbaLdsf4ktW45ZTK1wRCfXI/wIjM6mqQdaalJwVxfukfRsMgZ6OsgMNMM7u0meIiIiIiIi8vTx2IRMa3Uop6fv4HywDyoblXCIvUGXfNuoRhAjbU111DZ0IJtC+rfooTLDjqUvfsceg6vUCCm9N33YscmU6PxU3PV3o3zWn6pWuJdhz/4DFnha66J40obIYCNWfK9DVm8ntbeukZ+fT360ObP/ug5/iXJpL+OCsTEOwXm0D2Ry/KOPmDjTlELZhaW0FTqy4PNv0LxaLU8RERERERF5+nhsQqYmxYz1By9TTwtxpkoYeifTLPSho4nOe/k4mJ/hQnINA/SSa7mKXRdzibhgir5tFBWxNsyY9CXvjh3HCpMrtHTLDxToainF44w+9rZnMZMLmb5Kb3bvsie1JJegs4bY+iZQLxyTYLocRc9kXC2MsfXPp5Mqzq9ZwIVy2bno6yDaeAUqATeE7wHNxRGYmBkQWVpB4ElTAosvojhCyPS25mK0ei07D68XhYyIiIiIyFPNYxMyd/2PM9kwRfp3gftelByv0vCP36X8suiuJ9rdFiv3GBraCtDbfJDo27WEu5qgp6HHtk37Ubd2xsPFliNbZuCSPULJSGkg7pzVkJDprynkgo0Gm35YyT5FI67m3aajtx6nTVu5UpKPkbkuNrEyHwchJ8egmyT9k9ZiT/YdMiezqkX41Et5bAB2ls6Udsi211X4ojQoZLpribI8xolLmYSYiEJGREREROTp5rEJmXtRWiw6HU47XaSdO4qm0Jk3PdhPjwIac0LRt7Un8MJxtpsJyqJLLmROKDJ33Ro27jzAsWPHOGNgTUJZm/yoQe4XMnW+u5l0OpoWuqm8aoyCthMlWQ4sWmDLrcZr2JobYHP1uiBVWri0czzW+ZJztBBndhol2wBqO/oEoVJHuIsxWpbx0nk3EkYKmfaCCyyevpS9ikpsnv8Zi5VdKagabQpURERERORZ4bEJmYYbF9gzT5Os6hs4HVDELDiH9r8/KeSXSVshlsaGHJy7BOvsu8NCRl2HLRsOcj7hNm0NRQScMyJV5kR1BPcLmQb/fXx3IgzJ9NvqWAs2qprjpzGDta6V0HuXQBNNdC0iqK2OYf+4nYRLdFHHNeyVjXCLLJHOUeqsLsFJfzv2qcOzr0cKmc67eQR4uUpfaR1a9S1rdPy4UTcKFaiIiIiIyDPBYxMyfW2VeB9bwvtjP2b+dgOSKv7R5NZfKt1kXDjOxLVK5NW0DgsZ6zAK/fWZPGUiX4wfz3ItH+rkr3qGuV/I9DXcQHn5W3w+bhxjF2zB+mo0rpt/4Gy+RGj00JThw57lM/ls7DtsNcpC6rz5bjKKOmb4ZVYxIPyrL4vD7MhhYka8Mbrv1ZKc/q4W8dWSiIiIiMhTz2MTMkimt3a20djYSEt7F30yT8Kjkr6eDiEPOumXulMW8qW7i67uXgb6umlpbqKxqYnWLpnb6/uR79sl7CtP6WprlOZpY0s73X19dLe30T2oEPt7aW9tlm5v75EfIaR1dHXRI78BA8Lnro5Oekfcj4H+HjpbhXsk/yxjgJ6udjpH7igiIiIiIvKU8RiFjIiIiIiIiIjI40UUMiIiIiIiIiLPLKKQEREREREREXlmEYWMiIiIiIiIyDPLYxYyA/T19tLb2zc0WVXkRzLQT3dnO+3tgnV209cvy8H+3i5pWmdXD/IkBoR9e7u76e/vo7urQ7q9+77Z1cJ2Yf8+6WRjGf29PUP3RRLDqaerd2hVWX9Pp+y67R2yScny9CdHPz0dwu+Tf5JOUO6U/a6OHlnqfWndj5oo/WwxILl3g/e7vYveEfdK2EpfTxcdg/ekV54HfT10dsiO6RTyRXYOWZ5IraODbqH+DZaJoTShbEiO7ZIf294hlB3pCYUy1yW7992jbJK3JO+G8kOoK/dl/xAPlMsfkf+Dk+wHGapbncI9lm8brNPtHbJJ+ZLzdgx+F8E6uobrv8gTRqgTPd2ye9Ylb3tGC5J+pXuwHI7og+5HUifk7YfAQ+2yJP9Gtj+C3d83CbsMlf9OofzL27be7qG0bqG9G1nXJNYhqT8jvs9jFDIDdLYU43ZCBX2zSCShCkV+PI1lQWyd+C6ffTaWd+ZsxT2hnJ6eJiLOLOetDz5g1nplIq+1S1caNVZEorPrFOFRvuxeOo2PPniDraa5yNzrddN4OwLl8YfxuC5ZxC3Q30CMrSEW7tHUdbeSHWzCvqHl173Eas7gg7GfCNeezm7VQG5L058Undy75sn2Nw+TKPnY18n1K5asnPMtn372Ed8fdaWmtYvyyPNsXPCdNO3z3TZUP+hL8JligNrCcA7Nfon3PvlMyPd9BFcN+/npbbuBw6nlTPhyLJ988y0r9QJobGunwEebuVPHMfarL5mv5k1lbhRnts0Qjv+MTz94lRde+x5Nt0B0d8+Wpn324Wv85flP0Yqu5nqQAcsmvslHn37GxGm65An3vTU/mMMrp/PhB2+yTidFtnx/NDDQy7V4G9aMf0/Ip094c+FhEkob5RsH6aCqyJWt75wiVfKxr4MiPwMWTP+GsV9+xqzTl6jMj0dDYdZQXj//8lfox9VJj5bS3YCP0gI+Eur0e9NXYByYKzTOjVzVXiWkfcr7Uxaj4ZlOZYQZP0z7ls8+/YR3XnmRjxccI7qsXX4SkSdHPx3lCehsncP7H7zNklMB3O0YPWKmusiLzRPGSOvEO/MUuJx2+4HVx53UlPqi8No+YiUf+yXtsj0bfpC1y1/stqWyNB+rI/NldeKjN/jj/7zO8dARLj2EPi3BbAsfCuX/g0nzOOWaSFt7MynWe/j8q8/5aMIMDthFczPRlY2LJgjnEerJGy/x9viNeOcPt5GPTcj0dtUQ66TO2i8XcmI0CZnOKlKS0okPccfjciAJaWmE+bgSkFJKe3cvtzODcHV1xTUkgYr6DmgvJ+JqPJEBvsRkVDLYXJWHmaAaeF34q4Mc1yPsN/Xjzi0/tn97jKR7t/A6o4qhWwKNQr26HnyaPRqXcJc4xDMPp+ZeFHu/2kV4ex9Nt7O5pLmTSS+twUUuZHprsrE2NMIzoYTrSZ6cWjKL+YNCpusalit34Fgsi6z9ZOnhXmEk1odX8NXzu2VCpqWQs5omeMSW0j1Qgf7Cb7GPzcXW2JCLsRXCEXVcMT5MSKn0BM8mAz1cj3RG46gFBY/or1qvRaJ7IYhbDZ20VqViemAlLtEJaJ4wISTvLq316eitXYD3iDy4FXKYrdsuUyn/LKEm6hQb1ntQ1ltHlKU+Bvah3BuMf9ZXQ7itDpp6QVTdi+PAV9sJHSV950BPJ8n+ZthKw3u0Eq+/lG3nc2UbpXRzNzcU832L+eaNY1Ih0307Fi11c8ILaujurMTf9Azy6CBSqsKPsnGjF4PhzqTcdGfZCjvuCLU821MLFb3z5MacZfmeS9QLJflOVgAenv5UyAPO97bcIcDoIHp2afwctXHU099Khp8pSkdcKbuXzpkZu/C4KQnzMjooDjFGJ+SG8Fc7mfa72WN5lcbOQSXTQ821OOxOrOWL326WCpnemhxpu+wRVyltl0OMjyA9XE5dgjabhPJ/Tf5Zyt0AVi01Edqpbkqj7VBX1CQh5gIb9zlws6OLuhuxeDk7UigXEAO9HcTb7kJRO5p7siQpj03I9LRXk3klCE9LSyxGk5CpDkdh9gaOq57i4PalrN2siI7yFhbsOEteUQwaO3dzTP0Ya1cfxSm0mK6bF5g1diWndU25dLVwKGzAME2k2hih6RzFvQR9phwIFJrabnIvaqF73o+7bRCpvQLT8AzOSUIUhF6ThijwUJiATUGvUNiKycsLQnfeabzkQqY+LwJrazNS7tST7x9N+g2vYYd45ZdZOms1+4+cQEnHFJ+skcXlcSMoekEEFt0N5viY4zIh011L+lVPjFXVOK2kjY2dLykpwRhrbuOMuilqSkroB5dIj35m6Wkl0X4/k6dt5qTwe5Sco2nqeHSE1ebbiUKHqkJIyQ3i/d0wVFHhzGk9zl8IoXxQeAjiT1dhA4EjOlZaSzDevRGfsj5oKMZacQdLV+xGUbiedqBw55vLcbXWx9S/SGiEWvDZNQGLPPmxo4pawk+fQjW4SP5ZQgelMSkU1wVxdIyiVMhUJdqjpn0MbVU9zpxRG4pxJqWlGH2F9fiNVJESmvNxMjZBU0kFTQ0z/BKKhCfPFWw0cMZcct9NHIi5NixZqvP80VBSJ3PEoI7IE6SznvALWpxyyBBapjZCT/6ATly9fONoopEkM13ULybQMuifTMiRm+lZFN4M4uSYw1IhU58fJG2XVQbb5ZARkqWtDNvju3DJeiD/Wq/hY2eDttJp1FVN8AzLIMV1Pzv1LTFXPoOSniWBucMjOJ13E1DZe4D4B/y0PjYhI6OO6NEoZBadIqKyluzLuhw44cntu7EcVjAhoSSTy1YabF86j+/en8Jh6xjqb1xg0Uwt8h/y6iuhjaJwVwyO2ZNS3kRHpBIfq8VJt1wPUEXN1p2bzUXoTT0gPA3+7aCRUITFkJDpoCDIDQudS1T2yrbe59m3uZLo4Mu4e3ri5nwOS8fzZD9JLSMlhVODQqa+BFc7Cwysnbnk6Y7p6QM4e3mzf8N0jhk4CWmeqBxZjnTw6lmlX3i6KYrD4+JFLgq/x9boOHZJj2owi7DacBjHwFJa7mVz1sIci/MX8HBzwEz79NCIwHXvnSxRChga3ZNQFnCUpScu0iwZG+5qoiQ1jIseHtL8szQ4il/yNWzOamEUJhtDiFAag3q89M9RRB1JzhboqnhR0igJ6PEg8RyTC5nyCFM2rFuGpqUrF91cUVHeQZRcuNy4vJ/FJ73vy38pxd5sO2Uh1K1LOJqpY+l+BR/VKYxbpy6tbzamaujZuyBUdeHRc4Bg3ZkcdSwQHltEfhbaawh0UOawp0zUJul9z4ng0TZJooW8IAcMTjqRebtlaC7MMOmclguZqgwv9knaZUN5u3x0xVC7fDNci42n7KlsfqA03whl/2kzaZ1wsTbAws4NT4N1TF51CEd3D85bG6JtZky+fFZEmtV8Nplm8WD0P1HI/NRIhMxGE3Lr68kOMuGUTjiNtTIhE+OtypQZKvjnRWKxS0F4Agun5voFlq48zx354UP0d1ESYsK+zdpEXW+Seu/tLbJh4RYPIS/bSXPSxcjpCtWJRny5z5+O1jJcLYyxDSgQtHI1Dmt/wKVMfq6RQqbtLpfPa6JyUTIrQsZDIQp6eugRGlJJ3CVH81NczHp4nOjxMixk2oqvoK5vSFhxEwNCk55is50Z+zXQUTtIRGmXdCJyksl8jvg/46EU+vulE+Mlc57u+B5gjU2WLH0QoQydmLseq4gKWoQb15x1kSO61qTfaqO/o4ZgywMc9JK0Gjc4t/QwDrkjS1QFzptOYpNQOtwQ9fXRK1xTkn85Nis4cCEdL1sjzD1zhEaiGpf183EYMSz8i6erhhg7dY4csxMa7Pa/4Yn8fiGjrKNPVlUPfZ0tBBmsQDdSIj7LOb/6OOfSK6RHjKTKS4EfTDKFetdPZ1EAe7Qs0d/1GQqOhUjG35ry/NAyMSK+rEPQMWkofrmfKMnNFvl56G4k9pIhZ6wSaaUe332rMU9/cO7UL5i+NnJ9DdivYEDcjWYePdf5fiGjrX6IyBuydjlR0i4HSNrlO/gcUcMyIIuOByYM14QoMU/zilD+hda9Ml5o63U5tXsmOy3CaO4ZoLUimbPGivjmSWbs5aLx1U4Cmx4erRaFzE/N3xEy0V7H+WKfG9dSAzi2fB4bDUOpvvZoIVMVrcm8L48RUFzCtWvXqKhuprszAaVx67ALD8NorxIWlzMJPPM1KtGS4Zx64m11UFK0Jz7cnJXfaDLcFQ4LmeZb2dieWUNA6XCBuk/IXPdn2WlLUrILKEgN56KLOXEjX1E8EUaMyNzLREtZCT3PCAqEfDA98B36HtFYWBtj5Z8kzRsXxck4ZEsPfDbpbiXJU4vdVsHS35N64Ti64TX0drVQX9VM+51wjkzfiq5/LMXC9huVt2ksiebQISWsrySQl52C/tF52CYKHem9SHbvMiP93oh3+bXxHD9kSsyNOmkDQ10JNjYGmPrESa8XbbOLc1mNpLoYonTUiqhwa1Z9rSI0UaODgb5OUs8fZc1SXcLl9e1mXTu9wn2pv9skFRkyhoUMtxJRMrbAKzKDorwszp1ZhHexkF4dw8G9ZiTeGuzw+mirb6SppZO+jLN8vUqbBEmeX9LlsI4RuSEWTFFylV4zyd8SY+uz0vkAA6V2/LDBTZCUIj8fHRSHn0NpqzZB4c5sm6REWP0omTgmUB58moXjFQmW14nKmhZ6e9uou9kwYpRwWMhQk4+5ldAuByRL93eWtMs5QnpDJtqnTQnIvCUPgyMIeUlongahjuVfYOJyZWIk5T/4PIpqJ4kOdGTBGTtyCopIj/DA3OQ0yZIVJ5UeLFplS5X0HPfzmIWMZFgqiMCA3EfM/fiF0pSNpYkfFS0tlKX54eyVTVtzPvaWfhTcS0B7/nzmb9vGgQMHsHCKpbYyGm29MEGG3E+i9RrmS/aV206LUOpauykP0pZ+PmBwgWsNDUQb6xF2R/7UVp2FhcpO6XbLBPmMQSm3CFS7QILQKLdU5eJ3zoWiEf1cS3USLqf9GdQrJb4nWblkPsu37OdS1sjzPClKcN7pKMgvGbcTnTi6RZ4PbvnStNZrEWgekuWRWtCDkxGePVpu52J9XPYbd1kK4rejh5rSGC4aXCU92YXj24bLwqrdigQWtFARYcrOdULakpWc9JXPE7oZx2mXCKpbRgzh3klGxz2UihFRSe9l+nB6p+x8p/3kQy+1+dhp7pGmGUWMni60r6sVX43h/JXYQdcsqouvYqJgLZTGQQpx2OkyNFmxKdeHw9tXsHDJCsxj5Y9qtxNRdwvjduPg4HcDMea2OPskS6PWR5suk11jjzpBebLx8opAFWna2sNaRF2XrRUbEBr4wbIu8jPSVIGv+RHp/VH3KaBzFA2QRZksHaoPEtttHUVNTTL6C3UYngp/nQs77RksqZJ2WeOgrF1WD5b3KNW5WHkGkXN7sNNpI8vTjXOWIdIJu/muCrJrbD2Kc5JsjWxtjBlLFy9gxY6j+ObK+6CSy+x0TJH9/QCPWciIiIiIPJs03Ssj6IKfNPL8/55u8qMiScgSOkF5iojIs0p3Rw2XrVwfOSry4+mlLCOF6Ojkn8zFgyhkRERERB5BV1cjN2/+q0uGeqitraGpafS8khD55dLX10JZ2b86WttHY2OdUC9+uqXsopAREREREREReWYRhYyIiIiIiIjIM4soZERERERERESeWR6bkOntvEechzXW1oL5xkrdq486etsoL8ol73rtkM+WH0tfdy3xl+T55xNNZb2QfwMD1OVflaZ5hadRI3/t3t1eTW5sIndrbhETdFG6PfZGB33t9WSGucnOITEbGyKuSaZX9VBdnE1uyS06+qCzpZzUoNwhN+jV2X6cPyc5xonAqJKfYcVZNSkXk4dcUHdWFRBwyUH6Gy6m3ZWnSqgj0zuZWz2yRX3PMl2Nd4i7LL9P1sFcax3pkK2LytQgnO2EbeedCZF7h+q4lYnXBXusz53HL1vy3lriSj+Ki+cl9/ocXhn3T8mTrCgIK5bczV5qryfj4yS7nlP8SEf6DeQGpVLWMprq6wDt9TcId5Pnf1AaTR2PqrFVJF9MHZ7823Ad/0vO2NqdR+IAu7uhkpgAF/k9tMbO2Y2UyofnxvS21lCQm0ZZnWxlWX1esOwY9wAyb8pq291UWT22tr5AWEq5PG6ayBOns57saB/pvQjJrvobvlR+mfR0VBE72IdfjuPOI51E1pB2Ueh75J8kDlUjAtylxyRW9kjLemroBXlZtsbmnD3RpQ+X5v6uFkpz4ym4J2t3Wq9HY3fOBmsXT+Kvy3qm6pwAHCVtoNAvBUQW39cvPTYhcz1UkyWbD2JsrM2enZsx9cui/dFe13+5dNzB75wJ5u4ZD3v5/AeUR+iweNMBIf902Lt7C8Y+6bS0l2CzYhXbFRXZv10J97hK6UqI2gJPTu3Txd/DhiO7jqKiuJF1Gy9S2lZLarCDcA5jjFW38tmfJ3FWsu66S/heFkbY+qbR3FeG/Y4VLBlyiNfKlZNLWHtCUzjOBp+rhdJlo0+OKqIsDzH5xb0yPzJd9wh3MkdZVQMD49Ns2LKHhFuSDbUku6oy47nNhDzznW4/VblXUNn4A0e0hHtlfJmiEb+pvTySE8f3o6apg5bWUXYf0yS74iZ+lvooaWqjq3uSHfsVictMQ0/9ECdPa2BoqMxmhYMkDTooainAav3XLD9fSnddCfbGRzhwQkW4lgrr1m8mUuq/rZEsX30WvrYR9/LR4xd/oLeT+IuKrN91TMgPTbZuWod93IOene5w1WAXU944LvMjQz3p1lrsOHAGzRNrhXsSTkV9OeHe56T1zUh5NZ++sQKPsgca7f4uboSbs3nzHrxzhJrVlIPhAaHOGutz4thuVM56c7ulGd+dk1hzRlIWzhOUUPqTre4Q+WcQHgzSfVDdspvjirtYt9qCzOZHdea/TIpD1Fm25ZBQBrXYrbAJ84C8B5afVxN37iST/7hV5keGFgo8LTi45wRqiuvZsN2HGy33SAw4L60Txiqb+PT5GZwrebg012S5sWvVCqwThHanpZhzSkqcNjTgzOkDHNO25XpDK6FKy1l3QkM4lw3eoQX39UuPTcg0VmSRKvW13UuZvyo7Tf2paX32n5z/KQaFjI0Txma+FNW10XwnC1/hc9GdIpx8zqG/bBlzFq1Cye++UFo038wiuUziVKuXiiAt9pj6cLPIlXU/mFDSXke4iTbGrlHUCeIw22UH+62uctFMHzOXZJrb89GatQG/EV4Ir3kqsEcrQjrq0lGZgKnQcAZkXyPC0JSzDmdQGBQyTakoT9+DR+WTlS8y2sj2uojLBVVWvX5IJmQeCBpptHgenhUdlIQFcOG8Kmvf2UPosy5k+jvJ8zXj+L7zXH/EQEBP4y3Si8tp7eqls64YB7UtnLsSOSJoZCaGGzbgX1RNbsl1alu76e9pxPvMD2hHSu54C6m26uxc8KkgZG7Q19FAyfVi+ShpJ1GaszkccIfyxDDcbFTY/MU+Lo0mIdPfS9WNbPLuSFZR9FDktIM1VjK5IqOFdFdnnC+psfrtkzIh05qH2XEtLsTeoPleHGeW7CdmhNPXHOs5HLK6/tBoZkdDIdYbZjJP4ZhUyNSFn2G5RqRwF/ppqynj2rUbtFTFsPez7YQ+6/r8Wae3mRQfU85oBVHdXor1qq04Skc0RwcNFZmkSSOYCn34ZWV2mAVT3z44JNVOQYA3rs6qrHxlt0zIdJThpq+HtVcmbe05qM3aRPCIZqT4wkb26icKj0sPMFCN0+Z5LNy4WSpkGhJNWafqQ72kvWu6w/XCQuqr0lCZtRf3G8OxyEby2ISMjAH6eyvxOaHHuZA8RlEEdBmDQsbcBAUFE+HpuIna6xGYHFQm6XoyysuOYh2aSkaCPceXWHP9IbfokvwTnryVDTjnn0VDtAqfK0fRJ6SXXFZD45wHt1r6CTy1Go/0XEzN9bCJrhC29hFw9GMM5W3xQG0yZw7oEH5D5nbvXkY4Dna2FDT20lbXyO1yn2HPvsWXmLt6ITPf+4Ax383mhFcBD3iVfoxIPD620N4dz8lBz759XdRfD+P0ytmMfW8+Dmm3pIHLulvbaOtIRePL41x91oVMdwtxdtt5/7Nv+GbMGN7daiZ7lfgQ/VQV+qK5xpyctjZqiwI5NHciX361Dresu7QNiaB+OhqjOTNVneSOXurSL3DK2JFg/SWsvC/uQD+9XUIefn+SyPZeetrbaWvLxHiWMj6jSMgMI9ScnhLs157B5b4QD5L8bKa9J3rYs29lFHu1LIgoqqNbeLBwPjoBlwLpzvTfvcK2NVoUPvjwPtBHuv129uo5Y2R4Ripk0k1nsl1dg/mS+z5jPWcjy+jPsefL+fOYLaSNmboCgyvXn2AdFBmio5ZgpzMcvZgvlIA+4rQmoRQ62uqFpA+qwOuILvZhBQwFvxZypKullfauRJQHPfvey0Lb2BCXxFvCUb14H/oY8wzpzvTXxHFipzbxtx8YjRHqRPml3WzQ8+e8wV6pkMl32sxBLUWWfPQxY8b/wBm/QvqLvViwZhEz3hf6pW9ncvRS/n1hRB6fkBnop72+EG89TYzMw6gajU8XjxAy1SUh6O+SC5mDJkRcr6HpThImCoeJGRnHQci/joZifI00MTAO4XaH0N/Fq/OVYoTwzNhPka86mnae3K4KYfs4XQrqCoXrCEImqlzY2oPfoU8xlvqY7yHL6QS7DS9wVxK3pa+RBPez6GmHDr3rfyjWUnU1Vf2CqLibh6edGkHXnvRI2nCIgr7KOBRPquCQVEnPwF2sN36Nbtzgi7octH4JQkZCVxetDQ3Cs78s1tJhnwfiQvQ0U1HgyfGZJ4gWyknftSC2H9SSjsK0NwoidsccrNOEfOht5fa1AJSn7yX4nrBffS5mSqfQtLmMn8ZcZmtc4bYkVklfO/fKwtBauB+PopGvPwoxHY1Cpr+H5nsZOBxVwsIzSxrP6mFGhCi4Gc0BTQvCC2sFIVOD4+HJXJBWoE5itFew0fbhiJvdRbbMnHUav2AXTh7ZgVnoNaJ0JjF2va10PlhViiv6Jrqk3xWe+KqqpE7HWkujcXCwJL5ylI1mPw0IQibEWZVjbnmCjOklRn0qp8NGUb0QREZ7XQGe2uoYn43k3iPfqo0IUVCdja6xES4JNwUh043ngU+xlMbJ6SbN9gAKJt40SCZljqCn1J0fZh3DLyoQnSMrUfHKI+7sar5ars71jh4aiiOx1NtP2A3hOEm/1NdH570CvM+pEFAyfK7HJmS6qnNxVVVF2yKQitHqC2qkkFmtSfjNeioSLdg19x8LmR6hALmpqaJl6ke5PP96715iwxx9ClpqCDUUBKJrNMUe25luniOUldv4mulh6phIU0s2qtM3ESgZgOkpw/WkAS6hhdL5ND31ZVwwO4Rx1PBE0PuETFM54dlldPbIhIyLpTKeuU96quGwkOm8HoaKli4BeXWCQBsg3mIFG5wGJdcvRMgInWh1Wbb8VaxMyGx2kD/eS+iuJcf3PEe2qBBdLRvWbMv14oC6OQnlzdJXRf4mmzl8MZ3iq+4oK6jgWyQbwO28m4uj9h5WrVrFgm9e563pm7mQfIvyBD+09qngmnTzgQmMo1DICA8NTaUJ2J5SxdQtnuq/OQ1ihJBpL8DiqAbOUddpuhuF4sKDxEreOnTloLdSk4DSh/0B1yXasHH9GpYvmMmXn33EEhV3wkyWs8Ze5uC9PtsHbRNDkrLyCMyUhd2QCBnLs4ZCOzEanwR/ZvpaSPU15Yyav/AQWIL5su04Xxs9r5Y6q7JxUVFB1yqYR8xZlzNCyHSW466nw1mPdFpaMoSHqS1ckbwJ6rmG/UE93CXTAyT7jaAx0539ChtYseQHvvvsHWYeOou/5W42WkbQ3jNAS1kCZw1PEJBUSEROGR3dMiHjZnkKj+zhfumxCZkUywV8+Np0FJSVURbMPCCLtq5R9m5pUMjY+2K5cz0bjhzh6LH9bF//j4VM5rmlfPDXaUP5Z+aXTlPrNRw3rGTVnt3s2CoIjKQSvA9OwzBd0vK2UxZiz6HtuzmwZynrd11GOie2Jh0NbVN8025LhUBjRTKWJ3YSLgtpIeU+IVOTi6b6AU4pnkJFEKI23lf4G68lHyMjgka23MLD9BQ7DuzhlJAP244dka+8kvALETJ9XRRG2LPrgIL0Xmvp6+Cf3yR0kLlEeWVwLdORNV9+wwKFg7Lt5g6kZOdxTusgCocPclK4V7tOqxB85RL7Z3zHrDUKnBT2UzcwJ3Ior6DSdZ301VLbrWTUV4xnyvyNHBX2U9HQJiB/sIEefUKmr7sVX6UpfDF2AXuF/JDksXVEKS3VeUReTGM4J0YIGRrJc9Bls8Ihju5awn4VQQBJkm9eYfNRKzLvDOZnKyXRiaRl35I+SEhor0zlrIns1RK3kzitKbumovIJrH3CqLqextETO6Rpqhpq2AfGceunc4Iq8qMRHjCyAlDfug2FPWtZs9GWvJExzH7hJJjO46M3ZrJTXifMA3NoFgTdVdu4oRWl9wkZoaxf97Nm3/a9HNqzmM0HQmTBkO8loahmzpXcKqEPktDJzaw0kmKvDU1i764v56KJ7NWS5BWVobG69JpKyicxcfWi4noe2poHhX7ppNAvqWDjFUzpiH7psQmZm+m+XLp0aciuZJTT1TvKXvT2dXCn7BrXbzZQcz0Of19PLkekkJOdT11rPfnZ16hu7aKno45rGdnUjHgSvJ3pd1/+haTL1GhTaaL0c1hyPvWdnVSmJlHeKheIbfdIjw2Rbs+4JT9Zh/A0X3ydu02yz92tNVwTnvjkKz+ldLffJk8oVINNb31JFL7el/AJvErho8cTHzP15IXkDnUgkoCKEYHyfMgf+f6tiaKwXO71PvvD7t0tNWRGDteVzt5+2hsqKUguo+qO0KEGDZcF3yvRXK/tpqkijRA/Ic3bl6iSetprbpAQOryfd8AV8ke8022vTCGpvI2uprukhQ/v5+lzWSgvgwElm7kWm8/tttHTYPf3dVMSP5wfEgvLv0dDeQ6uqiODRgp1KSRvOMBrcyVRof54CflfNFxYic8vo2VoeUcnWRcu4hUuCxopQeIWofSakMeSV3wCTULbILmmX3gCFQ2yfK/Jl9Xjy6Ex3BhZWUWeLF1NlKSFS+9FfHEtQrUcNVSmeg/VB4ldyaykpakCp70jg0Y2kB+SLdQMOa13SYkOlu6fXSWvA+3VZBSVjghk28O10BA83GVBIyX0d7dx81rmUFlvv5mGt5cnvsERlMg7xvqSaC5L+6VQoV+6/+H1sQkZERERkWeZ+tpiAn3j+dekfDsZiQnk5FcgznIRedbp6qzgknPY0Oji/44uivPSSUoq5JFT0f4XiEJGRERE5JEMMDDwr48iS87xE5xGROQpYID+n2AJnaxO/HSVQhQyIiIiIiIiIs8sopAREREREREReWYRhczPTX0yFoo+jIx2IyIiIiIiIvLjeGxCpqe1Dpej3/Hdd9+xQ98TuYsMkZ4m0kIvcSEgH8k6keqAfRw+d+OhWCrdrSUYr5Pl33fbdUgobYT+fkq9FaVpm1XsKJSvlGirK+CSvjlZRWnoHl4t3a4fNXLNdAXeR+2IujXoHLqDgkB3LoWk0tADTVUx2B68NCSmaqIMmTN9It/NX41WSKk89UlSgM3qs+TJPzXl+rB/3Wzhd33PavtseaqM6jBtTgdIAwU90zRXZmK4U36/vztC6L1H+6vI9VTEMk5+40tD2LF6PlNmzsdd6namlaxLmqyeKZxjwiQ2OcrWFjTn+3N4oyT/vmOFtdRLopxSXBWsSGqWTN3r4kasI3sWyL7DZPUQ2S6jgn7qbkRyZoU8/w/a/40gt7mcXW0jc1MgUHbVgPVCfk2cOhOXwcIqpZhzq825v6QO0k15ajAuxmEjlrAKqfVlBF06yxVJLDTqCD6zTPZdlu7AJuYB54giT47GUtx1tkvvxXG3HDpGUbzA9vocDNbI68ROQzIrH9UmFWM3oqzfTnRkn7wemScNroSUUIb7Phvi6x7s6WTUlUdgf9KXkSW9r6OR2Eu6uGdK+q1Goo13MGOicO55K1EPvL9femxCpjpCn+VmUdTV5eCwVxfXyJJ/cfb/s8VAbweNDU001lVT19RCa1MDtTU1NHd009ZcT31jB/3CPnkZSZTfqXko2m7+hV0sNIwQ8q+SEJMdHLMK4V59FIe/2IxXZjo2B5Ux8cygeUBSeMzYc8wOD3NNzqh7UJDpwprPFUnpH6C3uxI/tc188utFOF6XOekaaCnB0cgYl7BCmppjOfD+B0yU+5HpvxfJ4d0mxN+4SVHKRXRPHSf+ibWjA3S352K9Zhpv/VFB5kdGEHR2eiY4h2RQVZuN+uJxOEk7DWHfyivs/fZtFp6VORR7dunjZqovesfUiSmvE+55C10PTajrp7PYhTlj3uOo313h55dxYc9BNF2TKIowYdM8M1KKwjiqqUNASinVd9PQWjMRx7hCHIxMcAzKpKouD6NN03HNF8pFZykXj65kzH8u43J9G533CjE3PIVZUI5w/UKs1n+GbuLoWGsqWfoZbLWL/Y6Jwm8vxePEXI5cHBn7rJ/utkxMF37Hu68dlfqRGaiI5tARFRwkS9VvJmO+8wBXq/ro6RDye9tcXv9/a+W+NUbSz70Sd9a+8ikr9rojc3knnKuvg2z3I0ybshKXtAbhQUKfiSechO9SRWaIGcpKaqTeEWcLP3nayQ+xQnGHCYmZ/uyZcJSgmiftHPTnI91RgZVm0UI5LCdQbwPHzsUwHDNz4KGyPnAvC30VJfQup3K3Lh+rTZvxvdlHb1cZXopr+eC/lnDp7oMjGv10NEWh8MYYpi+yGuHqoJ/bkTpM/2IyhlE11KfYs1jZmqLy2xSnuKO6X4GrN4brxGMTMhL6u1qpKAzAcI8e3okVD3n1+yXTmG3BzG+WsW7h53y/dCvHt61g1vcfsM4wkmBXE/Ssr5J/xZpFC2by3dRZrDf0ouaR3hO7uO5ryjGbIG6nmDN/uxf1dJDhrIuhUzD3BNEbZ7Qc1cspOEsiWgcWCkfU4rR+Lk6l3ZQlxBIW5oL6vNN4yYVMU1EEZhaGxJTdJlzbjrDrl4Yc4t0JUUPByJnYiFhiktIoufckK24bmRcvE13sydFBh3jtFfiet8fexZ+omGAsjqmRUA+9Ldfx0DyD6s4pLLYtkh79zNLbRqqTIitXaOIbE0NMXiVdDzis6K7PwGTnfk4cWSQTMjVJKCuacbXgHm0NBVgobCRkRHig/p5qPE9uQf28C3r6Sjj5xRMvnDu1XPJ000lJWDjhCRdQ+u4EwYKQuZ8W4lU3cDxM6uJtlNFBru0JdrrIg8RIaSbFwZPYSm+OyB3iteb5clzHnLiyZkEU1nJJZTEaV8vI9Q0kKveiUH4HnYSNpBp/VQu8rzqiM0LINJUFo7x8FQpKx6RCZpg+anJCMNI3JXbUukf/GeluJMZDn9M2SULL1IDfgRWYpg6Oao8mhPbCQ49D58Jo7Bxsl9qGyvoxeVnvKIvFQF8D76xaQYZ0EaYxm/0+N7geFUl4jCtnpiji/5CQqeOKqg1XCj1QGSFkumriUFu9if0nt0mFzDADNFekYKNxhsvS0UsZj1XI9DRUEGB9ihOq6vhn3KJrFDlSaMy0ZPlsdTJv52G2/zCG3tk0ljiwcqUJrhIho67D5nVbOahugJmhJtvXTMcx88Hh7C6qBNFhc9SSK5m3aY1U4mO1OOmW6wGqqNm6c7O5inOrdnD1ej5G5rrYxMqGT0JOjkE3SfqnQBEWQ0Kmh9JIX2xNXbkhv9xIz775rjtYs2cPR3bsYuN2BY6fvcCtR7/leIyM8Ozbdo+UcHc0jh1m1/YTWLt5UFDVTJa/LVqOwSTZrGeF3bMuZISGIsKGfYcOsX/7dtYeUhIq9ogK33WPcBt1VHxziDNdIhMyN0LZrGklfeXY1XwP51MTcR0amKohycUUnRNBpKRc4MSu2WxXOCLk33ZWH1dl2KdgLroPCZlG8oIdUN/mzM/xUvHnpY2y5MsY7rYlsepRrnRHePatE+qU+jHpCJilhRkH1kwRhMyg8EsfDqT3EJ0UjhQybWW4nDmAcUAcDib3C5n2xjwuaRjhcjHr4YjBIo+f9hoCHZQ57ClrX5L0vudE8EiHnKOBTu7khXL2sBXhwkPTw35fRnj2ba7E3ew0+5RVsbSx5cSKzwUhM/h0lY/hI4WMjLsjhUzHLXx1j6IVmM1lk/uFTF93Bf76+thYJgzFCpTwWIXMIJVBZzhgFUht2+hxi9iYY8PGnZeobhaEjJoJ3onltF8fIWROKDJ3y3aOnNHGyMiIs46XyJJEhhykv5c7mT7oHdXi0tViJE5Ae7JMmL7XX3he7iLbXRs9B3/u5jsyZ4Uj95quY2dhiO2VEkGqNOG+bQrnhvr3EUKmq4ZQZ0M0bJOH5uU8KGRWnjxHRWsvrTczsNXfh3f+yHedT4JhIdNVGsEZDW18s6uF59NmAlUXs+usH9o7FzJz0QY2zfmQ93/Yi0/OE1dbPy29vXR1dAh3VhZraZvzsDhrL/Jmw9w5LNuswIrJbzN+uz5xCaEcO21ORFGN0OFdw3rvSvwlU4XaSrlsro2asiuSB5Y7gpA5dngn/vmNUodsVzUnoxYxmFcPCJnOu8S6W6B+3JqEitEzhC6lt5mCcGe0jhkRlH6bR0dTGRmiQKJlInCxNcJI3w6NI7OwSBocNfnxQqYpQZfPP5rBpu3rmTHpC1ZpXOJGbTcDDWkYHTqFlUM8d/4172Mi/1u66olw00HxfJpw11oJOb4QvYQnHq/l56O/i8oUT3SP6uAddR2hS3gEI0MUSEYXU/B0EOqEkQv6+8ehGjnYy/x4IdOSacv0b2awbsc2fpj0EfOOnyNHUgmacrA7rSQ8sF99KH7jYxMy9cnnOe5dLP37us8xjp0Lob5j9Lzn/YdCRlOP7at3YRVzk5a6HNwNlJEPpkhpu+bPqTVa+GXdoFk+wayvOZAdXx0k7k4lHkoqGLglkmAxi62XhCf0viqCTTTQNrlK9Z0wFD7fQ+RQAzgsZDruFeGgsxnnzOGOaqSQaU00Z6GmJ7WtPTRXpGKjo0BA8ZOe4TYsZHorYlBSUsMl5Ra9AwP4nf6WXU6ZFKVHERwcjPPxmUw64vQzhVL4iehpJyfcEfMo2aRliZDZ7zm8jq2n8SZp8eHS32ug8D2r9EOorM7DRuEolsHF1OReYOdsdTIayrmsY4iupS9FDbL86LoRhZqRPoH5sgY4QPlL9OIH82qEkOmuI9HZCg1VJ1JvNQp5Ld9lNDDQQ0W0M6f3mhNefIf2vzlyPELI3MvGwiOAnFstQr32Y/ecg8QPDeL8eCEjCYAXcfUKfhesObRjKcruaTTcSkRnlRIO0dl/J4ClyGNnoI1Mf1OUDjpSeicFxSm78bz9qJG6XyaNeV4obtAlMKf8b0SDlzBCyDRcx93Xm4jiOqiJZs/4zYQO6ZYfL2S6aq8TF3WVQB93Tu+YxR7bWKpuZWC1Sw1z7xjuPkLYPzYh01Fdgtrq1xkzZgwTN58h9loDP4FDwGeGxlw7tu3zpqY5H0stc3yTK2gvdWbdOnPc3c0xso/lVrQlk777gnfGfsFy43DaRuiFUKWP+ONvX+BNIf8keTj3tCf3mppI1FvNq2+9yczNasSX3+aSwkrsiySzj/roKAxi3/LJvP3WX9llf136dC+jGKtFaviW1lBfFoflcUUSRoyQ1lf6oTLfQpA7Aj2tZF88zleffsinE+egH1TCA/OQnwBpnP5EkWTJn31dZHgoM/e7t3h3zHtMVL1Mw4ie5tYlBdY6yATzM8tAP/dyr7B/wZvSez3rmB3Xazu4WxDI2aNeQ3MpJCRaruJkgCRyeS+tCfbMmfQVH33yMbpXmqhIcWHdt8/x4qtvCnk1hk8nzRPE0R3KY+xZM+dL6bm3nkukeWiyWh6Gk5W40tBGU3kSp+Y9z/MvvsY7wn7vf/gxJ6TX+eXT29GEzcYX+POfXuYt4bdL8mmpaSLVJUGY7blAmXw/Ifc59ckZoekW6O0k2fUwM795hw8/fA/N4KYRcwAzUf3kuCB7JNQSbXke98tZyLrATorCXTA4eOm+FRoSQeNsfgq3jEYKXDbxwYt/4TX5d5m0WYXY0lE2QvZUMED37TQMd87hzbdeY4X6VWqH5oj88vE9+CZ//P2LQ33QPHV/qqqj0V9qJfQog2SiNljW+7rJ9ddl6aS3GfP2Kxxyuz2iDyrAZNYZAqskQqaFTG83HKyjh2I0VRV5obHclpFT7Htba/E334VJTC2lfqeY8M5f+Ovb70i/y7fL9uCXOzwK/9iEjIiIiMizTMvdmwTbO/OvLe7vpyQ0lPC0jIdcLIiIPGv0CKI/wMjiPsHxz9NPZUoSV8MiR0SW/9cQhYyIiIjII2htvU1m5r/qqrKT0tJS7twZRXMrRH6x9PTcIzHxX5Mxwlm4fbuMGzd+ulWRopAREREREREReWYRhYyIiIiIiIjIM4soZERERERERESeWR67kJG4/25oaqZrVK3n/DsM9NHR2kRjSyeS+e+918+zepLxUFyhQQb6u6i7dYMbNwS7XUN7t2ylTnfzPWna7eqGIQeD/X1dNNXW0dnVQU3VTen22rY+4VLdNFbLPg9atdQZQD9dLU00tXbQJ9yWvt426u82MbhoqretlopyYf+Km9S0/Bz+mLuov1nP4Cq7vs5m7t4ql37/m9IYOJLvX8ftCtlvqqx79r2e9vd0UHtn8D5V0fqAZ99BOpvuUX/f+uBOaV4Nrg7o62zizk1JXpVxq1GWgz3tDdyplJ170AVCb0cjd2/K0u7379RD090G2nr/5hrkXyR9QjtVLc+PG8Lv75FUjIcYzmtJu1Z9p0K2v2Dllbdo7Oihs7mGW5K6I6TJyur9dDbekR1zq4rmTkld7KW5Sn6em3dpbJfVws4GWb2tvHPvvtWMIk8YoQ1tqrktvRdVQn0aTStv+/s6qR2sE3dq6eh5VJvURcNNoe8R/pK0YXVVlbL9BSsrr6BOKLzdbUL7I2+ry2senvLe21ItO6byDvXSwt5Ha80tyiRpFbeobZX1QV1Ndykvu0HFzds82C09XiEjZERpqDm7TxuTWim62JbS00x21GW8QoukQSNvhmjgkvPw+ubaQg82zPyWOXNm8M2SrThFXaOru4bAoyv4ctIkFm9U5kp+k9TTYsONUDR2nyY01IO9qxcyZdJnbNZMorq+HA/drcI55jBn6he8+Os3UYysEUpOHeE2hlh6xFHf00Cckxo75H5kJP5EYs4eY+4Pc5j6wwJ2m/pR+0RvXQtlyXase/2QzLNvbyt5/hZsWjmf2XOmMP2gpdDR3Oby2cMsmz1F+G1TmKCgT9kz7fp0gJqCMI4teI/vZwj3as4Zomoe4a+i4zb2+6bLPPtKaeFGojVr3zwqW6re20K2jwnrV8xn1txpzDlqw82aRqLc1Fi3dKpw3m84YVZIU3cLiT76bFwmyb9v2a+TJvcc28ndQl/2f76PS+U/1XqCp5+B/h7yI8xYO2u8kB/T+WLZXsIKHvz9zVyPt2TN2yelfmTabsShd2SNsP8cZo7/kDfenYNVbDYehntYMlvIe6Fczjh4lvvi7HXewfXESqbOmcn4RWsx8Emj7mYMh5dL7sMsJixcibpbPM01FVjsn8aUObNZuWkXbjGVf8MZmcjjpY+Wa1FobV3ChElfs/ygJxXto+dG3M50ZsOs74SyOYOvl2znYkIF9z9ftVGR5sT6V3ZL/ch03Mnl3JmN0joxZ8qnvPzcl2hHFHLl/EmWy9vqrzeqUTpy3ntXNaH6CtKyPmnBMhTPR3DvVioa239gnlAnpvywiINng6mruYPzmeXMnDeDJavWYht8XeokdpDHKGT6abmVjvXOWUzdrjPqhExXTRaebr5ctDPg3OWrxPq7YmlqTEheNZWFGaTm3aWnOhczA00MzKzwzhwZCxduJThiIXWQ1kn+xZPsM73M7Qpvtk5UJq32Dpc11DC8EEeD8OBc4neCPbo+uJtqo28VRV1tAoe/28HVEX3hvRgNtm1ylPrE6LmXwVkjQ7yTSsi74orq9uUslQuZjkI3dhx3pLS5U3hSzCbUywOJf6MnQxc300I5p7KZiS/ulQmZlkLOaprgEVtK90AFBosmYp9Qil9IAOkVEp8EjXge+A6V8Gd4cetANyVh51E5bEXh33Si3EbhBRXmj/9aLmQ6qUgOxkZoOCa9ekgqZLpuxaKrbcZVoYz19tYQ4WhEclElIdExZN+SFIY4joxRJr31LlFxUSRLQ9IncWLMSeH4XmpLU7mot49Zr23EfTQJmd4usiOc8UiT5Gs7Kaar2Gw3MnZ1J+WJAVgpr2fyG8eHPPsOUnxpO3tORFB+rxDP4BDy77QK4qgO5z3j0Y8d4f/lpjvLVthxR7hGtqcOagaOZMb5ou0viVLey614e85o6hN5QZ3v97jQIHSkdzMCMNY3IfnOzzEyOsrpbyX9sinKJy9SUZuN1tydQr0YPQ7xymId5CFvOsh1PsBui1AahpzadnM7O4Lz6tsY/8etDzl/vHPlMFt3XhZEy01CrlwmQapemgg88h3HQ0fk4d0AVi01oVI4X2n0eTSVtYmJv4rB5WS6eoU2qSAQXeUjeF+wYPEhGwob2mksS8RKVXiQLxse8XxsQqa/q5mEi2qcPnqY3bpnR52Qacw0Z+5X69EzV2Hbms0cP2PIWe0trD5yEW+JZ19TN1zPWqBpZomFhQnKmkqkPdL/WD3xZkboucVRHa/DhMMhQrESniAvaaJz3pc7QjsZrrECq+hMrM0NsAkrFZrENrx2f8tZSfsoofU6VopHuZAhu0BdbgS2Nhak32umNCad3BveQ559b/gc5aCeDioKu9l6SBnHxNvSY54M3dzJLaSsNpTjg7GWehopjL+M/rFDKGw9xrlLkVTe19mXYrVkNxfKn+Hy1dNKgt0evpmwjB1bt7LVNFA+xDpMU+4Fjiid5ZzqYrmQ6eJ2VgHlDaEckwoRqEp2QlNzDycPnERhhwJqgdelx0poyvVF6fASjqulDDmhaikMRv3Ecg6eikKQPjRUlFF6IxzdWcr4jCIhcz9VBB5VRDdi5BLTLm5l5FHedIWjI0IUSGnMQHnrbqIeWEk60F+M6eJ9eN8cUVjbSvG1MeLI1l0cVzIlJKOctqEH/HaKglww0L9IVpAm3yg4CjW/lztpbhw7eoSQwtHTgT41dNYR5qrBSecsoWXqIFx5Dpox9fKNo4k6ovV00fVOoXVoikg39wqLKau6yqkHvVg356O7Zw8B5Q++Wi3j/LJdONwYIe7bK4nwsOXY1h0cOqbP5fgiGoeavh5upvpjdMqKuKtnWbj/LPmCkGkojUB9/wacU4eHdh6bkGks9BQq4DkSYi9yxmQUCplsK9auO0dZXR5mpzRxDC+h9dqIEAVKKiydM54Pv/iab77+gs/GT8Y68UH3zS3kBJxD57gDWYJi6Xxk0MhcNL47Qvztvx00siJMm62nrSmtkxSsdnL9XTDT9OKmfBrEg7GWJi7dw8UrkYT4OKFvoETKiKjKT4YRQSNr8rA2McTYNYCY2BCMD67BdyjWeynO2/Zj5lUs95r6jNLfR1NFLhFhYUTExeFrdRSzmBGul5vzsDijj1tapSBql454tSQhUT6iApUx1qxbtQhd5yCioiPRP7mUALmW6W6oID0lAUfNVQjZJaWn8RZZaYm4aC7HrUCWhlAKTEetkKkh2lIfbe0AylseNTHl/lhLEgqcVrFEM1w6b2aYYs6t3olVcOX9TvDynFl84CyhcVH42KhiYO9DpbTK93G3wBfdrbpEFDYIuvYudocm8OX3U5g/YwHLj6qIQubnQAwaKdBEhudZdBQvkF/dIZ3XeT/3x1qScN33ECuU3WmUz+uUUcbFfUcwcM6+v60u8WX1AWOuxEUT4GKEoakN+fJokK01keiuPIV/eg1dwr3wUFvC+InfMXPqMtbu3/tkhEym1XJefuUN3nr9Jf703PNMVfKmrm30TCD8h7GWTirzw3EDQjNvUFN9l1uVN2ka4f56oKuJNDct9u00Ia2qSzopt7fUgeVrnbjT10LiOV2MXcK4E67Kl4oR9LZX4G5uhLVPDu19N7FatgyPW5IT3cb7lC62fpm0CecYaLmNp60KapevDRXKkUKm6OIe9luHUN85QMedHOyMjuKe9aQDMg4LmbbiK6gbGBJW3MSA0OCn2+9gtX02nXeSMRCehHU8s2jpecZn4A0M0NPZRktHj/AbZbGW1thkybYJNGVeYM30sbz5zru8+txveH3SWi6kD04KGhYyt+LPoWaoT+bdXvp7uwg1WIJGaBXtkmCU8pfbMYbzORVwlw4hrVM+eS/dfAH7Lw++2hyNQmaA3uYKAg2VOK7qTkmD7D48zANCpr8Q49nH8amUP6UP9NF5Kw711TswCCp5KPBklZcCC0wz6RXO3l0SxG4tc6KL73Ev+Ryb5x0ltKxdFuOqt5Pqmipqa2ukgSx1dc+QfOcZL+PPIj1NJHgZo2IaTVNfFe7b12Od8+DD5i+X/s5a4h3UOXDAiszq7r8x0fkBITNwA4ctqjgl3RBaa8nnfrruZWCxZz+aLklCv3J/pagJUWK+Vqh0oUnPrSQ0DHRwT7lJa6EHm6fuwPdaG9Jmqq+LurpqaoQ6cSMtFJMz27hyY/gLPTYhM0hTjvfoHJH5R0LGyB6TXTvYa+pJkJ8Vx3YpEDnCF3pF8HGmfLwTp9hYYgVLv14ldD5paE1eg567Gxq7lLANzsH/1LdoxEtGWhpJczLk5FETfNzVWDXdlHzJiRqyMdAUrp9UKTSgwsP9zQysldcTPMJh6UghQ9lVtmtZEhwWSehlF8zN1Ej9WUdk8jFWU0TV7iKRQj5oHpyNuV8kpls3oKBkTYiQFp+YzI26Z3gOQU8bqb567DRwlt7r0POKWMTV0dVaQ2WxcN/lu0n4eyMykkCGBmfNOOcZQkx0BGdV1hCYVIj5WX1MXC9Lz211eolQFoTG5pweOg7e0jRb5QW4j+IRmYHeDmItdrBwriIeQn5I8iSropFu4SmwsnBk/j8gZO5cYbOCBfn1sratqyoZrVXr2KftwFXhHAnJaZTXt1F/8zZV1S305jkzddVJfIVtnufUOGZkRdpVA6a/uhIr+XVT88tozvFi3lF9YiODsD1zHHXTWOQPqSJPlE5uxDhxeosyTu7GbJ6lQUzD35zE9ouj2PMAM77ch4u8bGaUVtPVXU959i2GXw49IGRqEjhxwozIkhrpg3JPQzHn9m5k6yEzAoVzxMUncq2mneZ7Vdy52UBPiS/zVh3CS9jmd8EMRW11Iq5Ys2zMMgxCw6XXTc4poTb/CltU9PEPucJFwyMcPRnEyEkPj13IdNzKwD88SqjQo2uyWvutGBxc02npvE1EQDgZN+rork7A1jac5ORwrsTdoOtmLKonD7Bt72FMI+6P6JJ54SDbtm0bstPOcdKlmbeirKWfNc75Ud7URMp5W+Kr5S/a6wpxNj0t3e6aIR/Aa7iO55UIaZReyZNnW00x4R6XGfmasq0ui8sm4Qx2j40ZFzi4V4G9J9QIKvg5hrTL8FX25ob8U1WmN9on5Pngf43mygzOaw7njcK+w7hnPNPLlmirKuaCrvw3uiZIl+bWV6YQYBfHyOkX1yOs8coe+VR4A29ln6HAhq0l4egp72O7wi4cUmQjBdXZl9E7KTu3dbysS6wtEJ5qlGVpJmEjw1LeJdzkMpl1IwrIL5y+7nauWg6XJ4lpXC6k9lo0lvutpRF5ZVzHS9mXoWeAOyno+ybRJI+q2lCagLXq8Dl2H1bEN/cm8VbncfVPRnLXUhz3yLafsSCqpF54bjDkwO7hY06YewoNfRcll5Wkn0/qnCXr/nUAIk+SltuEOmlL74VF6HW6Rs+iJZIddg+VS4mdcUumrjYTk5U6DE6/FB658VO+NBx7qSYXu8AYKupkgq/1bgGuOsPn2LFrL06pt8n1vYSDbQiSoj1Y1red1MFXKOySSe9KB4ePOaJnT8atDsrCZHXlkJIm8ZK3DSN47EJGRERE5FmksbqUIPdg/rUoSV3kxkSTnF38wDwaEZFnj+7OKnxsLw0tGPjf0UtpViqxsen8VO9pRCEjIiIi8gi6u1uprv5X54f10dTUSGvrgys4RESePfr727l791+T9sJZhPrQLNSLn266iShkRERERERERJ5ZRCEjIiIiIiIi8swiChkRERERERGRZ5bHJmT6ulqJc1NBRUVi9sTeqJUu/x319LVTlptMQuYt/t46rt6uu4ScleefnT/XqtuR+Bu5l3pJmmbjHcUdubetrtbbJAeGUnHnBgGuFtLtgYUjV53UkuoWRaF8majEK+PtrESSc24gce3T0VREpEuydAJXe1kC58y05fdNBf1zl8i9+6Tf798mwiKMwYnpHTfTcD6rK/0+FlEjV9hIfMX54Zn57Dup6qgrJ+j8YH25QG7T/cs8q9IvYawj2abNObdUJIuj227EYm2ihYqGDg5SD8xdVCRfxkKyn5o61nLniNQXc+m8qfTc4WUyPw6NpQm4WMiuF1wku1ZXdTGXHQ2laRq+I130/9IZoLW6AC8zef67RD3gWbmD0mh3jLSEbVp6uCTL/BG0l8vriromdvJlFHWFYdgZC/upqvJAUZWS6yfcL+EaZ92DkUbYECgJMZCmmTv7cl0+/aAi0lz2XVRM8IwoerYdPj7LtFeT6G8nvRfuCZXc5+PtF053WyWBlvI6cT6IcvlKJBmScDIBnNWVbFfFUl7YO+9k426rJz3GKFTmjbOpPAU3+Xn88x8OJTNY1k3sL1Ik9/pwM84WDTUVDK2dyZP7Hrid5ISupuQ8+jj5Zt03Cf+xCZn2+kIM18xC2dYdd/cwCqqaZQ5yRjv9XdyrKKHoRt3fFXbXg5SZv0tdyLvznDmyBd2LSTS25WEyfzXHTYw5qaCEU0Sp1MdFTa4bx/YbctnFQvhfjbMmB1izxF6+JK6eFFcVZr64Bpfr8hLReQtvM2Ps/DNp7S/GeMls5sn9yHTdK+JqoBfubi7oHVjFvCXapDzRpfO3CFTfyrjnd8v8yHTcJvCcGVrGVri4m6OwYT1hg2uNm3IwXvEVi62GnKA8o/RzNycY9e1r0LGX1JcYKtpH5nkrkZrb2aluipu7N1djr9HSVoa7sQG6ludwcNBj3+59hCYkoKpyFG1TWy64mrBry1YiKxpIt9fn8FEdbE32sG6NO2XNlVw0O8MBdX2c3S3RPapHclU9iT7nUNMwwcn9LLtWLcBH7gH4l85ATwdRTofZcExPyPtzHN2+AvPw4fWdraVXOXTyKCbW53Gw02b/vsMkXivHy9wIHXNbnJwN2bNjJzFZJVhb6aBtbiOc5wzH13sOL9WWUOLLwtW7BBHjhLW+Do5+KYLwCWTlEWVhf3uMVTSwv5BNE414bZvOLgtJWQggIef2fb6ERJ4UXVQmXURlyxH0TBTZsMiQ5KbRM2k7z+cEi/dqSsum8oGNGHhnIQ/OTsetVLQ0jqBuLJR1N3m7XFRFmIslmvoWQlttgcLalQRl3cbbWR8lAwvhPBocXjrYL8kpu8q69QpYuLtgZ6bHOZcwbhdHsV3pDM6uDpzVV8XcJEF4yG4m5OQqdurZCufxJTK57D6v2Y9NyNRn2rN1pjbZo3gYpqumBJ8L5kPuxW/6HUfpciHJQRdwlHjgLfZm+dyJfPLtVHYP+4iX0lFbznXJKIwg/26F6rHbxJvKPCdBoFhR1tVAtIUOxq6R1Ar9Xeb5TRywi+SiuSGWF9Np7SrBcP5afO91URpzBTc7LfZMOIKHXMi0l8dibKxHcO41gk7rYe9vyL5Bh3hyejua8FadhVVEw98dOfppaSXVyRk3fwM2v3lEJmQeCBppvGQRPtKBhmYSLdXYu/RLFtmM/ObPIP0d5HgZcmSPI6WPUvtNGWgtOsx5oVEY8mXZkI7mCRNC8u7SWp+J0cYtBJc1UXm3ipbOXvp7WvDXWIyGXzIO2vqcDyqgo6sQrXkb8E5PwtRQFc/MOuF8PSQaLGf/+QgczE7jmlQtyKoe6isKuTdaXMkM9NNYXcHNBkkn1Uup+x5WWUpdDErpa6+n7E41HcLjeHdTJe5aG9G2deSMgRXJ5S30C/evuvwa9c1t3K2ulfqVGeiP5vD7Z8iUn0NClfdOfjDOEHK3n5oUd1RN7cguvUnRXcnKqEYSHa0x0Q7hXm042z9SIPxJPj+IPExvM0neJqjohVLbVcn59Vs4X/ikvZz/fLTVlHOjRtYH3QxSY7skBly7bES3r7OZW0JbI/WhNNBJsMZ8jtn4YWqiS2BOvbRdqSkvoqa5k9raampbJYV5hKNTObVXlJmncUXoYwZoKgrHyEiPiLyblNxtoH+gg8IwJ3T2uFPRkMSpqfvxEB7MHsVjEzLVoWf4ZNoMJo8Zw9uLDhKUW/U3XBz/gum8R4ijhSAuUmjpKcd6/UZ8btQQLvHsq2PMgb1qOIUmkpkYjt7huXgUPNiL9dPZUoT7MSPcwopoilTmE9VYaWd2zV8Sa+kiN4WC4nVgHX55+RhLYi3FSHr5AYJPvIee0BYP9PfT11eA+bzTeEmFTD+3k0NxtLWnpHWAvp5eakZ69pVTk2zIpv3e1Dzhe9bf1yeUk+ThAt/bQe21UJRXzmbse/M5n1pOY0cPd+KdULJ0I9xsDSvsZLFQnlm6W0l2PcBXEybxraS+rNWk4O4IFVEexu7D65nzySeM+fxbNlrH0tbeTlWBPwcFIfzlV+u4kHmT5qGOr4ua65dRnmtO/q0UThsacyldEjB0AM/D72ERWsRZLSXOOIdSVJaOwdL3WKnlhunh71m2aAVfCN/hne0WNI66FcO9tNWnY7FaG7/SR72u7ORGihsa6+y5Gm7KmZMrWDZxKh9++AnzdIOQttUCNZEGTP/uEzQCKmgaIUYG0i34arUeyWXFhNsdY91+DdJvdgiis4NQ7R+YumInl4VOoCvHlWkbVjBPuA/vTlyE+uVcusTh7CePNNbSaQ5fkrSMAyTqjudkyGiLtdRHR3M+zvsN8EgQHiblqcN0UV8ZgOJ0I66meaF7dCbL5/zAp0LZ/eq4G81y50n1yedZMfNzDpxPpWGEQ6WBPBfGLz9DQtk1Erz02LZj79CDf6bNWr6bvRzXZOEhosifdbvXMvfDD3l33FT2OiUjdANDPDYhI/SedNfVSb1Z1kQboewaS/1QCPDRQ01aMBYOTsSHGrBJJ0q477UyIXNCkbmLpvP95OnMnj2bZduPCWJkhNoXnhJb7mZwQVsLC9toqoROpSdJi2+PXxWKTh+F3hpo2Xtz+6YfGyYZc62+CEtzfWwiJDEuOvHd/yVmQ+F6irAYFDK9DcS6WaBjECGdZyHhvhAFUhpx2TgBtdifq9IOK/feihiUlNRwSblF70A1DgoTUPFMxEJxP4fUbLA7PpNJRxwpqHrG3Y11d9PW1CR1/S2JtbTf876XEtDQQE1vL92Ntwi0PoSTpw8KR3UILq6lo6kAq30LMUtsFc5TT2HSRU4vUSRKolurM9AyMMYj+ZYgYTu4sPsr7PKgKsMLpe2zhbK3k6MKE9lk5MPJzTMxvFIqlC9I1PqKk2GjSMn0d1EtmXN0VBX7gPwRUanlCPU2N1YQzys0SBAqTnmEKWs3KRBQWEt3RxOXzkzFOm24mR8Q6u9lxa8wTrq/XEYZLxbyfBkbly9hnaYVWXeGj7mX5oaeiR5pdwTVUlMjDUvQWhqNvb05sRXiDMMnTkcdoS5qHHfNESRuN1EqM1CNHD2hOxjopelWKs7qGlg5JUhH/++jp4HilEucWXyCCKGwStqUPZuXYp9wUxo76cqZL9GKvb/8x6h/iXLE/e1KnvM2oU4sZPWSNWw5o074teEXqY0l0VjqHeTqdaH8C3qiRtAVnfcK8LQ9g1/RsJJ5bEKm7UYcntKnQJmQOWIXRm3b/QGjRgWN2egbGXFs8RyMJBMyB4WMigZrdyrjlXmPztZbJIf4UDIiQnxXVTrnTqhh6hTOLfl97a32YtN0DXIa7xGkq4HRhVjyXNYz36ZI6MBuc9lUByO7OBoa01CctJXgIa/9w0Kmu64UF+O9WMRJmkkZDwmZ1nB2fa+F0N/9TAwLma7SCM5oaOObXS0ItAGijBawzjgYv3NqHDx4kK1zPuT9H/bik/MMD/n2dXOrMJ5w+Uw3iZDZ5jxilKmxlICkPOnwrCRi9WXL/Zx1cmHfGRNiyhrpba/Hx2Atxy+mkunthMoRA0JvyKeHdpVxQUMTy0sZtDYmcmSSAhFVtaRlpZEnmS3eWoLu0rnYxadjZXhkKEBopvFU9gc822EffjQDfdQWhGN+XBO7gHQeCtvVWUWSqy1Kh41IuCcTFPXpFzhlfJaM253SYXZfzfmYXCkhNi2TUslwvCBkgtWnoB09YprunRQc4iuFitxCspMumpYXqSxNxyFOFoyjLssLHRMDktNScYiRBUaQCBkra2MiS59xof4s0tdC2mVTTp8WHhgbCzBcuAPXG6Pn1VL7zURsjqtj4RbDnQefabrryL7sgtoRfYJLZO1ES0kYekbqXCmWzV6J0p6Msn8ZWVmpZEtD5Agtu8EUjgSNaFeqs2Vlva+TwqBzaGiYkV+az4W4Irp7+2m+Ec9Zg2MExmfhGV9Aa1evVMi4n1XEM3dY8Dw2IdNcdJXd2xdKYyUcPK2Bb/rtUTo82kqCoxKzlh4nTeIldFDIWPoRJajKBWu3sH7LajYqW3FjxP1NNpvFm89/zVJ5vInTLoJAaang0s6VzFqxgnWblfHLuI7X3lmYZEoauU5uR7lwYOMG1qyYxsZjYSNi9AwKmWoaypOwOL6HyBGBIB8SMnk2fLfr4ojAYE+aEe9S2+7hb3WK9RtXsmXbdladUL8vAOlN9y3P/qslQchcj3Nl1/alstgiGgaEl7RIYy0FSmItNVVgb3SQHds2orBnHyYXQym7eYsL+vtYu3kNm4V82axqRGSoOzsnj+Xb2UuFtG3sOXYG//wqKoJs2bFhI+tWTEZBLZnajnoiPPTZuX0121ZPY/PJSKq7msgMc+DwQQXpd9h3RgNBY48K+rpa8Dj8Fe+/O4mV8vqm6VdI4500AqxjyEtzYPWXnzBh0Wq2Ctv2n9YjPL2EkIvG7N2zg+07FDht6UDJzXv4OaiisG0d27ZvF4SONYV1zeQGhRObXEbHvUwO71nMtk2r2bDpCBfj7tJZk4vSoeXSayrsP4htYAJ1NwvQOLlGmrbn8HHsQtKoHi3zlZ4qeqkvCEVj61qWrpjLSgVnSlpHrmb7ZROlPYm3X/6GZfI6IYm11NCYi492CHlFgeyf/infzFjCJmHb7iOK+CbfID7AmgP7ZW3IEV0Tcm82EuNtxM5tQlsjpB1Q0yHrXjs3EmMID8mnuVZe1resZ+P6bVgHlNNWX4yByma2b9vKjj17MfG4wt2bpVhoKbB9+2Z27juApU80N0doyscmZPp7u7mZL4/oWlBBy4Mx7UcR7bU3yLxWSackHnl/D43Vt7lV1UJfaxUZqYnEJiTLno5HUHc9SZp3g5Z+rUqqUNvuFko/ZxYJedrdTXVJEfcGX9l1NnItL126/XrtyArXzp38CqED66Gns4nbNypoHjFS3dNVR0XeneG4Fy23SCsfMTz0xGmhPK2MwXIqWZqclSLPh8E1q3K6aq5RVDUsbJ5VJJOrr2fLf+P1e3T39d8X/bpVuO8pibHEJ6VQJh8yaLtXQnqScEx8ojQoaFfTXQoyhstMfHI6FQ3Cvh11FGZLYpvEUt4oKyudDbeEDlq2X2mdrDD0tdVRkpMsTcuqvD+ff8kM9Pdyu2A43ySWWdFIU2UhHjrW5NRXkpM6vC0xLZvbTUJdarxFVmoCcfEJ0kCPEjpqhSdQeVktrpakdZPn4YVvlCxoZHVJgnRben4pTfJBlvpSWZ4nZRVQ3Sq7F00VabJrZeRxt3n0dJ5PHT1t3LqWJb0X+bea6RtFsyOqS+Klv3vQ0kuraWu+i/tRHdKa71F4X1uTKg0M3dtyj4JMWd+Vf1fWLnc13iE/XbZfzk3JyEwvNyLC8PaUBY0cLOup2QUMrvBuvplJfFwsCfK6JqHldi6J8UJaSgaVknZtBI9NyIiIiIg8yzTUl3A1JIN/bSC5naz0NIpK7kgn6YuIPMt0d1Vy2StBkCL/Cl1cK84mI6OUn2p4QxQyIiIiIiIiIs8sopAREREREREReWYRhYyIiIiIiIjIM4soZERERERERESeWR6bkOltr8PnzFzGSLxTrlAi9trPuQrmZ6KzmghPJ1yDCvhnXYt1NuWgOvddWf4tO0lEUZ10dUWB0x7effddFh00IfuebPpga3Um55W1SMmJQ3HLbMa8+w5KQTV01pRgc2im9BxjxrzLO++8x1H/u8IRbWR52uHoG09d9wB1FSEYbHSkVNhSn2TH8plfyK77zjuMW7IX//wn6TthgP7eDPSm68rduw9Qn+bKxvlfS7/TLOMkuYdoYb++fCwW6BLX9uz72Gi8kYTKynd4V3qvduB/d3jVUFPWJbYtHCe7j8K9/Xz2elzTGyn2PsGsbyVlZCw/rDvPdSFP6pIdWD37S8Z88BELLFKkeVUeZsyqqbKyNH6mEfkDbeRe1mXZN5JrjWGcSgh9/R0UXTVn7XhZ2kdHPEfRCo1+7hUFcmC6vL5tMuZG7YiVcAMNRJnuYNJnQt589g2bzmfSL2Rs8eXTzBfy66NPv8Q6vY+W6zGc3jRReo4xY97ho3HTMIp+2Klk++0snO1NuFI06GOmh4o0H8yPeiEL8zlAb4IR77w7hqkrdhFa2i+k/HIZ6O0g1v4ApjFCXg30k+u2l8lfj+GL8TNwzr7/t3e31mKz/W15PVmJVdx12rvbcdwtu3eLj5iTWz3AHf/jfPjBe9K0d95+m6kHrCmRriITGHh0WW+9EYfaZtn9e2ePE60NVXielvVhkvbz7bfeZpPDsx7X7e8xQKPQ1mie9+FGXTedjXew3DKY12s4l1I2wrOvrF3eME9ol997j9mSdlmoE+WRlqyfIcsvzYiWEfdOuCfBZ9jjmi//LEe435VeB6R5/O7UFRiElgpJ/aRaLuaTD8cwYeFGAkr6qUtxYOUsoV2T7Cf0S18v2sXl3OF+6bEJmbtx+mw7EUwDraQ5K6LnnjjkrnjU0N9Dc30tdXW13L5dS3tPH73drdTevUe7ZClERz3XigvIyS+k7L7IolDocYgNDjnCX62knNvDAbMA7laHsOvTXURWlnHh+GkM3JJoEkpKZZQuuxRdcDdWQ0M/mKrKIDZ9vJ/YEas2O4ocWPedmlQc9DcWcM7QGLeoEqpvhbD344+Z9ECIgoG+DtKcTnL4mP9QFOrHTx+tNSmYr5nKO39UkPmReSDWkt6Cz7DL7aejIRfHvYt59z9XEtzyjHugHeilPPESeidMyB3hP+1RlPieRGGrO+V99/BTOoFZaAFDng2acjFRMcEnuYLOrmJ0l3yDU249UeZaGLtFUycvDx1CR2psoY9PlmTx4z0cNnzCae88bM5q4ZwkcTBUw8WtH6EcOTqW/fZ3txFqd4TT/pJwdo2Eqc5lp9NwbWjKu8w+IwcK7rbSVpOKwbZ5OPkGs+ewBp45d+lou4bV9q1crhxey9GSoc/K6Wd50MNRf1cdkSabmDBrK945ErHaw92Ci2x4aywLNjggdY3Xm8zxsavxrmwkwV6PU0qeVP5ivVf0UBWlx6QPPkclRCiPlVEctvLhek0b1de8OD3f4r48bKuKR2vtQWJGhNzpSjZnua3Ejfkd/JQNOXcpfShaeG9DIc6nFDH1yBpy5yCJ8v5QWQ+5Q5iLCfr2yUKLW4Xr+rGoxQ13252lXuyeeYbI+mff1cOjGaC7Jheb3TMZv8VU6jqgqTIa7Y3HiH+UX8zmAmm7fCnuBt395egt/Bz7qEJsXZwIyJU4W03g2BhFUqU7C+16iT/7JrzHDEncnBH03rjIyg023BXKwc20i5gbmZERYsP3G0y41tHJnawgTFX1SK2RrR0c6Osi3eUkhw77ykW/jMcmZOL1p7DjbBhBHh54RKRzb9SpGIEOoWKdM8Hc3AQFBROS7jRRez0Ck4PKJFXVk+drxYaNa1i8cg3b9R2QLrF/iHYK3E1QtAvlTrIJs3f6CE1tJ5muOug7BlIl6J8Y/eVoB6bhYGGEbXCRoJrrcd08k/ODYUa7avHV2oJxpOzWNxZEYGFpTHxlFfGWHsRc93wo1pLEUZfBoQ2EyqKzPyHayQ+4SvINH44OOsTruE3oRSesrZ3w8LjAWXVTMho7KY2JJSHLC6Uvj3P1WRcyvW0kOx5n4cKT2EnqS2yh8JT5iEW/7RUY7V7IZUlvdy+Rk2sUOKp9FncvXyKL64XtlQS5OmJj48xFd1estC3JKsvD9MBedh83wlU4d1DusJtEGXX4H9qMXtLIEdMGwo5tRjVuFLljH6KFVJOTHLyULf98Px11BZw/fgR7T2eOaZgQVdpET8c9XE/+gMZVed523sF+/1wcH+Gn8W6GC6c2bGaXyhm5kKkn0tSFK8kX0BgUMmUezF5vQy29VCRcwkTXiJxf6IB2x+1I1BWOoHxytUzIyGmvSMbJ9gyaJ65wW54moTZGm0nf7MFaUk/C06mS9yv9XS2UpFxA+5AunlE3ZNHChQfJGwnuGBoakfc3i7K8rEeVkRvpgamhPRc93LBUVCeySl4HexoItTiMoX8mkhiJv0T6u5tI8bVAZdtyVmo5S4XM3TA1pozfh420D8+gumWE75aOW9J22WawXdYQBIhc8HRWFXAlQJujK12ko/w9jSVcNNRCe+8sfjDPkO0kp8xjF+uNPLgquUZgBLm3W2iK0ecHJQ9qunppvBaB7pnDeGXLRqi76/IxOLiWkArpxyEem5Dx3v8Kc/boo3n6NDsP7OJcWB6dv9BC8Df5e0ImN5JdK1ezcf8xFI8fYNXSaZxPf1Dtd1KZGYjFUWsi8+/RFqnEx2px0i3XAyRBI9252XwTy0W7iLiRj5EkaGSsTKyEnByDbpL0T2rT7dh13JJ8qXvQbq6FeWFt5EaZXFs+HGsJ8tw2sVk78Wfy7jvCs2/LLcL9HNFWU0fltA5nrS1Jl7wdk5KD1i9CyHRRnngRdU1N1IX6clDpFD45Dz8GVfopsFwpUva02VDKZQ8btFVVUT6tzGkzW3KvV3DFR55XZ3SwOmdD5vXbRPidR0tNTci/0xzTMSB1KP+qSThvgvapwBGjbrWkXLBE87A3T1TDPhU0UxjmhsFhRzJqHlXyb3JZQwNLyyRq/v/s/XV0XFm2p4v+/9674913bnff7uo+faCyKrMoKzMrGSqZnZmGNDMzyrItyZLFYDGDRbYYLVnMksXMzMzM+L21I0Jku26dqiw7j+34hmMMxwrYigVz/dbac8053IS7yWVOqapwQ0uPs/u+WBEyXck6/HjeVxYAbx2jFVhfuYZHbBIOVstCRmKeprVCptCBl1QCZa/0FIViZaZO9trZ/FlBCPMgU23M46pIsFovZEZKQtDV0cLZx4+qNXfnxqsi0DEyks0rl69r4JlaJxMX8xMDZIVYY2iojV9aJdKcOzfWRZDlSUyDqmT5wx5mTV+fGaUi1R8DAyN0tQwwN9EjqUkuZIYrQ1C7bkp6/dA/LO7Jfzb6q2IwNbQmPNgBFSu5kJF2InUMDVfq+s79xtXo/GLeSVhrl50dUGQkYrw+BXtzfawdLMlpGaEowp2b7pFkuZ9gq8N6IVPo8ANfHVPDWFxD5YoKBu6BtNcVcf3sPi5o3UD78jkOnD67ImSq/A9xwCCT9eFjH6OQuavyAucD2mQdqD1Gj3MOEfRPPGKV+SzzkJAZpqsiAK0dQsjkRrD91EWM7dzx9fUlODJx9R6uhFhNtGZ5o33OkPCsFlkSu7kyW74+dVe2I1Pso9iRKXbh0/2+DI42KHZkahQ7Ml/gLkvXMkiCsS7GXskMz4phON1LtOdN9DwK5KsWwcNCph6Lz3bjsyYVwJNlVchM1yegbWhChFhSLQpZlWCyk5OBTfK3PStCRmJhgbmZGdk9aCnX0iGPB+4l04zj17u5Vb9m2256mknxOSnXUoztUUzc/FE3MCeuZoiF+SGiTfZyMVQsXWZnxSJiXmaEs+22cSNeiKTJJsKs9NHR86Ny5Z5TGzFOJujcuENx1/pbnc88c8MUhTuifcVWLBr6kIbKOkZKcVJVxdQpZSX3mRSRNPquLz53QjFV/RyHPKkfduF//BymyTXyN61hIFGdF375Nhu+/4LXX/s9m7X9FFGaHxAyjQF8tf/Z35EZK/bk+z9/wBc/bObj1/6Fdw/qk9qwOkXNDLbge/Mgrnlrpq2lJRampmTzSn+aFZecY+gdX51XulKsuWLnR/PgPEOtSRjsvEKqIuryOpb7ura8r88NNOJtoSJEVYuo9WmaPQ/zua2UbW6UbFcrjG1C6Jh6RuevpUUyrDbx4u8+ZMMXb/HSa29z0jWHubnFlbruSzblnEsCg5PygTFVJ7fLkRXCLi+Nk3BzF6cfSHR7/+bnXL6dhvmpr3jj/a/Z8P6v+dd3NuKStdqZJSGz1TBGFlV+pDoeS0tdkuqn6a+MI8DfHy97CzR1LxFbJ9moBizFvOTV8vC89NiETIPfCX5wkqcdrA1W4Zpb7POX/XqtkPnyGqHNvTTGGbL3WyFkajK4svUIlonNjPTmc0vzDPFr+sF4VQDnNhmR2KzwpxEsjEs+MqdJaWvG55rcRybV4iPOhA8I4dNDjOQjYxZNd1u0zEcmTWr7iWqctS0JSJOnYJ/orsTdcC9+ZauD+yEh0xvO3u+s5Ub1Z2FVyCy2pqOupo1HditzwogFX3tNTM7Ld0efESEzO0F+pC0G0dJGrFzIqKz8RgUD8Rz+3pSaBcUM256FtmuQLBnbghAyiY4ncb0bz6UruvgWdjA7N42f2tuycefg5U18lXxvPc9hB+bJLURbmGFoEUbN8JTceXqmlxQnS3QNAqkYmHiuQrGzOEt9nDNXTzqKxcbQI0RMOU6ndbEJyaB3WvFiZx6G7gHkN48wURPAkc/UyJEEzkgO14+ak9zysPKYHWqlpKSYrGgv1FSPYxMnOapK3/eAkJmTfGR2E9r2bPvIzI/3UVdVSlF+Do6qX3PGPZ/B6kRUne7KfGSm+hrw1NmCX/nqVv7AfRuO3CmT/V8SMjq+6XSk2LHjljzVf1OUHlrOAbSNLtGZ68i5M0EoNgpWeURfXxoRosnsMld9imWTapHFn/neqVLY8FYCbay4FVoiK382WWK0s4aioiLSvHTYq6pHbFkfnclWnPSRL6gkIaPll8PwtNwwLLTcR03YZc8cyS4vEnTtT6jciueWtxdRMh8ZiLr+KkYpI3Q1Vcq+O85sB59r+NM6tOp7N5luzJuaEbL/95WGY2V+nYzEUPZYRzMxOUZpkCWqF12pkyav3nvs22D1yHnpsQkZqZMGKU4tfXrKnKL2iTUezM8Jy0LGN18YpEO8+/pveWu7Cvo6oj6GF5kv9WbDJ5ICfpdD7oXrJo94nTf55b+/oPAYf4lvtYLoGZmi3OMUv37xRTaet6C4u5fwy6cJaJI6xhKLLWmoH/qKF1/8Fer3euTboN0FGDp5kijbn11iuDUHd11TCtbcuRjqiMNsnwf1iueU3OIz48Sfsb1KMP3UGNkmpBgkddEmbP1YOpXwG76yyGB+paKqsf/e+Jk4tTRUn4nmDvnJi281A+gem6GrMhIH1WD5LZ5KX77Sv8e8/MiWrF4qgq/y9bsv8fs/vY12VDsLi4vU3NNh44fie373Mt/bZom6WqAh3mLl1NLZgAZ6q5NR2/ICL/zq17Ky34sV2CXnCHS2i7IX5GW//f3LXIt4aAp4JpmfHsH9xAv88pfLJzRe4kfrLHqq72F66BZJqfbs/vgFfiXGnfTam9/s5nbuAFV3NeWnll55Dfucefl4aYrlqEXAmlNP/SRaOOIZlLdyq2mqsxQvd0tiVk4tzdNWHIatihAssueLzKWbieu9xCfbThBTL+V9f3ZZmp8h3f08VtIJr6UFSrzPyE4t/fGdjzGO6xB2sY3A8+YE5DUyMdqN/VF5H/30lBmFbZMszIzjdlJe9uFhHdIb5adlWmMMOexRuqbuSjB4V4uElrxH9PUuukUbnN8oL/v1aQ8mpPsogzXc8nTGL29Nlt1nmJGSIPQVp5amBluxPiyvj8/OWVPaOcXkyH30vzajXLLLUUb8+JEYE7/5rcIuL9KYZMfeL+Tj5NidSmGvFF8s6I65wSkvaXNjjALJ79E6jt7FBZqC5KeW3vruAD55/SyKsmzFqaUPvt9LWLWi/5e68ZlRwiPHwmMTMs89ojGGauK5oXEd65Cyv3CPVokSJf9ZGe1uIcrTb52z6d/OAtUJCaQUlPyM2eSfdubExBdERnOrkHw/hWkija14+Kafkv8os1ND3LN2Zv1NpL+VRVryc0hMus+aw2c/CaWQeVwszNCY7MoFIydSap/RIwdKlDzDTEx0U1n5U71sZ2htbaW39yHXXyX/YSaprW1idPSn+m0Nk5e3su+s5O9gfr6foqKfJmOkHciennba2v5xpyKVQkaJEiVKlChR8tSiFDJKlChRokSJkqcWpZBRokSJEiVKlDy1PDYhM9ZRTmZm5sqjqLGXuefqTKdgcZbBni66+ifkJ4j+BhYXJmgqVtRfWQNDk3OwNE1LiaKspJb+celMGizMjtHV2Mzo+DANlUWy1xuXY4PImKK7qo2B6eWyBcZ7O+nqG2ZO/GHzM4O0VnatxJWZHWgkNyeLzLwi6vt+jkOH47QWtayGGR/rpqI4V96P2uSBxqVTcdWlebKy/OZ/lMvYz8f81AiN5Yq2zaySRbVcy0RPDQW5meTkF9KtCKsxN9xOSUEOmdk5lHfKa2uqv4mS/EyysrJpF0ULU8M0VuYrvjeT7NwCWgbleVQqi+RljYPrrzU72ExN13LtP0/MMtDSSe/gpBgh65kbbqM4X9R1Tp4sVYEUgK22TN7/pEdOQQntw3OP7KurzNBeni3/THH1SlTaya4qeVlRBR3DilACo62ysoKyagaf8ZA+S4vDwq61rzpDT/RQXJC7rq8vszg/TuMauzgs7OLS0iJdNfKy0ro2xoWZm+mrE2NA8T7xKKxtVxx1X8sUXZWtDCrGmjRWmpbHSk23FLKGuckhGsrk31HdOfqMhyWYY6i9k56+sTX9f46Rri66u0cfcrSeGmihrEBeN1JXX5geobmqYKXOs3LyaRK2ZmakiyqFrWnol89ZDyKdXOvvaqJnbPUqSwtzDHY10Dkin7fGOyvIzc4kr6iU3gempccmZBqjb3Lo0CEO7d3EWy+8zBbjKIaWYzA8Lywfv/Yr/JtjEHQXurN743eiDvfy7e4j3IqrpKfcn10bvxVl+/huzyHs7hUxIdp4sC4SnTO6xER4c2H/Xnb8+AkHriUijzM6QXOuN8f+eBK/evn5fuZ6iXW0wDEoi+H5HqLNVTiwHEdmuosoSzX2HD7IzgO7OWfqR8cTndOGKI+2YMv/viCP7Ds3TH6wHaePHeDAoe18f8aIajGoSiJcOH98v6zs66NaVCh+2tPJEr0V8ahtfZONol0PHbIie3DNGRcxqXnoH5O1x9ETh7Dxy6NntJ/7t004evQg+w7uYNc1Wxrauwl10+TYkd0cPvw9WqYldHZX4mNxWT4Wt3/IL//XpzhmN5F8R5/9+zaz/9AONM0jaF7uoNPdxOlv4zuzTEXB88IsPbUxXP/qNDb3StefMJrpI9XNkMOirveKut533ZGKsnxcjC7K6nXfpvf4zW82c6e4lbxg25W++oPUV9f4M040hnPwR2lM72Pj3gOY+GcwIkSjl8Zxdhzaz5a9+9H1TGRgaoBCg9P8+cfd7Nt7BOfIlmc4hkk/WXc02faaPvKkEKNUe+izcaeowx3foX2ral2E5I58V3ZvktvFb4RddEuoZqwpi9PbP2KnKDurakBUURedmbc4euQwh/Zt46OXX+HrS+40CqG5ilgo5tzh6B9OEtAsGmlhmsaMQNRO7GffoZ18uOM0uc0TVCZ7cOrIFnG9TRw960u9ZHCfSeYYaE5Cb+NpTL1zFHW+wHBHOjd3nsbAIZV1R1YmernneI29+7Zy8PB2DJ1SqW+pwd9KVWFrPuKX/+PP2GQ1cz/UghPiPYcOfc/ZqwmKeWk9w7WxaJ3ah1Pm6oCZaE1H9/iPmKcI4z7ciL3RcY4c3scRMQ7tfOpWcmdJPDYhs8xwVRimGobEVg78xKNzTyHLQsY1GP+QdFpHp5noryf9Xiyt/a3E3o/A/8YNrlzXwTVjfWrGnuIwfGWxC2apCdHkrHUYVVlheGZJpyjmaIg0RsXCRyjeeaqCL3HW4h7+1sZY3LrP0HAe6h8dIWZknp6qLPwtVdn8m6P4KoTMTGcedhZm3M2rIz/ADWP1o+xeFjJ9SZwWE2nx4Dhd5eGYXFQlfSWk/eNGyqEUgbv5Wb765/OKFAXrk0aab/oMz/RCHC1NCc7pFENtjMIw1zVpC55CFmeojnFB86IzNY84pz9Z7M1hDQfyO8eZ7KvE/cYFbt8LRsvAkazGYeaE+MiJ8KOyqZ2k3CKa+6eYm0pE9dXlyUFOU8hhTqin0taeh6WxFu6ZHWJMjhGtvg3jTMl0CWMe786l717jU+MM+YeeC5YY7a4izEqDgx8dxeoBITNZew81PRfyW0eZneggOyponUApv7Obiwa5tLdlYGZqRWxpr1i5S7lr3ClZY7XHqmNwvS+d+JijNcUB9ZuOpIcasO1apGiFeQYac7mfnkNvdwqnPrpExvAExcGO6Ot40fBMxm+YoCLcBzvD42xaFjKTxRgf1sA3v5Pe0kDU9+qxNnNLd1EYfrIcGzPUBKlzxjqCUs+jfGkgpVOZpSHClhsuYbSPyvcUxtuyuaVzDf/0DtG7l5mjuyITP8vLbHrpKP6SkBFidX3SyE+wzJV2STMUp07Lufm+GtH9DwbHfzaYHKznnrUmR788iolCyMyMtxJlrc2pH46g+4CQma5PREvPiLuyvj5MoOoO7PJXV7zNd09yQoiWbkmUF+VSLNudXJN6Zi1LQ4Rd3c43W3avETLDxOse5NsfNsmFzEAVAekVjM9Mi4W5D3r73GV5nJZ5vEJmtp8kb2tsvJOQReJ+3ngoRcGaXEv1OWjuv4yZow/enjqc3e/1F7JM95Nsao5lQDYj88v7moNkONhg4ZlM3+yiaPAduGWU4GBrinNSo5jcpwk9/ya2xYuM9XTT0XEf8w1aBCuETH9JEq63HCjum6CjuIbappDVyL6izcqTvLmwdSu7D2oRkl2PYmfvCSAZ8xa6RpK4ttzh58dpKYzE8NRBNn13DLeYIirzI7DU2cnpo+fYumEDB27lyz791DI7RvqtE7z61tf8KH7PBu0A+tYkaJurCGDPBXPSWkcY687B8Nj3XNPTQsfgLOd3H+CHLdu5FroaHWMw+xYHdn2KttOaVctQPhqHL5Hau8BCVxHmetexFX1lVvQv72OvcSqog8mWdOysLLilvYtNNuuz1D7bLDEzNkBbfTZ3VE1xf0DItCaYCtF4iQu79vH91t1ohi9nYxUMZHL54BVyhsQkm+eLiTC+Zw6eYMt333NKERX1YUYp9LmFhV0kURYbOGJiwxmp3Y9fJ6iwGyo8eOvUHaZYpCMvGCtTPfJX0xA9Q8wKQVFP+1A0V5aFTEsMBzScKGwfYby7HJdrO4l4ZIjxPpKMTbEMzqUl9BzvqsaIqW+KMn919l13kt/CmJ+gRCwQjKyD6FgX/Fssf7q76Oi8j9nXmoRKQmZRjIT6dBw1zrF9wwH0XSJpmZDb24mGNEwu/8ABKSfT5LO5HJ+dHKK1JodAPUucFUJmfmaU1oo8wqxtsX9AyMw3p6J+XReffLEYWuzBft+fUI9UBNAcLkT7xGUSO1bV90hpKJePfclp3cyHYsf0Julw5JozVkZnV4RMf5oJxzRccTA6KhcyCloitdm8fTsOd9vW7VI+ViEz1JCOicYRAvIHHhmN75nnLwmZCwohc8aMuNpe2fad+ZGrZDzQwktC6eb522Cg5kWVGJhSHS4tjVES6YT+RVdKemZYXMpH841r5HQ/kDTy2m+4qUgaKUXAtVsRMmKVd9cDK727dCju9K1LUVAXxu5zZsQWlZOXdBuT62rcb33SrbdGufcUYWpghG14BtV1OVgc+QqLO8Ec3/EFej6pVNfX43rlA9wfnaz46WBpkaneFsqKiigVvyfztgrGiWuW8nMTJNvs5e3Xfs1rr37PvvNHUdG8wsYfd+Ean0dFSR52mlsIU8yv8xP9NNZVcUfnBwJljbpEhddhtuiFMS1FBl6YpfzeTbZ8+O+8+NI3HDnwCae8Com9Y4vlnfuUBpznR+vMZ9wf4FG0E/wIIdMQpce3W/ZxO7mQ8sIM7G7sJFIWjmSJYqeN/Gh2X7bb3J7pwb5t32Memin6ah2Oqh/hWym9bw1LU9Tdv43eCWty26fIMv+E3/1oRJ5o94wwW0wdbKmKc+A3l56DpJEKZicTVoVMXThbtV1lPl+TvXW4a31P8ANZxJfECj7H1xoDDV+qB2eZG+3EcPv/5FcvvcW3n38iFgJ3ZEJmaqAJJ7XvsU3s+gs+ilXYLAuZ8S4iXPRQdYymor4AjzOfYp4pX0xImbW725uINt2IScqzHBOsm6g1QkZOP0mPEDLMT5Pvq8bX7/6Sl37zHUdPfKcQMktU+Z1im24QY5IDpgLJ/6i9pZFQnc9wLFIUSvQmcXqfIRkN1fhYnMYhvY/FvvtcPmpEUm09IRaHMU3qkfkrScyOdFGaGYmLhapY2MnLJB6fkFmapirRHYMLAX9hp+E5YK2QOWjK/Y4h2vJdOC/lWpKEzEUrkoS4GOnMxuqECmlrsrwuTHSRaK/FRRVXqhQ7dkszA2S46XDmpB3LiXMn41R5y0goluk2gmzNsfcvYHy2DovvdhO6sopbFTKLI634OahhGLuaB32tkBlKs2SPYRDdE/MsDNTibH0dy8QHcqY/dlaFzERNLHqm5iRUj4ghskShx1E+P2+Ihbkmac3yraIsq++4fG9VtT91CCEzMdxD57B8BSPlWtrtIs8dI2NWrIx6h5gWhmG0tQBb1Z04udtww86VmoEFmeNpmNke0U7tdPUNMD6zIHOeizXdjH6CMNILov136RNc0SlqUCCMUP9Av9yBfG4Er1NvYpFQjbPK1/z+97/npX/5L/yf//wbNKKejxQFqzxayLQlmqFhf4fGwQUxaXYTbH4AW2nVMV+C0RdaxPbI97168nwxsrpJfqeQNaJNE02/50bcmkEt6ro4wJhje43JUyxayhx/4KS/fMthpDwcQysLMvJC2b/BgKrZaarj7gghL9p5ndPOs8U6ITOSi/YpY6KrehlsiMfomDpZa9KpLIx3EG+rxaUr7ixneFgc75EfSlicodhHEz33MLpEffXW+KGxxYk1+2cPsCpkZvvr8bZUwT6tWyZ6JmNVeEU7hbGhHrpH5OOyyfsAe9xlK4NnlL9ByMxN0t0/wOj0PEuzgzgfe4fbkuBcqMXpgAEBha1yh+GFGQYG+hhU+BaV2P/AqZDV7cW+VEu++vB1fvebF/nn//F/8druG4R7mbP58zf5/W9/w7/8j3/iDz9eIb60naaeYdmBoamucjwsLuJbuOol8/iEzNw42cEmXLXLfIYd1f4Ky0LGxRvD3Ue55uyKs6kqB6Xs139FyNSFnObdl/ZgHhhIoHjEFjTRGHWZN/5lOzcVZTF5ZYRceA+jbGmgjVIWYMvVC3o42Vxi9+ZbawbwqpAZEROho8Yh1uiY9Tsybfc5c+ocZre98bxlg4a+Fvcbn7QVXbMjMygGhpEG18xs8RW/WV1lBz5JRfh72WLk6CGrByvtg4oV8lPK3BRFkdac1LWQ/R4/R23ccweZHGqlKrdJLBbzuG6sj6PHHdwMT3LxagydPSVYOlpj5+6Nn88drG5e4X5RFdZ2Rpg5uhEQ4IelwRmSpHbuTuX8FTsymwflQkYSsx430bZyItBJ9JUtbuuMfWfYJbbaPk+3lpZZL2SmRtqozGpkrKeIm3bWOHqKuvb2wMpcg0xph6Q9mr2nHagaVFi4gRrchMA0d7kja0dLvePEN03TVVVHY8sg3ek6vPO/NmEkXpNej86qZKg0jAPaVrLnng6G2HkH0DzShP+ufZyxccf06iWMnfPWTyLPGOuEDF3EX1fllJ4LtwxPyfp6h2iNlvxqWgfGqQw4yXu/3YeFog5jC5sZKfBik4oegXesUDuuyZ3kRtkJzNYkYw5oxa+cfhQNRFls+Zq6XLMjMzVAoqchx9UNuSO+V1dlI+bRNWSFWXLOQN4+djoH8Mxf62L6rPHXhczCXDdlSTWMiL7u4GCMib0rAQ5n2L8ngCbp7T3pqKrZklrXL7c1Yx0E3zFF08JBVofWN/Zyt1ZyLG6krrp7xW9JOinpb7V6a0lCOpkaZqW4tdSewXkdXTy8fPD2cMDG3oziNbdbH5+QEau+puJEIkof5aP8nDA3RnVBFjllnTRne2EiRIGhSwix0Um0DbaTFJ0lVnkTTI+1kXUvZvXkiKAqwghNTc2Vh014AcX3zNaVWYXEk+zlS6FYlcsYbiD8jo3stXuVa8VHPzneSVSKa00ONpEVnUjbmiOdk8NVJN7OZnlPoz3DDQMdcQ1jG+6u7S1PjHYSrONZzv/cXxWPi7miHpLlCmyqoxhfJ3kdeec+/X1MOjYdcUvxG+8VMT4zLwRuGSlBBTID0pXnj7mBJvo3rchR5K+baEjDwVyPG3pGRFTIDWxfeRSOZppo3dAhdHnbbqAa/5QCehTHfSWG6jO4bS2/XmTV+vO9klOqf87zuI86SmVcBoU1PUg3cgcasnBRdaJWvDJen4ytmR7aBjeJXt4i7S3FLaGYcbEqXWayNRcPW0NRr1oEFUv1P06O6x38onIoS3NE54a8zqWHhX+y7GhpT46X7Lmxkx8lHfK2WGpOkr/HxRdF4vJnloW5BuLERLmy/yeEu6254Zq+PkScji0hJQ0Uhxus1J/0sLlXyOjkDDl+8ueOwSl0KvxxBytj8V4eLDLacN6swapE7yP7ThJVw3LDO9ZRRpCj4rv9c1lYXGKip5YwZ3mZbVS5bFf02WWc2tQs8kvb1zhGT9KYnUNubrNMHE5Lhy/2GyPlH++vjMNZsstaWijMsmzhGZyavxpGQDDclI23jbwO3WSuD9NURtzFyz2G5dlFuvVUnhVJXuvqJLg4O0F1VhiZTfK5TLp1a6iriZ6ZHan1652uH5+QUaJEiZKnmKG+eqICE9as6P8epilJv09+WT3P6sHdx8+E7KRnZZsio//fzSCB9v4847rwsTI73UmIWxhr7vb9HcxRX5JPRkbJGsH001AKGSVKlCh5BPPz04yM/NQb44tMTk4wvRKMUsnfzgJjY+PMzT0YpvBvZY7BwZ8mS593lpZmGBr6qa4Gi2I8TIpxsbpD/FNRChklSpQoUaJEyVOLUsgoUaJEiRIlSp5alEJGiRIlSpQoUfLU8tiEzOLMODl+Opw4cYITN32oejD71/PK/DjVuUnEZzTx/3SHcG6qlQBdUXdS/Zl4Ud4h6m9pkY5UF1mZoVsELYpDKdMjTST5BFHXUo23rbbsdZ+iMeZGOohx1ZR/h/Q4dQqPHOkMzAzNWQkk5VQh5eiaGCwh3CZ55dTAcJEfly+c5oSqNnd+lkhczYRphyJF15juLsfH6trKbzirqklY2Sh9FTFYasnLgsr/US5jPx9zQ61EulyX/0676JW4Cyu03UdX/RIXr2qRKgsENSlLa6BxQbz/7EXME2SHHxmvS8JM+6Jo6zMYREtBvKdpyvBHX0VeV5ph8gjAU615uJioyspU/eUHX6c7S7htcVVez54r0RSfI4YoCoknq7TjL47NFjH+AmWnkaTDNb7oXZXq9TTaJrFII0UKYGeiLspOniTiESEBGmJM5W2s60BqnTQWh0mxk7fDCS0rYivkMRgGs13lZRo3CSv5OU4O/vw0JLsQsnzyTkFLvKW8XhQPHZ8shiemSXFaLjMirLBV5kRaE2EsL9NzJqNhfbTRR/X1kZZ83Azl3+OS2oEUO3JmoJG7jhry73GIl50mfF5YnB4ly1cxh5v6Uduz1jdGSifjja7MrpxEZ11nbyfGKJRqRV1NtRfibnpF9j0XvR+Owl5374b8Gic0uBVWIkbEKPleepw5Jcqu6eOfv5p/RoqPVZXkTlTV+mPwj03IDFcHo3LGjLCUSKzUDqDnncWaqOvPL4tzDPW009Y1Kg8Y9BeoDr7IVyr2pKREYXP9MLp30hgcK8Tok90Ye3ujd+o6t2KqZfEueotvc+mCNSFuFqipWhDkrc3OL20on52gtTJHfEcKKSEGfPI/fySwR5joqRYCrCxxjyxlYrEc3Q/f5fPlODLDhZhcNsIzKpYQ75uoiYlTlvLpidFMwMWtvPxfT8riyCxMDlJbkiX/Df5qfPCrE8TWV3DrpiZqtreJTwnE/KzWuhg8Tx2L01Qne6Cp5UBEShh6x78XwmRt8qh27l26wCWrQEJsL3Hm7F0qa2M4p66Oq38EsZGuXD52kITyRvysrLDxDCYuwZtL+7YRlJyDnt4VzNxDRB0GcGnnd4SWdBFz2x5TOx/iRP2p7vwK/+J+UgOcMLK4TWxKMNd2fsqdcsXlnwvGKY8y5/t/3oDRAwHxVuhN5Mg7v+dCqDQgxkm3vso1MxdiktLIFZPnRF85FroaaLv4kpDsj9kFfbJXg5bIophePKRPcEosrqYX0bLxpzDClI9OGou2ieO29TU0TV2pr89C47guASkJ+DhpoaFnQ+XT3L//Hnri2f/my6iGr0+iNtZWIrcFke6c+WoXat7ZDE+2YL39K0xCRXlKAU1S9uaeBM4dNCAkJQYXo3PcsA9FkSBeqJNH9PWcXmJu6XBSz4HolBCszqgS3TJKaZwb2rouRKXcRfvQ19jefzDA/rPLYEUgl8+Zizk8Asur+9D3y5MlKZaYaM5AU+cqVrfvkiL6+sXdG7knC0bVSZTBUV79P3YRMy7mmukeEr0dMbH2ErYmiKs7v2B95o4BAkS9qgdIbZdDZVM/3Xm32HBGh5j4OAI9DFC/brgSM2aqIZhd776DXtx6cf/YhMxAiRunLvrTONRGnPkNWRyUNRm6nwume6vwvWVMaPEQSyxS53Wci0EV3A92wd47l4FCL7795C1efO1d9t/KZnaNspmbHFasyhdoj7XgrO1d2opvsW2XJx0Lo2S6mGDplUCf6Cu5jrtR9UrH19YCx5ASJhdasf9xG4HLmylL8+Q77+KqVxmSlhyvT8XS2pT46kYi1Mzwz3JFdVnI9KehetqGrOYOanPCsNa6SdETG7tj5Lh7cTfdmdO/VpUHxFtGCMBU/XfRiR1npOk+5uYGhJVK9TrHfdPNXL739EahXZgcIML6MIb3GhgaGqC7q5ORqTWdYVBMbMKgJNT1M9SSitlJVe73TDM8NiGLdDk/3kWQ4SGso9JxNLIlMKWCnp5irA8eI7ZjltHxcUX8ixniDbag4hyGnaU2gdltsut1dXUx0FKCm+U1PNNa5GWdnStG69lnkb66XAIsTTA4pcetRwiZxbl2Ai4c59iRr+VCZrgU8wOqWN7Lo2domLHpecarY9EzMyexdkR2uiPWcDM34tbEOOoIYf8+F2qHusRK1xYb1zBahsboH5P2fxYZLL6LgYUYe7mhHNlrTeVQL6WxXtiYua5EsX0eWJxrw/fMEQ4f++4hISNjaZGWdDduWllT0jPPdK0HW97QIH1giCExJmYXRF9vD2TvfjfqhjrJuC2J+2i6FBu3U50P9/WhLimy7yUcZJF956kR9nKXQyYh1icwj25ced/o9LMcR2Y9+U7bOeddw/DQoLAnXQwJYbKcKkDaGZHsysy8qI+lKaL1fkQ3oZWyu6GERNpz7o8qJEhCZqqdcFc7HP2z6R6qwWXfLoKWA4RJdEez53cniO4XbTcyxpSwU1L8mIGxKXGtJUYbM7AzvUF45ZjoF824HdzFgVM7npyQme2rJshRnR/e+YrTOi7kNI8g/ebnCqH8JTXq4JfJyHQtlvtPEtsqlVlx09CUk8euYRsYTXJMMDdOfYlP2YNKb56x3kJuX7Yi5H4Do8nXeVk3XfZKfYQOui5+tI2O4XviIFHVD+RaUnsJE8XdganGcC5csKGgS9qOW6A1Iwp3R0/qlwOSro3sO9lPRaY3Rz/7lA1bVQkpaGBNbKMnxMNZUicq3Nh+wFkeQEmK9mt8HQ0HX9Ky4tHZ/HvOhTzRbaN/KDOj3bieeYGtB8/w9Tvv8IddV8htXrN1WhfGj4r8MxOy/DPfEbySI3KMykQPDI740jQzSnPJPTT2bOKjP+/F434pvSunhydoLwlAa6MzaWURGF/4mB1bdvOxuN47560pL0rD/Py7bN9+gE9F2StHDWl/7k6qPjpFgXQ7uDRAnwuemaRbb5ELma4Cbpqc58dPP+X99z9ku1kYfc1lmOlooOcezP3MGNQ3/nE1kZ7EWAdJQTf58Z1P2X/+Jkk13UzJhvwSM+MNRFra4eaeLRYwPRSl3GLHOx+KPnGDqNLW52c3e36MYh9tzt7O5b7VlkcKmfmRBnxs9HEOr5TdQprJs+ej7dvZJPrtG1tP453RxOxwO3G+Bmx55zMOqFiQUtvLctzCwbpH9PXuHqKctTllcIukrERs9vye74xjcTrzW7btO8lX4n2/361Gaef64JHPMiHn/ydbTl/je/Hb/7jlNGEF7UgacT0TtBb6obnFVRY4Uk4JBq9fkQuZ+Sm6qxMxObtX1PWPmIWm0LHWrtSEsP3cUdHX3+HNb4VACc5b6evzs12kuDtgZ5xA99woeW5XOOeVT5zVnicnZBp8TrDBIE2Y2SlqAtQ5YBpG78RPjQPw9DFYFIOlqweJoTocMRciRCZuhJC5psG3Ozbxw7Y9HDx4kDMaxmIlt8aPaGmBwaZ0XHUMueWTQ7/oE3O5Jvz5coyo0TkqggwwcrtLZ2MQO76yp3lITO62ZjgnNAipMknwmXexl8Ivio6W7Xidqw536ZsU9T83SIq3NUbWaStBjdYKmel8Fzacc6R6ZIqRpiRMNc7jV/ykZ7QHhcwIsRoHuehfoHgOvWIyvnntoKg7La6f/jMasT8tRNPPiSRkbI7/kat+VbJ0HhWu2zjps5rNmtZYDqs7kt8mZb8uw/nqHqKkSJrTnWSGO6F9zIr8IbF4qI9H9boRoaU9zM114nXpW/QSB8UF+iiMv43OAQPSexdldad6/EfcMztkQdpS9N/ljFMMmse/xTapVbZrl2PyLqqxj7zB8gzzaCEz0xzH2d0HuWxoxfU9b/Cthg8V3WIKHRtjaHaW+Zlxku0PYZ87TXdBIPqXpX55A43zn2OQvOrjMRF/jbcu3hPjbpa2FAcuGdhT1DHD/FAlfhaGWJlG0CwuPJl+k3eOezAgFjK9xUHcuKFDXO1PjWfzdDDTFMUJITCumNigtut1ftDyp0q6Hb7CAp3FURhcvELychRYsXKfHxyUZXqXMr/rekRS5X+Rt1RihOWYoSXBivOGLpR3y2dIScg8qq+PNOXirCO1nRpax95gt30mZsffQiukVhbVtszhO04HrclU+IwTcPZf2WNTiDQrNdy9wsVb8QxNKbZkJGZ6yY9xR/uAIWsyCwhWhcx8dyl2RhpYJ0iZ9oeI1/ick6EPRGIfGJAFKZxoSOXWLRt5Dr2JRsJdbmIsxpq0GzldF8yuDfvRtLBCZec77DQKlWc4V/DYhEyd11E23sySGYSeRGM26XjSNbJ64eeGsXKsLCxQ+f4H7ArESm5ZyOgasv/IFXxyu5gcaSTJ34212Rym29OxPKePa3gOy+N4YeAuhz/SomCgi3B9Xcx90ily38ZWjwYhUDq5Z22EqVOq6BeZXH7/OHGS/piux+O6OT6JNTIHxpm+Ou6Yn8Q5e/V+0VohM5nrxA+XblE3OsNUZynWBqdxSn/E9u5j5QEhM1mIwX5jYhoVjgLjnSSlp1HYKiaJ4RI0v/2R0Cf9J/4DkW4t3bPaj36CfJVR5b6T416y/TE506WYHrgmc7zuLvThym5DigbF6t7ZAV0dF/J75eNqpi6OqzdMCC/vY35+hkjj7zjnnUOuvzsGmg4kNwzL8p9MNmVgYaFNaJl8kk0z+gAVz/s4WV7Fq0DeL/LN/syl6OdtS+bRQma6q5yQ27aYmJhwduPLfHZBiMrSMkKTs2jsm5QdbEiyO4htbBVRaRlUdo2zOJiP2oYdRK1ZOI7FqPL+lRjZhDtU5MsZvZtkFmfirqqHhUesTMRIjKcZ8/4Zb9lCQ3Le1tZXI6T4+YhHKznhBnnYyOr61A9/4EsVF4ra1+yCLE5RHifEu3r4Snj7ufpYrJKaZf+XhIy22z3Kvc/ynlqiLCrzYJ4nx3UtKGiVLxSnO4oe7uuhbZTkJpIg5YMYq8F880ZuFbcQaHkM8xS5Ya5w3siJAPl1ngfy7DdzQnEfqClcjfMucatCZrqHLG9X9LUcSW150E6sCpm5rhLsjDWwT26WLZpKhRj8wXmNbevIwjSyVPZfScg4u1iRWlpOkI4JRjZBLK/tJ1vz8L5lhbGhHke+f42N1+/IFxMKHpuQGW9I5/y21/nyu+/4ePcp3JIqmJlfo+aeG6bI9VLj051qFPeKBl8WMo7RFPgZ8tX3G8XjW3breq/kCJG4b/I+v/in3/KRqL/vxOOUXRz9o51EXN7OW59+wpYDmsSUNxF4agN2pZJEmaUvK4Bzuzfz+aevc0gvS+hfQXcuWsbWhBdKqeyXGGrKxFb1AqlrdrzX3Voaa8ddc6v4m77h6y07OWsXTPvIk3aWeEDIiFXabjVnSrsUA2ZmhPuBRuzf9jnfff4njt8sXNldeipZnBerzEjUzu6QtfXuy/pkNo3S15CGv3k8XWJabQkw5qvvfuCHbz9D36eJ+lx3dr7xAn98/1M2iM9sP65CaE4TMU6X2bLpM779YSObNe3JSg3l7Ge/4nev/5lvxPu27D6Mx/0WShPcOH34R9n1Thi70tA7QVWqF+ePbpOVHbxhQ+1aR9XngrVCZonBlvv4Gcew9qZlnv1W+a2lyX4iXK+w68ev2Lj5R3S8kmjrHSTeS4u9W7/k+89f44JdDSNiFOYHhBObUsvkYB1a+97iC1G/n+04jElwBnke+/n1P/2S90WZVO+Hdd2prK7G5vznfCaef7FtL+oeMfSOP2cOhoIMmx8Vt5a6SbYJJLW6m4XZMTL8dDjrWiibGCXmxKpf9eD7svrbc/46ofntTPfWynZ0pLr+dMcRzO9mMzpdxe2Td6ide0Rf7xUCKcGVY7s+5bsv3mL75Qh6ZmdoLbjLldOKcXnViIL2J36f/WdjXMwV+qq7Zb99x1l1Ios7GR8r4vblYArK7nLyo1/x+zc/lNmVH/cd5460LSxjza2l2XFygm6yZ/OHfCve98lpHUo6+6lOiuFekLDbI83Yqv8gu8b2w6e5FV9GUbAa7/zzv/P2N9/KyvdfsxD2UL77JvnPPNFbS0vCOA921lFXJx5tvUyu9WR9zpgd76NVGDnJMVO6ZTQ5NszQ6LRYyY3QKmUBbWhcl2RLYrxXlEt1p3i09Eo+RktiDu+SPW/tHmB6fp6xnm5G5xQCcW6S3o4W2eu944r6np+if2iYiRn584W5KYb7xGfXNMfC3DgDHdKGt5zpoXYa6sV1G1vWJRp8ckwLcdUvu/8tQwyGzoFRuROfgrmJQdqb5XXTN/H0O19JznODXc2Kth6VJaybnxljsHtUbrBFX2lpaqChqZlh0SRzk0N0KH6/9GhobmNocoHZMdHXmqSyeloHp5ifHqO7dfV99Y1N9E/Mi743RlebvI91SF8oWBT13NPeJCtrE599/phnvH+I0YkZIfphtK2BUAvnNff+Rc8U469PISpmx3pFm4h6rW+gR3GSYXa8nzZZ/dcxIKvCeapCw7iXLs8oPNZTL2+LFsmhe351rEll4tEkjLzk8Dg1IO8LdaJdB8afw51swdRwl6yvit5OvpMbkbUNzC2JuhkdoHet09DSEsNdivrr6GNSkdhxtFtRry1djMqckaYIv6QllkmP7utrx0rXyIxs93Jxbpr+Tvn7WvrGZEeynxeWFhcY7ZXPJ81dg7KNiNmJAUI0TSiaHqVrnV1pZkDWVhLClrX2M6morLmpYTpb5O9r6JEWo4s0p6UQHiZPGrnc1xtbOhgRE5N0q725cfW7G9u7GZ9R2HjR/pPD3QxKbhJreGxCRokSJUqeZoaHG0hLW7MN/ncxSXl5GU1NT3+G9p+PUbKzi+gTQuKn0UN4eJ7i/0r+HmZn24iJkced+vuZobGxkoqKf1yGfaWQUaJEiRIlSpQ8tSiFjBIlSpQoUaLkqUUpZJQoUaJEiRIlTy1KIaNEiRIlSpQoeWp5bEJmqrcOve3/wq9f+jWbVewo6ZyVeYE/V0x1Eelhj1NQsSzQ2d/CeFca5z76d1566UX+7dtThBV2yjzmF+Z6SHa2xlwvaiXJ40hHBlYXNEnLiuH89k/41Qv/whlPKQCRxAKTw3mYfqtJ6HIclqVRsjytcQxIZWB2hsZcT9R+cEAWgm1ukgTTH3jl5Rd554uNeOWNMvtEDwXNMdYbz+WXNciRni7N0Z7iwo4v/yTq4ld8cCOC8dkl6mNM2fL+v/LrF1/inY+MkMX+e2pZYqw5B8NDH8jGy79s06GyazWSyeJMB8HaO3hbtMmvX3uT3TapTC4fEFiYJM1iOxfvSoeEF6kMvMoXb/07L770e77Y5Ej1wiylobr88MELsvrTjexhJfvBwjRVnkfZ41ou/oQF+orCOPfj2+Kzv+KFI478LAfWfjYWmZmo5vZZQzyiytfFkVlB1HWS6TauhHcxVh3D5V3vizp9iRd/+b/4199/is39LooCNdnwnqjr3/4aw9iB1bqWEJ+PN/iBX4kx/cvPduOQWMf0eDWm216VjfNffvQjphGVzE6PE675vnjfS3y0+RB3S8dZPpj47DFLX2MQl94zUYzhecbvO/DRu3/i1TffxSZV/HZZ+TLSab42Ik0tsLFLkQVSk1iY7SbR0RoLI/lJGBlLiwzXJGJuZkB01YOOwpJdzMHkK03CWgaZHWzh9tWvZO350q/+lf/2//3vHA+Sok4KFmdpjtDjkHUMo+sa9FliidnJegLUTHD2z5PFOpLK5qZbCDcww94lXR7OY4VFqkO1+PadfxM26zd8vMGWKmFrysON2fLhCzIbcj20jam5OWoS7dnz2a9E3f4759zqZPHMVliYosz1mKyvv/DBd2gHlzC7MMdojIEYQ78Vc9AWvPMnmRfzUqL1Nt545UXe+uRbPLImRE9Z5bEJmWb/03yhlcCIMAn5rnoY+KUzIiag54qpTsJvWWF7J5HiqlZGZuaFThiktaaBkckRGlpqKU9JIT4plcLWNSHpBfURulwMlIWoo9DzAhes79EzPk5RuBl7Xv6UE1r3WI4B1xSvx2ltP/ys9DG0jKO3M4Hjr50lZXqR8b5KAnWO8PZ/3c6d+j7Z+xcGynA2tyDgfi1tFeFc/uR9vlTEkZktcuPrEzZUDE/SX5OC3Q0d0jqfVByZeQZb0rE/8T1//G+n5HFkxqpwMLASf2sDs0stmG58E4/SQVLsTLC4nUDfkw5x8xhYmhsnK0AfbedcxsWIyXS8iFPa6imXsapo1F2CaR6YYqwrG4szW/Epk374LD1p9vzwym84HdQhqq+HSD0trMPzGVPY2/nWTLS1tHHPbBW124vn0e3crpFMyTwDRQGc/OAlNlgXi77aQZjoq3b+RaLHdeK2/VXMVgMpP+NIKQLaiHe4wlf/+v1fSBo5S3eKNd++spw0cpX2ODUO7/enrjkN9es6eOe1M7/YjdvRnXjXrprt6TI7tp0KFpOvWDzc98TV5x7F0fYccM4Qr87SlGyPpo4JmcGmvH7AWbTWPG05d7E0saWob63ZflaYo7cmBv3NH/Hua/rIzsLMVWK1+zxOqa10Zt/izFYzZF1dwcLcEDkBBmz9zZdcskxEWpotLY5TGGbKrj98xmndyJUF3vxEBxF6O/l44xkiKtbaV2EXe8sJ0D7EW/9lOz7N64MNjpW5cuRbE4rmpEG0wGh9Errb3uED1eD1OdCeIeamukl1v853L3zLDW95qID52X4yfXTZ/NJXXHFIZV1YqfleYkx0sQrOZkTRNRc6cjHS1hJt1yRatg/vY9twy64jLNyfeyWSPXs49QxdEez80QopxnJDqgs66rrkt+Vx/cMjBNUNUhpszdWLnjQ0JHPFI4H+8Umac33Q2+eOlNt/mccmZGpuH2KbdQFT4g+sCVRjr2EAvc9b1shlIWNrxYkTVmR3jtAvBoXVRU2y63PQvHgZ9SNnOXZ8J/tV7j2geJcZp9jTEm2PRPomesnwCiQs4BYWa4RMisl2zGILcLMzxyW2VnSiEXyPfsKt6jm6K0opKAjDaIMWwQohM1SRhIODNdntfRR4R5HdELwSEG88254t1zxpGpthpCkNE7WTeCsiYD5+pqhLyqCk7R5Xljv8TA/p4b7YmlljY22Pk/VtKlqrsL9ykn1H1bGwtsbt/tMdbXNuvI8gva9QsQrEVfwe6/A8WRLCRzHelY+jiibhjRNMtSVjck0fczUpdLoQMn356B4/yrEL2lja2uGb18VMUyr6BgYEFvUIkzxGoMqHsiBjM73FuN80xuLSN2xyFGvhuRHKUkOwNZHXs42BLU+s2X92lhjtaiAnPgTnR+VaEky2JGCgqo+Z+sb1Qma8HovTO7gruuB0fSI39I0IK+tjYWkEn4sfrcu1VOX0PXst7+IltbF3BKXrks7M0JwSwE2z22QEavHx5UDRWgv0loSgqalOzEM7Cs8CE5SGxlPUE86VZSHTmcSpK/bktAwL0V6Ig8oR4tac0p2d7CIzKIgAJwdsFUJmcb6PDO9AQn1dsFwjZBrT7FA7dppzenoPCJk5uspKKCgMw/BrTULXCpnpboKNz2OX3CDaULxztIVINzMMz21l482oZ1bITAw0kx0ZjIeeJc4KITMz1kFmaDA+1rbYPyhk+oswPnOcw2e1sLSxwSunk5mWTG4a6eAj7M6CmLfuXvmQ84qxMtVeRMBtNS7u92OdtR6twNPKEXtrG6xN7fC7l0FPdQg/HHemfWqGrpIobHRvkKtY1w2U3sVYTxVLyxxZ2y/z2ITMaGUMx3Z9yYGTF7m492u+1VYKmYeEzEF9wqu6GWxLwni3NnlrIvvKmaQhIwirKy5k1EmZVyTGyF8nZBqw/OYcKS1/OWkkVGO3ImSmqY4NwMHUnxbFSmddZN/BOqyu7mHv8WOcOXKCA6efpJBZZo1yH24kzMeFmxZ2ODo4YWuqw/2afgpTQnBydBRlDhia3EARofypRAoAZXvkBXao2sh+z1WVA9zJlYvO9TRw+5w6rn7lDE+2Empnik1MOTn2W+VCZryTjNhAWb3Y29tjZClW97W9RDpf58ChXRw/qca5vR+gGlROeqAzFj5JFHgcYZuzEDJCJKeHu6FnaiurZ2vdy0SvXfI8F/yFpJETzQSJurSNryLL9sd1QqY5/Aw/qkfK8tEw3k2YwzUOHN4t6voaZ/d9vE7IZBq8zgdHbuIk2lhf9wrmfpH0yC60yEBzMo6XzIjIaGWqrwKdUxvZe/IM5w7vZ9fFZ1XIyJmdTFgVMnXhKwlSJ5cTpFbL3raGQdLWCBk5o+SuFTKDuegJQR+cHI+N1YNCZpkqbB4QMr15rpzTsKa4Q7TowhQ1ab6Y2PiTFqjDAatnV8jI6SZqjZCR00/So4SM6OvZCUEyW+Mg+rORuYGwy33EumkLW7OTY6L/n9/z3qqQ6SghxMcVB/MrxDbKiuS0paF901Y2JuwsTHDxDacpzZ03rvrIFnMDVQnYGZ8R85v87YPlUTjYmnHLy5PKNSbysQmZxflZWkqTSU7OINT0AOecYxhcm3DqeeAhITNMZ7kfGluXd2SsSBLiYqQzG6sTKqStlZiLszQmO3PlhCFxpT1rIvE+IGTK7Xj/eDBjY43ctrPAJapKrO36ub3/G26vTERrhMxkDxEexuh4l6zcq1wnZASjbUXcT00hNugOhjoniKx90gJ0VchM1sWha2JKTOWQMPdT3Lc5wGGfOpifZ3ZhQZRBgeM2rkSu3x5+mpCEzK1L72CTNiQTq01+R9l764GgU4M5GOw9gW1oGVKutLHKuxz46g3++Oa7vP7if+PXXxzCv2hYLCHnmJHqZX6GZJvdGCYNMdXfRFG2NBbzcLr4GvqBGegdeJ+XXn6Tt3/3C37xymeY+CfjYq6Ga0a3WE3N0OJ1jM/tyhUXf154tJAZKwtk96ev88pb7/GnX/83XvrmOEElkqlvxvXH07iULe+Niv7a10BBllTXuThcfAOr7NUItJKQOeJZLxt3A/k+aFs7Utw5w3RjGJe2qeB/v4Xltd5wU474jlSi7lihbaRJesuzO4GuEzI9aVxUsSWjeYjRzjzsLpwmaVULKvjrQqY38jz//X/8hrfffo1f/erf+OrabRoHHoyQ/KCQGSDR9CbmHokMzC0yLyZr32uf8m+/epW3X/l3/vuvXuaC/9o4z88af4OQkRC2RmaDlxaFXd6ObsIgUwMtFOfIbc2tS69ilL7OI4Yi2285G7aqQAbib/D1jUixvBbWvSkVPRMjgu65s/2QPU1T03QWRWCtY0DBGvM+2VWGu/n6ZMaPTcj0JZmyw+4+w+25WB1Tw0GsZqafMx2zImTs7Dj71SXulNZTEqrDnu/+upAZLHBi76faJDR3yFIMjE3NKsJjrxUyS+QYvcuVWNGgS30k2emjrR9ETakve15TI2fF9q0KmfHOclx19xBSvSpO1gmZ+nvsMvahsb2DPD9jLp65TcMTt6GrQmapI4cb6lrYJ5TSNzyM5+XX0byThIObIz7ptQyLsmznA9jmPb2GfmlmlNQ7apz3KZT9nnTrH1APb2FxYY7pyVnm+7PR36qCdVQOnQPDjIyNMz01ydBAD11dXSSYfM8h93ImmsUq1OEWMYXNDA/0kuR4HI+EYixdnAnOrme4yovdb18nd3qWsaFe2WcLXfbyvWmq6IO1uJuocd07k27xN0Rrv8URv+cn06+c9UJmpf7nphjql9d1tNF3HL9dyYTkAd+fwtmDlhQOKGRPdxEmTi6E5zUyVOHB7ndvUDC3xNzMDLOzQh7eN+Bd3ThZG1fGWmPsdIuqolAOvH6e0PpWegeHGZ2YZr7cly90AhnuayHeXh8N3bu0P7s6Zr2QWazj1r7TmISVURVtyvEdTtQsLor3iDqcXz518NeFzMLUMN3dXTTk3pPtfvnkdDO/MM/02LQQ6ss8IGTGa3E1scI7QZ5gV5ZOZqRP1u5lgeps1/WieeBZzrX014XM0pKow/EZFtb09eHhIdIcDnMrvhx7V0d80+sYrvZhz1tiDupt4PZtO24lVsn6faTWm5hmz7MwO8vMzDzzRc68ud2EKvFaQ1Yg129cIq4yg5sf78Uxu4H77gaoXg6kpS6SvSbe1LX30l6RhpPxSeIaVk+hPDYhMzfez22Vt4UifpujJoE0P9VZ/f5OZvq5H+5PUHwNxYGX+ObTd/nyqA42Vs6Ut1fgbOVPfvsw4/3l+JvYULymjlJNv5LV3fJjh1G4IsfLJFWJ4fi5pIsuNkCcriYRbYp7RF15GF3cIXu/SfLa20EtBKm4kNw+xEhHIf6WzpSt2Wkd6U7F+XzAyr3LCp+TfPbh23yz48jPdHuhEsft9isnkVpTHTiySaqHd9hxq1hW1pHlyemt8rpRCV67V/l0MtNbg5v6Ztnv2WkSyeDkHD01cbjduEdWmjPHN6/2hc93nlbsCMipvauBaZJ8ldOcaMGB79/mnff/vJJYre3+6ucd8tfvrvUmGaNxV97IPcV3ubJb/r4/60TLyp4vekm29SYivZ4psUjoqY7C7LDTulxLVcHqWKYqps/GOE45RjMwvuqN2ppix+GNov7feQd5Vx0g2dIRjyD55FDqeVxWv9+e0CGlfpxK39N88dFq225UEXagY4oi522y55uPXiX1GdeTc9N52O33oE7xXHRodm38gk83bCVIdlupg+ALpvjnNShOMI1SfDeEIL/8NcliJ6iMC8PPLWPlJJPEVGcZgf7uZDRKYrMco/fU5achZTQTeNGZ1C7FWOqvwsXPj8SqtVvjcobyb6Pnn7ma8+eZZIBMdz/uxlbIb5XKGBYL5yCCQ4pkJ5mmRjIx/NpYZpuX+/rboq/fiJbbmo5MjxW7bJ0lz2HVXRCIyk552ak70i7vGIX+d3Cylp8wK1b09bc3H8VxubOXefLJh+/z3d6zxDfJiyr9zvClGCsf/7AH95z1+0OPTcgoUaJEydPMSE8zUV7BshX+388clUlJ3C8qF+JIyd/HLLlBoeS0tK/ZTfl7mCDc1IGnf9nz8zE7NUC4nQc/LUvSAs0FuSSnZMrE0T8CpZBRokSJkkcwNdVPQ8NKVJK/k1nZrYmBgYc8+ZX8h5mmubmd8fH1/hZ/O2OUlz9vt0v/sSwsDFNV1aF49vcyL8ZDD93d/7jbNEoho0SJEiVKlCh5alEKGSVKlChRokTJU4tSyChRokSJEiVKnloek5AZpDy+YjVS7Wg76UnRhN4No+bpDffxt7MwTVdzPQ3tw3+zk9rC3DAlCSGEhIhHSiHdozMsLY1TnqgoS8qjfUh+FHBuepD6ojL6h3opyoiXvV7UMSMuP0pNbqz8/dIjNJT8Vinr0zxDLXXUt/YiOeHPTnZSmdHA8qn8wbo07oWFEBmfwgOZE54QQ1TEl6/ELZgdaCQ9IUL2G+JlJwrE399aRnKk/HdFl/40d8z/DEjHRatyFG2VWc3k7NoeM0t3RQZRok1C7kWR1Si/tyyddEqKCSck7B5pdfLamu2vJy3+nmjruyRVywfbeFclabHyuqrok5+6mOipIyNeXiblQZOQ4s1kK/qcvJ88b0zRUV5HS9eIIvjkMrP0VGURHS7qJjyS9Hq5ZRttKyYxKoS7ov5r1x2iGKYyXoxHxbO1TLUVyOo3IauEfkUVd5dGycri0vNlAfKmu8uJjQyTlUmP6PQiep6jYKJSDJ2YiBDuRcWh6OorLM7NUJslr5eQkBSqe0aZX1ygIVtelpxfzbDihPRES56sLDGnjIEHPa2n+inNTpC9vtzXp4fayUuSf09O44iwwVM0F8nt6fIjvf4f59fxtDA30kFlfRPDDwQDlOzyfZldDlXYZfHeoRaykiNldRVdttYuj1J3v4Ku6TX5JtYwPdZOVXbjymmpgZpkwkLFdySm066Yg4bq7xMhzUtxybSsHtqU8RiETC+ZHup8/W+q5Mqej1LpZcaRY+dRObGRszcyVpN6Pessx5HxK/ybk0a2Z9qwbed+1NUvs/fIEewiSmjPc2XL9n2iTJUDx45gGZwjS+w3UHMXzbOGRIW6c+noKc6e3My+0+G0jPWQ6m8u3q+O+rmt/O6f3sJCOuM9202kvQXOoTmMzLfjr3aEnctxZPrKMbx8kJNXVFHXUMXZL4PuJxo6oY8c7xt887/OySP7zvaT7mvL5csqXFU/w/bjamRX1eNpqcLJU2fFbzvDj4cukLsmavxTx9Icbflh3Dh/BhX1i/y45yBBhauKf6ojE51rJ7mkchkV1RMc17CkuqObuFs3uSjaSfXKSQ5eNqS8vZeUO1biPZe5qnaa3Wc0KWnoJMTTkIuXz4u62sfVK8l0T/QS7WvKBRWp/vZz6VwUnVODpIRYce7iaVF2kDPHg3/iyYSnjWnaS4K58MFhLB8IiDfVmYOBxmkuXlLh8pUTHLlqSmVDM7dvXub4hbOoqZ/DzC6KJtmHBigINODr/3aM+7JPr6Wd4ON72HLyDCePquKV1Cr77vMHt3BW/aqody28Y8tpLYvFzPAG6lcvsefLD/ly300K+36qo+tTwmAdtmZXUb16mWtXjmFiWbDuOPX0cANm2//E7gvCpqk7kVzXy0RDAgd3/sB5YSs1NAy4m93M5EIb/od3sfXkaY4fuYZvWrto4WWmaEvx5uqRE5w++SO7jwbSPjNKToQ9Zy+cFN97mFNHvGkYHyb/rpV4Lq51YRev/fc3UUt4utOh/M3MjVLkp82ey+YUtq9RgzPr7fKOE2oUtQ2RG+LEFZVLsrIfD10kVxYrcoSKWFu2/fsRQpaPuq+jldvnD7Bvk6M81EFvCdo3TqOmJmybykWcvCoZ6a/AxOACV6+pcuXyaaxdStal9PkHC5kJysID8Lx1lc2/vCIXMpPVOF7TxzOhlrHe+6h/d560R/2WZ5FlIePiyy2PWOqHJhnrqSTWO5j6ngaCY3xxOinlDDqD6fJheQWDtWnEVkoqd46GcF3OWN+ltjiFiDIp6cQ8LbFmqFh40zg4T7nfGc7ZRuNvcxMrzyyGx4rR+ewgkWtWiU33LnJKPVLITGEM2nOwtTQjvFCsyl0csbRQ4ZBCyIxl2rL1upcQQbOMNufiZKRJRM1as/44maQqOoTbLtfY9C8X5ELmgaSR5pu/wru0h4LiQhplS9oJojU/Qz3mSadR+MexODNMoqsKhkF1Yu0/I0RNLAUtq3U+01dHUmGVWBHNiYVkJa5aB7D19kXTyIncZrEinRmgPD2OisJEDG/aklI9yMLCKBWpkdR39lNSVUXLoGSE0rn8kiYF08NUVldS3yfVXzbXXlIjZ2aMutpyqrqkNVE+119SRUpl+HywxHB7GcEWmpz69iy2DwiZmf4GUgorGZyYY2aoHg/NXVi6e6OqZ0WyWKHPTfUQINrEKb+H2oR73HG+xg+/OPmwkBm8x4HP9SgdGyLdxRxTx0gqw9X4TDNW9PwFevJCMLFyJL9TLlqmB5sIMD6MS0zb37wQemoRK/O00npZX++tC0brOzvWZigYqQ7g7AZt0YcVBYKOgCNsMCsQQmWO5hg7rjuF0toUxL7PDSgfGyDZ7iZmbnH0LG8GiIVcjIsZZo6pDI6Vof/5PsK6J2iuK6O0XdqXLkb35cskz67ugrUn6otFhg/1E8/Pzph0THpAzEMW+z7l8wtW64XMaKXMLgemNzK72Iz5lq8JLBMLTAsrbsdWS1YM2x+/wKt+ltbcJHztNdjx21OEPiRkhkm3t8HU+BLHl4XMUAPRRU3MLUxRlXAb4zN+tIw0k1DcyOTszJNIGrnAaFcvQ1MpXHlJXS5kOoTxNLQltqJXGNwhbl/4ACGwng/+Wq6lnZexCYglPsKSSzvc1yfTWqGHWD0z7ELyGJOymMnoJ8XKGps79xmYXyL2xg7u5JSK69zEObmZRTEdhl96FatCxduHizFS0SWyRr7911uchLurI2WDMww2ddDcHLoS2Xe+2IMvjlhSOjxJb/U9rh3b/QRzLS0w1t3H0GQaasu5lhamxd8Rh86+Tbz3xjbcMxoZXrc7WYrRh5eIHnr0luXTwOxYDz5XX2X/qct89frrvH7eTXYr8VEMNEVjtNuM4HBTdPWOc/DrDbz13scc8y6nI8MNI939HPx+M+++9S673VbTHAxkOLLlq1e45t6yMikO5Xqw5/s/CRFcuTJxDxf5c2zrmxwxljJxPz/MTY3R31WCz19IGrnMSEcChluNyCiO4uxlfYLLupmeqMFk9zvox3cx3tvP0Ph9NF5SeVjI5Jvx6uUoMd0u0hhvi4mDC5X3DHnlgLtYYMzSkGjDyQvq3G+QX709112sbD1ofqI7ov856I7W5M+ffozlvd41OynCdkVd5p9f+YgvpXFyyIDsxmFGolR449w9BkXPLva+wh41BxqidHlVNVZW1/VRZhg53aZpeQ4dbsDd0RjLmAbx6hwxqq9yM0/+0mhZGOd3v8te7WSGlu3tmFiM6xgRkCMm1+coOv3C5ABxrqpo6+pyydx5vZARIkNml/duXLHLIzMzDNQlY3x0K++/vgWHhEqG5haZHBpkcCgbk080uPeQkJljoLGd2qoAtJeFjIJSjyN8vGE7t1MGxeiQ0xB4ng+//A6nuH559GUF/2Ahs0wWV5eFTPt9LhrZEVfZJ4TMKN4q7+D5vKRweYSQ6auLx/ysQsictySxTkpRkIXl8cvcX+c/tMTcZBvxTjcxNgileUzu2zA/3UWalyWGGr7Uji6wNJPK+Td0Ke6rxFoSMqkt4pMLRKr+AXPZ4FygIkCd48aedIyIyX5plLxAF8z0I+lWDMp1KQoW58lx2MGf/vg73nnzB/ZduYxv0ZPeQluboiAbbU1dXFKqGBqrx3b/e9jlim69OMvoQBamG07gVTIifuXTi5RryWz/ixyySqF7fJx0q++5GvaArBWCbrA7FrWPzhHTNkd93E02bjtIUFGzmICb8ND8GiN7B3Zu34FnRr0wHP14q72PW7G8ZpbmZ5mcGCdY4y3s8xVlC1LZhCxsuHn2ctkcU5MTJOq+iUH601yrfw9/IWmkhKj/oZ44ND4+Q1SLmB4XxbgK1uDb91/k97/fyLFz2zFKWvaKKUDzUUImx4Q/XI0VfXWJJiFajO2dqO2fI0rrbV586U98+uev2a5pQXqjkJpL03iefA3dOCkRyfPH0vw0/S1leOjvJKR6NZru0uyUEPNNtItx0pJggWFgNn1Do7gce0HU4dt89+VnbNT3oTFCmz+oJcjquiHGDEMnj1V/m6F6XB2NsIxrlNnK+Gt/wEiRYHe5/6cZvYdWsjRxL4rPW3FRLCbLn+w99p+dzgxL9h11JCXKgXPaxiRUDSrS5Ihaac9CS9jlW6nVDI3WYXvgfezu5WCqewOr6DIh5htxPvQuZlnLEqQC80cKGTldjxAyC6Kt24tjsDdXJbVF3gcW56boqk7HxfgEsY8/RcEaITNRib26Ed4p9YwP5Ig/9jTrouc/y6wVMnuNSWkfpDXHkTPf/vVcS/NS1mdTba7r+VGnWBovTXYQbaXDVQ1PlpPhDkec5UPzQjEbthNiY4qtdy6jk5UYfb2PcOn75pvxvWbG7dgKWWTRhSHx3E4V08TVoEbrhMx4NwX1XczOz9MtVp2m11VIX82J94RYmzQyHl1jU6JlSSOXyHHexx7XPLoKo9A/dgW3jFbmn3JLPzfeR6DBRuyz5Q0tJY3c57omaeTciFite3PuRxViu+SDtyvdkes2t6jqm2d+YoDQmzvRsLBF18qagk4x0YqJINrke4xiWmhoaaVnVG5Qkm9+hea9VlraWuhQeEXmWH6DSmgrHe3NtMpuQUG5/becDHlUBu5nmb8gZOZGaUzx5eI2FSJbFYZ5apDq5naGJueY6a8RC5HvCFm5O/wXhEzfXfZ+bULV5AhZHlaYO96js6+FTCmZqxDm1dGOGFvYUSXs49JULKffNBbm/zljso/Sxg7GZxaYHWzFz/QwLjmrJw4kZ/YChadnf5oVFxyj6GqpJadJqJSFSXI9rqPvEUFPSzC7vzGjZnKI+85mmLvF0r08p850EeVijoVrBsOT1Zh+s4eQrmm6OxoVt6uh7tYmDvkJG7nQTZSFNU63s9fkH3o+KPe5wGeffcZHb73Mv734G7aZxTM6Lbc/k7Vx6Ai7HCM66+LSEtnCLm+94YTpTX2Ci/uFrRaf9zjARsdS2fv/JiEz3klufTcLQjWNN2fjYKFGeG4DhQ1dzMwvriSN9C9e3TN+/EKGIQqcjTh1URsTjX2cuBTHT40L+NSwLGRcA7E4dJDTBkYY3rjE4d1/XchUeO3ntX//ATUbG2zEwzu5gsrAE7z8i2+5qijzis/E7/SfuZkrbbKNUxPmzOVTV9HTOsTefb7yW1X9hRgaWhOaJw/vPdyah4P6MeLbpBflrBMyXfmo6V7DzPwmeirH0LHJfeTpi8fLqpBhuInb5uqc19TCUvzmc6rH8Y+Nx2DHl/yw9xI3RZm9sxtpiu34pxIhOqqS3VDRM5a1q+GNM/gV9DPWV0teXCUt5X4cePtT9qjpy1538blLaVkxt1wtMTSzxNrKAlNLA/Ir6/G+bYO+qYV4nzUmJtfJqmzBx9WI6/oGss8aGaiSVtlJqNdNrunqyq+ne57Eyj5iAyy4fENbVmagdXJ9uv3ngvVCZmKgjtzocloqgzj6/qfsUtXBWtSNs1cwxWWlONrpomNkjIXmPk5fTmDV33ytkJmkJb+YipoeZmnizu7dHNHSQfXkVdyi6ploSebw5YvYWBhw7cwl7IOrZKcHl8pt+ORU2D8shPtTQ18Zxjc1MTQ1xcryJuZ2FhT3jFKdmE+NmAQHi/zZd1FF1kftrY3wul/PUGkYu8+LOjS9zvljWvhntDFDI27bd3JMS5tLJ9TwjG8ULdFNllcWPeJ/DbHuXDtxGW2to+za6UHjtBA8oTZcEHZG+m59zePcq5mHkVpu2ZrjGlfL03vz+qcxXBzIdSv5raX5mVayAgsYEHbZ00xN2OUbK3Y5IquCAFstzqppYCHKzl86RPBKTri1QmaG7upySgpWb3OvEzJiPrykqYqllRUWpvpYe9yhrrJALOrVMLWwwNLcCCsXZ9amxHpMQkZ0GJ+c1dNJg3WEB3ji6ORMwdN/UvY/zvwETZWllNX10VkWicctB9xCEsnMyKVnpIfcjFLaR6aYneihNDWTzjU7l41pbtjb2688fFMqqUm9va7MJzGLvMhoqkcUtwDG2kmJ8JW9ltqguJ853kVmURnNivOH0yMdlKbnrDuJND3WRI4w3ssbZVLywFtO9rj7Bv9Mx+V7yPHJWslxM9yYTfAdRT3kdTHZ30hi0Go9ON7yIF2WFO7pZX68j7xYL/lvTK1mcm5BCJk68hOqaG3KEcJj9fe6+oVRJlaQU+0FBNxxwdFlVchNd5YS6nMLB0cnkmrlK5aRptyVz8dWyQ2LdHT4no+87F6J3CKMd1UQ7ScvC857mo+B/b2M05BZTHXzgGzSGmwswOO6E3kt+YR5r9b/LZ9QSsRgHaxNxd9T9D/nWxSus2t95PpkIt/InKTgtg+BcfKkkeO1ybLv8Iu6T6diV7U53UNW5hOeuBruoDNX1tefR/orYrnjao+T2x0ym6SpbpRkI3tCyxqYnp2kKEreDneixRwzNs/S4jxlMfKywIR8ZD7sgpHqBFmZf4xoC9lQ6MFj13V50khhFzOi/WSvJ9bIG2Kyt474QPn3BGQ1y2+jTA0I0VpEpfwLnkskZ/ec0gpZ0uKZsQZcj8uTRg43ZinsssNKXx1pKVgZK7cz1qaDGKQ4LIfmSWlbbIbq6Ah8veRJIyUmh+rJi65YSQLaXRiEk6M01kJkSVQlekrCcXO2x+W2P/ltyxJIzmMSMkqUKFHydDPUV0tUSOrKqvHvY4rizAyKyhsfiE2j5D/OGGmRCdS19/1Ef6E+/J1Cn79drn8gs9NtBHtG/8SDALPUleWTlVW+4sT7U1EKGSVKlCh5BItipT/9FwJ4/cdZYm5ujvn5581x+h/JIjMzsywsrDp3/n0sMCnbEVDy97K0NM/U1E+twyUxHubEuPjHjQmlkFGiRIkSJUqUPLUohYwSJUqUKFGi5KlFKWSUKFGiRIkSJU8tj0nI1HDntDd1imdy6vE+fXtduOlnntlBcuMjiEpvXBeF8D/C3GQjt85tZONG8bhiT37LKCwt0hx9U1amYuGLIncdk0O1RDi6U1FfgoPuGdnrjllrz+t3EK3vS1bXspvbNHWJYUSkpBBhfpYtm8Q1DqvgmqHIrlMbxoHd2zhw5irJLfKiJ0ud6Ct3RC+SM1YVw43ze8Tv2sQZPyks9DT1ye5c3ievn8NuBfI3PsVICdj8bx6Xt7deEH3jj74PXRV5E89cqeHHKQm6ybGd4v3bdqMRJg8lNVoRgfrp3WzcspVLQbID9YzXxqN7ca/su096SecNYKIxjZtX9svK9rvIznEw2ZqLzfVDsrKtVsmysueLAbI875KY17wumqxU10X+BhzZIep6xz60I+plpaNld7lychcbf9zOlRCpt0opNhw4t0e8b9Mmzsr66ir96bZs37pZ3sbicfymPw398naeG24lKeI2qfWrbpTz472kR9witlpxvOk5oTH2JkdFHe46dJLotXHoJeYmqQg1kNXfVYd7slNeiwuzRBnL6/SyVQANw9CXasWWzZtW6vqEWTAtg2v8nforcTM6L3vNKllK3CKd+Cvhls4R+WduRjMvRfYdbSHM/oqszOBuFdPPtMf2MAWB94hLrZU7uM+OUxykJ/vtas4xdKzz8BV9Pebhvt5dEITmSXmduxfKR1FfWST6Z+Vl9ukPB5HrSzaT1/nxa3jnKE5LVgezc9sWDl28QfqaUCFSoMTiCEsCpZyBa3gMQqYGl20f8eL/vKiIIyNRj+ehr3nh/zxCpqLkuWA5jsxfSRq59AhX/ArvY3x23Z/q6gK8DQ5z3TWR/tFsNN/eg3NcLOZnNLAPL5N5j/cUunLuoj1BjsZoqN8iLc6a7e8aIQ+p1k3czRO8+v/ZhKcUeEtisgkfS0tM1Y/w+mkzSstLSQox57raDfK76nH/8SA6QRlEO2hwSSWMNf3oCVCPx4Ev+dX/dUIeR2aiAS9La5yDkiirSkJ928e4xeSgrauKdVCaqJ8Ubmx7H8/luEtPIwvTlMc7o6nnQ151FnanvkIv6hHRljrD2fy736Aa3iUESzhH1LQISsyjOC8EjYM/cq+oFvebVrjeTaW0LBaNXV8RXNCEv60Njn4JlFUnc33bh3jntxN2yxYbzxhKq1PR2f4+brk9xHvbY+Z0j+LqNAx3vI3jcoqL54JRCoN1+fSfPkP/gYB4I2VB7L+qQ3hqPgVZ/qgf2U1UcRUuhpZ4RNynuOgeGnt/wCs6GVUtNVwjMqmqSkR9+yf4y7WkjLnRbmpraqguTsbq1Ckum0bTLcW8X5yjNkqbbz7bgVf+qqFvTzXh2w824JT5s8RA+HloSeL4aQ3ck7IpyAjCWv0mBWvmrPG+eK5/egzPuHD0Dl7HLbWe4SxLPr7uK2xBGu7XTPGKqGB4tIuammqqixIwPXqKqzbx9K1Ezhwh39sCjcv2JMbZs+NtHQrFojMjyBFDqxAKq9Mx3fsOVtmj1Ca6cv2wAffiPDjysSaJgz/tDNt/XiapjDXlq//6MRre8lABIx1RaH55ijtxd7mx9zq3s5pWThmNN4i+fmO5rwu7LPX1tEps9K6jczta2JUUrI6cJ76mAXfT61xzDqdEtI/tkTNErQ1V0JfCuQNGJFeXEe9nxHUtE0p6anD+dg/64VmEWWlw9XrUSoymyVovvn/lDfTi1qee/gcLmVEynLxIqA/k8kpAvDHyPP2JK/MTZVeeTyHzl3It6V3mxKuv89LLr7DJ8P5fOIo2R2uUDZfE6qMt356NhwPoF50u/7YJFndi6RWiN9NqG9eDc/C2s8QlolKsJnvw2PMD3s0z1KckEBHhhu4GLYIVQma0RvwNNmakrASRW2Kk7j62pkbEpAVz5Jgt5UMTdFfGCUNyg9wnFhFvjBx30VcqpL6iCIg30YifvRO3Q1Mpr8rA9vRlUtb9PVMk6e9GM16+qnoamZ/o567pTnSDy6irqqKqrZ+5lbxacubHq3A8cpwLFzfJhMxa5sY7CNQ7ib6TCzrmN4lIrxBGvZqm/ilRf00EOTvjHpgi6i9TiKRLhGenYWN2jTsJ5dSI69X1jDHZVoiL2QWcY8qpFWU1oq8+PyzSV5dPqJMdVn8l19LscDN++mcxcbRDy9yCmAyprmtW4jStsDROpPYejFIfGDxLi3SVRGBtok6OohnHu9LQ/uF7DqlfWREyc8N56Hy/kaPXzj5XQmYk153TJp5U900zM9jIHcMj2KWv/v6BfFv2XAhjUNiKDDtNzIMzkWVeWZhlsDMLN0nIRFbI20/UdXtBCFZm2uSvnTwn2wh2scA2qFTYyl689n2HY3YNd8xOYB1RJuv/VR1DLM0Ocz/QHG3HTLFgHOTu2V3YFa7fCXhWGG4rIdjKCns9S5wVQqY7y4qDqvcYEnV931INs7v5jD9qR0rR1zXdQzAzMyC8TNSdmLfSTL7juM097C208M3vl84qkW/5A0f81+TVF0JG5ZQtmVXlpIZ44uToT2NtFHv221I/OU1H4T2stY0pHBQ2cKwUi937OHN5z+MWMsusjey7TB4aSiGzXshs1ySgvJP+lmj0thhT8pCSmWOgOQNXVVsicloYS77Oy7rpslfqI3TQdfGjbXQAzwNHiK2twMLWBOf78v2TGLWXMFHkD4Fq7FaEzDxNafdwtbvDcsy82ckmoqytcXHIoL/Cmw/V79AzOiMLeORocIi4Jx7hdU1k36lBKrJC0DlzlG2bTuJyLwEpGrmcEWpTbqOz//YDtzGfLqRcSy6nXmDbsSvs3bSJjw5cIKVujcEUq8VMD12u+heSbr3lASEzSG6gAzdVwshIc+LquU0c2n2ILZu3sO2GPS09Q1Tl3EXv3DFRfydwuhtLdloEemc/Zt/+U2wX1/vqgj45uWmYnHmX3QfPslOUfXxC42cKhvhz8v+Qa0nGAFk+tphdiyA9yZrL57dyeNdBNou63qXnvBrMjmEq41zRPeLP+pz20ubbkCwRn767YpdW2IgQg9MYBKfhYaUQMtPdRJmc4kZoPv5Wz5eQoUvME5dVMHC7jb+nDWf3/bBOyPREXuNDM/mt0KqAC1z3jEXSkHOjndyzOs3Ja9pEFncwJSbchck+Ip2vYuxVvH5HfLAOZwdDLBLk+cySrr+Eql8xlqdfY9ehC+wW/f/Phy9T2tRDpIcmKkFyh4jsm+9zLfqJrep+BkS/WyNkWsOu8IWVPJtmhc9J1O+kMPKQj8Savj7ciKe5JqomtgSEBnB96yuc98whyE6b8+J7/UWZ3rY/rBcyw03E33Ph5KatHD2rS2hWJYM57rxx1Yex6XkGqhKwMz5DSm0/KQ5qqAUVEWelFDJPlkcIme4qMans/+spCliap7cqFht1Q7zCSxgSImeuwJyPL0QKIztLWYAhJu5hdNX4sHHjLTqG63CxNcM5rk5IlTECTvwZp5VELWuEzGw/iV6WGAjRIrO7o5V4GupiaR5Jk2S9m8L48bwzDcNT9NekYHdDhftPPMjrqpCZbUxGS8eAoKJuFpaGCFXbwJUIsbya7iIj2AndczZkdz/dwcMlIWN36lW0QhtkvhnVHrs45rV6T2KqLpzDYqAfuXyd49/9ns8vOlHQJqz3ZDPRbuboXfGgXDRmqxAyp8+dF6J2mPm5acJ1P8PEW4hkPT2xIupiQRidexob2KN3C7WzO/HK65EFaUsz+jMn7SPRPvODEMKdsqi2+WYfcilqZWZ+Tvh/EDITjUS6mKKvdocKUS3NQsicOH+ZpIYR5qZGCdH7BttsMV1OtZPsa4v2OTuKHrF4H+/Jw2TPYcIUkajH8ix5+0+bUVE7z5YNf+aIZSRV4rs/fGsjKtdV2bHhHfYah9A48Oj92meRzlwfTPTUuH7VAPVre/EoWJUhfWlGbLweL4TJDAVu1zDwS2VozeTanmCKmoM/LcMLjLRnYnzgBJHND7TmaDPeTqZY36sWfX2c0NMfYBBVjPHpz7CMb5PtjJfZfM5p/zoSfQxR9ywUV5skTv07jNMH5d/xTLJeyHQkGrBVJ0n88mnynC+hH5jF2FpT+4i+PliTjKu5EBxq1uifew+thFHZgvi2pVRmhdHpN1GNXt3tHRft+cFZH2GZFhgsD0NbV4+oCHe+PXWLzqlZukujZberkpP92PrlFk5dU+fghlf4Qd2T8q5VTzalkHmcrBUy32sS0dJPU7Iph/4DSSOnmuLRP2KAX1o5gwobtjB0j2PvXSW7p50QbR3MfTPIdfqevT5tMN9FpJUBJnaJ9Pekcu6tUySujP9VITPdW8tt06O45wtrPFKKyzk9bPyTWIn4PF2A9oazBFb2UxfnzNVTjlQ/cRu6KmTmmlPR1NLDr6CT+aUlMdA+4tSdbDI8nTHU9yCrdWQlI+vTysLkIJG2R9GKlvvFVNzayinf1TywM33CoEb4c/v2ba7veYON2oHUNNVwz9QSI0s/KhVOjBOV91Azt+F+wxiLQsjcvfER5v4J6Ii+cienXSZa4gw+Zp+xFxaWugQVy41ysv47XPPOxslKHY8ceSfMMX6XK3GP3pd4dvkLQkaImLtGFhhZi3pXpAMZLw/hspk9OS0TzE+NEKTzBQ6pDSQ62mNocof8rkfXXX+5B2cPeK34nUkO1gG+3rjaGHJ097eouKbRXJVLaIAP7g7mnNr9OaccEumU7p88D/QUYXs3lfbhafoKA7iyX53sNXc5R5r9OP21HkU9jdy5pIFNpFjklQejGS7fk22NM0bD0Z/W4UW6Cl25eNT34dx+C30kuBhjIPko9aRz8a1jRLTWc8daBdv78pV+kcVHnA9vpzDcmuuq3jT1FKL9xSkCWp9lx+v1Qqa/1otzPxhR0lOP+xk17OIrmF62tVMdJD3Y10eaCY+NIVPyth7M5vJnu4WI7CQ+IZLE6gEYykf9s+3cVbhqSkylm/L2MQ+kPbeRmnhu6KpyNycatU9PEdY0RHmYPeoqbpS3VRJ91w9PdxdUd7/LbpPwdeJeKWQeJ8tCxiuVUJ3NvPnun/hgy1HOnfzrQiZR+xX+6f/4Z37/xhu8IR7bDMPoHeknUWsbv375Zb7ep0lSbSsBxzfiWCE16DyjRaGc3vo5r7z8AkesSmWOwHKWhUwvg03p2Fy+zP1eqAs+yyv/4//mxddfl13j6+M6pIq/pztIh1fffIs/f/Y19gn9f/OJq5/OmltLs+Nk3FHju09e5vU33uQTjduUZt3j7Ce/4J///be8Jv7udz/5CrPkNaPjaWNpgb7KRK4f+1LWDhsumFHSMU53dRyumuFiel0lw+ZH2a2ljgwntrzyP/jX30j18gYfbz6AV2YrpVHWbBcr+zfffpfzt5LoG5kgy0eTH2T19wYfXnWjrW+EujQPjmz9WHa9fTeD6B6ZpjnLj1O7PpWVbdX2pPOnxSF/ClkrZJboa4jn1rVQMtNs+P4P/4N/+90fZXXzydaj+Ga1UnzPnB+/+TNvv/sBl9xTqMwM5NB7v+B//+r3/Em874OvNuOQUUumuy+h0RWy8dgefZ0NxhkyUbmW6e6K1VtLCmYHm5+/W0vTw0LUH+bzP/+J995/D5PwXqaFFInS8yCmtJ2ZyXbuXtvCSy//nm+P3iSrZUrUUwNae34ja5vP918irLCDWaE3m8LV2WyWtaauy7Hbak+FKBkrj+Lyzi/548u/Yq9RDuMLs7QX3OXivs9l3/ODmiMtw/NMNWdifORbfv/yi2xRu0fn1LMcoXm9kJkfayZQdbOo69/x3XFL8tqnmRrLxu7QbTKLAjn8YF9PaSMvxJBtX77CG3/8JaedapmYn6IkyordX4ux88oLHDIvEuNgjLLIUPw8sxic7OW2yvv8UXzHq59vRt07jZGpcbr8rvO7P73BR+J7b6UMrsxBi7MTT/LW0gIzEzOybMurPKrsWWeJ+blZZucWWJidYnx8jPHJaWZmRD0sivqQwm4vLrEkJrLZaVG2Zmdhflo099jYymNiek52umlRfI/s+ZT0/iXmpqeYW47cLYVUn5qQvT694qEvsciseP+8dC1x3Vnp+tJ3zU0xIf6m5WtIf5v0HvHHyv/WicnV736irO8ri/MzTCr+zomZBTHvi985sfp3j42PP/B7n0JEH5gRA1j2G5fbemFOlM3JUuIvI/WjGfFbF+dnmVxbB6KtZkWjSk6PkxPy75lWNN6D9SexJL57alL+vknJ6ktlUv9ZLlO87/lCjFcxJufmF8X/YKyzRRbWoP6BupbGxcN1LT0XdbquX06ItpqnJiqK2Jx8Yb4VbaGo73UsLTI3O7PeyVtWNv2Q4/ezzoKwSzL7I+pPXlXzFHp6Ed/QJP63JBsDUv1OTs+u7MbOTinaRrKLikKprqfW1fUsUZoGFEn/lezvsq1UjJO1/X9iRiF/RBvMTk/KyqTverZbQvT/WdH/xXwl/53S8+W6FnZIFM5NDhNuZEnlI/v6erskPZeQjscvv1caJ6KE1qwMomMSkJafCzPydhgbnxSfUVg78Rmp7OE5SPqbppl9wN4/JiGjRIkSJU83o6Mt5OTIY8b8/UzJjgG3tT1Huyr/cMYoLKxgcPCnbhH2ER8vD0qh5O9jbq6TlJT18ZH+dmZpba2jtvYfl91dKWSUKFGiRIkSJU8tSiGjRIkSJUqUKHlqUQoZJUqUKFGiRMlTy2MSMmudNSXnrOkVp9JHOro9s6w6+653TfoPIDl/LjtTLTvhCiQHXalsYo1z8IqzsOQEu9bZV3JUUzxffsgd20SbyP6uudXXZc5aq45W/5mcfSUnymWnSrmzqvT3rzqwji875j3NSG243BZTq06MD7Ls7LvWWVdWB6KtZmbnVpwVZQ+FA94y0pHsqWXHxjWfH1ckkFnrrLrsAPl8sd7Z92H+A3ZtcX6lXh/0l14S9S9rF8VD7rCPuKaib8vGueLNAsn59EFn72cdeR9c368lx+oHkdWN6O/Ljr3Lzr5jY5LDqNzezk2vr+cVHmkXpYMQkv1UXFvUu4TkcL/i1CrG5aPSyTyzyA6TKOpJ9M3lul5m7SGCccW4WGdXlu3y4sJfOIQiZ8XZd2yCKfGZ5XcsLYk2nhS2UPF8YXaScdm1Hp6XHoOQmaSr0ofDv7omO369IIWDNjnKF++8yutv/YnPNfzoXxdm8Rlm+fj1X8m19CiGGiM48tFveeON1/jNt0fwzWxmbm74gePXE7LOM9yShPEpDRKT1x+/Huyvx0Njs+w44Ruv/Ir/6//1Cy5Fd4tGGSLVxRxLJ1vU9n7CW2++zh8/+ppLbqmMiYny5z1+La5fHcDRX6rIj18vTFEXY8/ODe/z+huv8IHqHboHe4h1VmHDu6+I3/ZHXj/lSM/THPJEGNbB2lS0D3zCa2+8yq82q5LX/Ih4FbMD+F/7Wnb8eqw6lmsH5ce1X/vtv/C/f/sVFn530Tn+tazs9T/8G7/41w+wylIE8JobIfPmD2z3aBSGZYaWtNsc2fxnUad/5JXjNrLj1+VRNuz88nf8SdTzaZv7PEcx2AQLjPfnY7NXDadHRvadpLPCi8O/VkeKdbow2UqA0WE+e+c1Xn/7db7W9KdfTHRDGbdFX/2Y1/74S1TvdKwb9z1xenzw3tu88ac/8sIvfsGbh8wpb2zB4eI7snH+5fbT3M0fkQUklKXrCDDh4iZHViMKPftIiTjP7fpM1of/+OI/82+vbeFOyZpAMhKLs7SluXJRz4qclkmxqBnBZst/4devSqEq9mGfWM3kWCf6u37FK2/8iR+OqBNXMbwy+c301eKmtkl2Dcku/pf/9z9zObqD7qJ7qOz8WNb//32bFk3945TGWLD9gz+I977KC1vUKO98IBXFM8x0XzW2p77gVdE3X/ruOHfz2tcIwgUq/NX45v3f8Nrrb/LddhdqFqZpSnLjwEa5XXnjtJOwy/OMloRzbvvn/FHMS/Lj12uZI15V1Pcfpbb7AXWHVNlJJsS7ymKsOP2ZJTLX4qkBQm5u58P3/sRHX32HU9z6eekfLGRm6SyLx/7iVt75FxWZkJlsy8c58K7oAGPMT7ficvITbLPX55Z9ZlkWMp4xpOVU0SfU5cxYN1X5xfSN9VNcVUCGvz9evoHygEFraE6yQT9KSv06Ram3Kuetw+loD3soIN6QUDL1UZqcMQjC7y8GxIOBHDMObZUbxfm+YhzNzXF1tOKy131m5+fpKQ3B8Loq8RVZP2NAvFm6K5NxUt3JW//9jFzIjFXhYGBFwP0GZpdaMNv4Hi6p1fgG+5PRIMXcGMT31FvopTy96nhpdox03xvouhWJiW+MAm99fHIfPOUyRWOYEd+8+aeHci3VBJ/hzMXodYG/2qIvcuR4OK2yZzN0pLpy+L1fsdW9gfmBCtytTfFJEeJY1F+CzRXuZVfhYnwN0+g60QrDRF7ahmnB06wO/xaWmBpuItruGpt+t42bDwmZGTpL4rC98CPv/vtVmZCRAtk5BoRR1TUhy1TvfPoLHDKq8L6uhbV/IaNdMRx/9xIZj5j3ZvrK8dK5hnN4NeONMVwNkA4ED5Pl6YSVUQw9oq0b0ny5/P1X/PicCZm1FN85zqXrCazv7UtMdpfhdm4DHx8ykAmZuYF01L45S+oavTMRe5k3L0WLWp2hNtIZI6cgmhTBDNcykH2TQ9udqZvpI8HLClO3HDGFduO97x0MU3pJDXfGN0/6C0ZJ0f6CUwHyEfU80JNnz7ELofSLWkw2Pcb12xmMLs8Fc91E6OtgFZLDSrWO1+NpYcXt2GpR623YbH4Hl5JuYmyNMLaOp7cnjfNvnSBhrameKsfo872ErjN3UkyrIDR3fMuGZSHTkY1xUDpDk1M05/qgt8+dtYnR/8FCRiiyzHxq+qNRfSggnrTVV43DgYsEKsJzP/M8IkXBulxLpy+jfUWb6xrHOXImRKFEH2SEXGcLDLxS6cm8+UCKgnCkoIrJhtuxSSz8yykKJltw17qAe64818BgeRJOTjbkda30SjryI7C84UBubsDPmKJghpacImq6o7m6EhCvn8KEICy1RT2pGeAsfnP9uu7TivueE7jXPL3R2+bGewnU/oRzhq4Yqqmh5pnMsGJre5mxmlA0rppjq7V5vZAZKUPv+BHi17bRaCXGJw4SpYikN9V2H2tDM5yufS3bkRmqScBG/wDXda3QFtczuFfJfG8lLjevYRXfJHrDKHHX3me/FDH6uWCJ8b42SjOjcX1kigIhItPzqBmQ7JqGTMisZXa8AodDlwnJvY+BsTWhspXrMG5HP8bnwSRgi7PU3ffGxNSJWkUGCCkeTXmUCZcuqOMd2SiuLVajYSnkVgWg/bwKmeFitI4dJ2VtskfB4twEeSEmaF44wwkjKbLyJNO5Jvzhle1clcaOfSBlHWOMRl7gffVEYQlnaYw15+QNa8o6H1hATzbhev0ct/N7pC02mgujsdPXR0tNFzNTV0qG1t6/6CHywkWMM9aGp3y2mejIwsXkJjpqNzAydCCxqhtZGBiJvkIMzh5m574zqKmrY5nYLAbCEGWpoVjp6ApbrY+DUyA17fW425vhEF0rm5eCTn6A40rqHEGtNx++s40rUtuJMREnFtDiylRG3ae4OQSNZSGjoCfbgyuXT2PtUspq6MjH5iPzqMi+9dw+oYJjUI0sauBzwV8TMkeNiKjpYag9hZv7NMl5KLXNOFUJXphdcSOvZZSpRyaNrMbkk4vcb/vLSSM7Us05dl0YxH5pIE+JTuKLnXEgrYpbmGN9YqI7os3djA4m/7MljRyswcvFFnMXb0JCA7DWPEvsyt/TQrDqNSzditZ16qcNKdeS1aEX2KHuSlBoKDfVd+GUviZy5XgNbgYmuGc2kW4tj+y7TI3vXrbqJYtWXaU++ARbNCPkZVMdRLnZYnc3lzL33ewQQqa3LIJL+z5GxeyOqNNQdC9vIaxinPxQC/b++DHfbzrK2Z1vPkdCZpm/ljQygysPCZlaPI5dwjmkltH2TK6YWhNe0svS0iIBKr/FSRZ9bZW5sW58DbZhcrdBcQtJCJnFBTrLEvF3M8XFP2QlKWrXcyxkqjw2s90kT5Z7bC1j9RFcv2pHYpI/2lZyIbPQW05IQACBoi/fcTLCITKPwfZqru56k6837eTgj9+xUcPhISHTnnKTIxpi0TYkyif7SQ+2R9PCg+DQQOzVDuJTtux710OqmIyNDKNoU/iTPQ/0Z7gIAegkbFIQbsaq2EeVM7ncaacGKc+KJzA4WNiQEBwsrxNX2EiQhy0mjl4yW22jcZKI7Cps7IyxT5HvZMWpv4SRzLArkCWNDCVAtJ3vbXscfEOoVdwNH+4If0jIjIo5KcjbhVuu1hStEblPRsgM5mG46wjGQaWMrl9oPts8JGSG6Sjz5tqmv56igIUZaqItOHvQiNSGUdn93flqZzYeDqCfSfJvm2BxJ5beTHNePx/B9HgT3naWuERUisHfg8eeH/CWJXftJkLTELugHMakG5wTXdx1M0A7oFwoZOnlSI59fBifvB4mpS3CrjiOHLOlfGiC7so4rNVvkLv27w4lPI8AAMiGSURBVHoirAqZiZpY9MzMSagZEevmWfJcjrPHU3Tt0TIczpzhxq00+qYe8Px6ypCEjLvq+zjnyH2eWgNPsmvNDDhScJuN77zIv/zy1/zL//1/8G8f7cGnUJrtarH98hx+LWuzEzbisuUynuXyLZqJhhQub/4jv/jfv+SXv/j/8l9/+wGq1u7c1DlDfP2MzLGuwPYHzof1yKJ2tjdWUVXVSMjV36OZ8jwNVom/UcgM5qC//TCmoeWMSoNpuAwrQyuCJH+2xQ7sdgmB+MACfrgjFu0NuuTJBtt6RsrvYWhlSUaTXJY+v0KmCtN3ThA68LB3XonDRv7P/9//5Jf//r/4r//3f+dTjWD6x+dZmpuT2bPB7Fuo2gXQODDHcGe16Mu13PfS4rqtK3WDKw4egm7C1Q2wC81jfFFYlv56vC0vYZ/WzaL4ppGIy7xhKFaCYiEQaXGdK9p+VPXJx8vzQpHzTk54NwibtMBkjjNf3fATC9w1fgYLC8wvLspEe5r1NlQdQjAzMyC8bEjU0xyVt0+yySICPwdLnMIqZPOS597v8XowJbxoO8nSTDSkYm17k/ga+eh7lJCRmOoux8PiorCBqyv/xy5k5nqlwX4MTbdISqqrqW1oon/iOVG1y0LGwZkrG85gk5RJoqcGe/4DQqYrWZdv/qTKPVFn1eLR1D3MzHQWmm/vwTkuFvMz17EPLyJS60100qSVxiCZt4zRUL9FWpw12981QhbDUhhXS30rgrNaZAN9tL0YZ63dRDaKCbQhgO0v7sWtuEx2jfrWLsZnanD/8SA6QRlEO2hwSeXuSoK7J8eaHZmeYow0NTAJiKdM/I2WF97nZmgqjidPctnEnzxRVlNXT+/YU9ynZsfJDjbijHOcrB3Cb/6IcXwnc9OjDHSNCPkmWFoS/5ZIV+RaktEZw/5DtlSPrVlp9iRx+pQNBT1rnYXln23x3ssOjwYYqOXWLQusQ9Nl1/O6/gluaS34uJlg4JNE9X17drytQ6Hi088P64XM/MwY/R3D8vqXsSpk5rqz0NlylBu3oykVdVjb0MzARAfxBppomASSE2vM9k9sxZQ8z8TAEMOjU7LTFz3ZVhy4fE+MVgVlHvz5iousHTLC7LBydqRK4S/w3AqZ9nC27rajbWF5gTLHSPcAo1NzUk+W9eXh0rsrOzLTWZZ8rOkrq8PCCDvswjPpSbPnvWt3qC5KxPbSdaz8Chllir6mPvlO5XAJZrpWhOa2yhd0412E22ty2jyAQvE9Php/5pxPEQkWFzhw0IoUUSZ9f9vgg3tEzy4dUbp8ecqWbPG7I+xPctLmLoPjo/S1DDLTXYShtTnuUZmiXqqIcbqAf1qlLFO1jhgTkq22v/QeBvE15Ljf5Po1Z1LibNjxjgHFYiRMjQwzNDDBfKUfH6k6yOq2NC2E234+lCg2o9cJmYZIdmjZklFQSmFaOA6mKtxf4670mIRMDXdOeyPdHu6riMbg3EY2bpQ/dhw5h/+j8ts/i8wOkhsfQVR6IxWRehzYtZm916zwcPOltqsWX7cIyrpGmRysJcLRg4o1t5aynfet1Jn0OOMQz8D4LM3RJrLnKha+1A8NCyVsRmKXYhLvLcFB94zsdccsxQ28gSo87kaS3yw9X2JMqNkINx8kl5LmBAtO7F29xkENG5lhoDaMA7u3ceDMVZJb5F/zZKnD+/Qd0YvkdGTf4eoxRT34VTLcmI315dW/+8fdB7iVvTI1PJXMDjTif/O47PecdUyS+cj0Nd4nwGK9s2NVpAmeuYobaS3JXLuTKsTnmtV9ewY6Psn0ja1ZOSnoS7XCLEluJSYa07h5Zb/sejr35Pfq+ivjMDovr1Or5F5Z2fPFAFmed0nMaxarxyV6axOwPum0RkhUcVvYNSlpgXR7Tu/sah/ceewigdLpmo5sDK4cZeOmTYiuKhBj1PYWd+4qMgrn3ubGvfVpD/JdD8q+Y7+qMan1q75eQ6It/Y1ieWIuav9ZaIzlnEc6Ui45OT2EXbEgsGD1dtxkSw7+EdHU9s3IcvlEGcvb4Yiuq7CpcrGRaLFFVnbexEMhDmsx/1SDHOm//ZW4hUZR2LpqdIfq07FQUbSpSTQTw13466y2sfS4Ef7E77P/bMyO9xGop/jtas6Ud4wzPZqP6SZjysTrHdm3uXJUen0TFilyD8/ugkA0T8o/c8RdsRTqK8NZ/6yszD5dsl0TFAf74uogObZDhe9p2Wt7z2sTW726AJsYyMVb697KQrouXIu92yUNcZ7A4vUa4jEJGSVKlCh5uhnpaSTKJ5yfdmd1loqUZLKKqx7y91DyH2Wa7JBwITo6Zbde/37GuGvh9jPsMD87zE71ctfRhwd8sP9G5mksyiU1NfeBo9h/P0oho0SJEiWPYGZmmPb2n7rTN09/fz8jI09veICfn1m6unqZmnp4l/FvY5KGhp82BT/vLCyM0dz86PO1/3EWxHgYYGDgEbGy/k6UQkaJEiVKlChR8tSiFDJKlChRokSJkqcWpZD5uZnpoSy7kX/cJpsSJUqUKFHy/PCYhEw3Wb45LJ97GKq7T8BtexydnCl43m9RLkzTXltKUVWPzAN/PNeIw8fCFKHkV1mY7SPdzx57e/EITqZlYEp2BHegPFZWFhifS6/itvvsZA+lqRl09raTEuErez21YW2ItCHKonJpGFkum6O3upjSmhpK431xdBDXuB1Iev1qWLn5mVayQwp5MFD+k6GXHN+sFYey6a5ywv1dZb9LHi58lfG6ZOKqnuZweHLmx/vIj/WSt3dkwUOJMKVTGj4eztjf8iSqTLpHPUN7QSx3XMT7nV25W9zD7EATSXc95N8hHs63fclrnRRauZKIADdZmXe2PJHBaFsx93zl77vfJI/XMd5VSbS/vCyx5nmU1uM0ZBVT3Tywcjpmhf4qAr3dcHG/TanCsA3WpeHvKeyaqP/C5c463EhU8B3sHRx4oKvK6CoIlbePXxTlnXJXx9nmdFmZT3gi0iGayeYsvNxFW0vvE4/b91JpHXp+Yvr0V4h+7WrPLU9vZF39IWborCinrKRd5kAtJXssi5HXVVBiPn1r3JHmRrspK82neXC9f83soBgrYZ6yzzglys9HTvbWER8o/x57+1hap8apTJHb0+XHvZKf6h/yn5lJWvJLqKwVtkR6Oj9DW0Gk7HeHppUz/Mike33k+maunKyc6a0mOshd9pnbGfJZbayjjCiFrXG+lfKAo/AkNXEKu+cVQo4iGqRk152dHLD3DOB+ndy+95aE4+YsfY874YnV6wLrPgYh00m82Wk++pfL8oB4Q/U42+uhbWSEleUFrl+KW5cT5rljYYq2mhIKK7tlxrItJ5Ds9od98ZsTjdh06BI2Njc5f+YwFiH5jE7W4LRtJye0NLlw7Dq+91tlA7m/MhC1cze55+/M5VNX0NM6xN79vsji4TFM8V1TNv7rfrzrFYNwppMwOwvMDa+x6ehZLK0s0LlxgWvGt5BrmWb8VHbz7TvyY3ZPli6SbS/y0S/OyuPIzHST4GmLlq4hljY6HDh8ivTlYwdj1TgffI/NTg+GTHrKWJylKTsQrcsamNgYceTAbm5nrzGYk00EmBuhZWKGiclVzlzRIys/A+3rF7mhb4K5mQYnzquRUd5IQoib6DM2WFzfxesv7SOktplkL3u0dAzk9XfwOGmVnYR63eSarq547yVUDgXSPNlHrLsBJy5fwdxGD72rVuQ//frwb2CKxuzbHHltN2YPBcTrJ9tckyOX9TG6tp9LWsIYD9biaKeLjpExlhYXuKGaICzfMCWeZpw5r4mx5l4On45mXTy8oUL0T6ugZ2POVdWT6LtF0TvRQtChfRzQMuDamUti0VJFd3Mmt10dsLE05tzWb/nhsDWlQz/V0fUpoa8MY/VzqBqK+cJcGxu7MNZntJmntz4S1Y+3o2aZKDtRNlsVxu7zF0Rf1uP6eWPCMtqE1BEIW1sbYyFsxkUi1sa2mBuhIMIdres6sr6+d9dOYhvnaU7zQe3oLjRNbcR3RdMyNUZFsrdsPNkYnuH9f/4I/fRnNUWBEC3F/px+exf63vJQAZN92VjtPsA5raucPKhPRHmvPObOCr3cd77Kh/90hPvS05k+0vwd0dLWx8JGl/37j5DSOkt1hB0qJw+ja24jRH/SOiEzWu7LziNnRB1bivY4h4bFHZrbhF3X0ERbzEu62he5YuhM3eA4cde3sU/dULxXLNziqx6nkBmnwMcL70A9dr9wVS5kpoeoaW5jYGKOmYkErrxuIA/U9owz3hjOlfNaXNr3GXtuWOCqc5ot332NSWwdRYmhBMRUMdUQxf5t3/LZ99tQv7s+7NVYeyn5LVJTzdMSZchp61DaqrzY+701dZMDJFobYemdwoBQQyV3jnHeMR5/G1NsvXOF4KnE6Ot9hPfP0pKdiJ+TDkfePo+/QshMtWZibWlKSFIuGTWdLC4uMlyXhKWRBpFVndy3dcDVT5fDT1zITFAc5Ie3uPauf7skFzIPJI202PwdQbLYNqKvuRlxZuNrbHSukgqeWhbFGIlzPo9RWJNo7Tn6avOp7Vk9rDtW4sslI08qe6aYnx6kqaKYju5uSuuaGZ4SnxjvwE9nJ9bpq0O7wP5Lrro1MTZWwy0TK3ySpGSQrVht+ZaA2nFa2lroGJaukc21l9RI6yrDxVwN14wuFoRRyzfdzqWoZ3n1uZYlBpsLCTC9waVtl3F4UMiMFWF81oCQwg4Gm+LR3atGVs8g1c3tDE3OMTkcy7W3xViZrOWWjjGe0tgeL+LG10dJWHPoqS9GlW0mOaJ2FxjraaCuqZ3JrigOfKVP+eQ4hQGOmFr406xo+qn+BnwN9+GR0iefmJ8DxvI9OaHvSpno69MD9XgZnuN20aoImRlrJFBXCy0h3I0UQmZxsEGxku8kXNOcW4EFslv1E32l2O/9gg2nNNYJmZneSm7bauOl6OudZRk09Q2RfusmWvohPGJdSXPUdS4bhND2iIjMzwKjXeUEGGtx9cAVMa/IhUxvyS1OHnITi5wuwrQ0sIkqYXIliPokFfeC8fbWZef/PiMTMlOt2dhamnCvuJ9FscRuLcmktbeLKBN9DB3i6X1EAPaZ/joxB0n7OYsMVUSKhZo+gZ5G7NW9y+DMPNOjXTTU1DDUnc8NKYp506NXV/9gISP+/NFxpubuP5RrqTfBkI/e+yMG4T1rKuPZZbjQlh/eOklYTiIGBw+j7hBDRZoFOw844udtxU1TsUpWM8M7MZui7GQsNbZzr+7BANhLLMy1EnbdDNeIEoZSb/AnrVQx+JaoDddF/1YA7WMLRKjtIrCwTBbe2Tm1RfoUkap/wDxvibnpKSYni7HZoEWwTMgs0V2QgIerC5Uj8ustLY1THnMH82v+NM7NMzU8yuBAFNeeuJBZFIZK9J/ZTNSWI/suzDBYn4DWjq955Tff4ZHXztjsIgOFAdywcifCdAfbXKtln35amRntwUvld+w6fIoPXnqJXx+0pFm6laig4d4NNHROsvPd9/nN6+9z1KOA+ZUxtMBASzR6G80pmpEXLnZEcHjPTWql2U/U31BDErq7v+WVlzZwK6t5JU3IQJYzmz/7Axfdqhnrq8fNWA1N3xz6x5vx2Pfb5yrX0sLcDBOjtfg/KkVBUwz7tZ3IaxlmcqAJd/VvCVJEa+yJ0+PP772KcUQPU23ZqN20Jqy4h8WlOXwv/JFbpfL3SeSYvMOBGwZ8I9r4xW+O4pnZymK+NX9QuSsb020ZnphZ3aREceuqKc0WletBLMe7fB5YrLvH3lP63Ktso6suHvU9X2GXvnqDe2lxjonhFhKdHMSkKRcyErODzXhe/ZxvjuiR3jjJwuI8GU5HuGTmiam53johIwW+s7/2MTu37uIN0Ra/v+jL7EgHIVaHefW1t3hTap/T7kwIOyOxOFSChZYpYYVtzD+jOQoW52eZGGkgXM8SZ4WQaYtQ4xuzbGGVFym7c5rr3mmMrChqYavHJ5iayUbzJRWZkOkpDsVcYwM7N2ziNVGHH+jGMNdfi4vhft585Q1Z2Z/UQpl9hBZcWhylKNQdS91QolwPcMFAnS1/eJkXP/gOrbuVLNSEsGnvZr787e946d0vuBxQJtpY8WHBP1jILPOopJGSTZ0gUON9HPOf/fu9w6XOHDgZSO9oOTa6VoSICWSy3oMdO6yEihVC5poG3254n9+9/Cqvv/7/Z+8/oKtK0jxf9K5137tr7r1zZ+b1nZmu6eoum4Z0lZXeZ5IkJAkkJiHx3ggkhHdCQhbkvfcOgbyXkJD33nvvvffe8Hv7GEkHkq7uqjRdoPNbK1ic2OfsoxPmi3/Ejvi+d1m3+/TjHo8fLTI1WE2ImR5mljF0CuPabMYd3ldLFObsi1SH3kHPNZCOrocofGRE1UAVNiIhk9QsXJ0l/MpbWC77mK/GdknILAyT6WuPsWGsJNr27CD5sU5oHjVHHL5HyuTQw/8AIbPESoiChdZ0bqlp45ndytyjLpyOf4h+RAEO2qpoWQcQoredr7XCnuk9BKJYS2bHX0XJOU88kyyx387FgJUg9XVh6mzef4nk1hEm+xrwvL0L3wphdJsfpaUymFvfXCNhefFkmqTbOznpmS9+tdCWhZa6Ji7pzUK76cb1xIfopjzu0yRO6y1002bpKQrh2r53hfa4h/PHP+Z0oEzgylXBvxJrqTmWk1oO5DaLhEwDbje3EywT1Xp+agQ/jbU4P8hAXSRkCrsFITPN/fPv4l4ufZNApt67vHPGX9zv2tMc0LO1pyrOircvBQk9dpHWdE+hr5tJ9oU8GsPx6PsYp/84d3zPIjXBKmxd9y6ff3qAM9cVcMqWfYggYpDUJ4TMEk1Rd9B08qchy5b1G7UICXfj2lVF7OPrhQm2ZOQT7W26fuQrDCJrxI/m0++8jXrSrGD0JhkdHUXUO9ruH+F6jKgVzFMdbsY1fWuq+573x3vdRMkKmSh1thplCCWwQInneTS905ANtSShAE2pkOkuDBJ7indMbRbvsYlWFwR+hmCXx8cZEpJIA1W77Uc75YmbzA6QFW6D9hlbSoUvLnU/zAd7damfmmOoJgk740vENwrqp6+P7oUFpnsqCXbRJrJmRRH9/EJmooe8ihq6BCm3ODtJpMFWTFKfbJjPH/+mkNG6w/7zt4kUrNbMZA9lmYm0rEwaBCVbgbeODgY2ETRLx535rgCObjKmcqyPGFM9zO+nUO2nwNe2gtyY7SDU2hhLzyyGx4rRWX+cB8vL2itCZm6wEW/ry1imdAtjXieZHtZcu2hJwRMrdn8vQma6Ph5tfSMiykXLlY9It9nDPuMQvE0vcujQIXZ++gJ//OowXs/who75iX6CDHdjkS5RkvX3j3PcfaXku5MtuGTtQ9PgHDODLfgYHcMto4XySC9Uz+gQ27LyGIqZIvR23SGmXVIe043J6BnoE1zcJ5Qf5Njv5aB9JpU1ldRLd0VmmW7gRmgLdbXlVHWNw1QbjofW4bL6gvw8XchMlGB8Vgf/vHYG6qLQOKBOTnc3uRW14ijxC9NjhBvswDyuAHdtfVwjK5gcyeHmBkUSZUxdnet3HJZEcqUv1wsdawdKKsM5uV6DorFR8rxtMTILoEWw+I/Go1D8xJRn+6Hp38BYO6ml9eIQHUO1SRicO0PCD2I0PC5kFrpLeCDdFdyVbMkNW18KIm04euQw+3Zs5L1332Sv6LGQdLIz0ZqHg+kVAsskm61LrDdyLrCN5royStslm9xFQkYhULCR811EWljhdC8XGfP8nPK4kOkrc+PsYUfqhToJUlXD5mHpU56mrAiZkaoYTMxvE18nWU1ONd7ArfAWamoqqO2R9Kgq131cjpR53jrVTpqruSA27VmKOtAWdp2jtolMzj1irCkTezMVIrMriS9uZHJWImR87NQIKF3ppT+/kBlt5Z6jNlevXxZm1mrcsTBfDgr1PPNvChmbYKIs1dijeJUr1xRRUDVbDhYnosh5F6/+yzoUhDJTE5JlaD4j4/XcPbaPvUpKnD6lQVBOLcGXNmBeINK6kzTFuHNF4SwXlHZyRDlcZlP1kpDpZbglB7ubSiQIF7tTDVj72/fYf+Om+DsMXIKolO7N+HsRMox1EGCtxukLZ7mpdouTN26QXLfi2LrN9yR7n/FHS6LHPw0Z3ly/pSKuB5Vb1wgvG2S4s5SkgAIGBmvxdDVB9ZaqOBk5uZGZEsCpzz5i81FRuahx28yBNNGuyJYoDl5xpLJP2snHOwm2U+f0OSXx+05cu0qiYBCifUy4dPW8+Ptu6WqS3TBIcrAlFy4ro3ZhNwcVAh7fqLoqkBUyjxjtKSPRJ1cYLIcocbzDoTNXuKq4GxWTPPpHmrnroMm161fEZXjHyorS3jFq/K05c/oCV5S2oaiaJgwN49QmZ5JX3MZ0ewaq2qri96sKde3yIIOBqU6iLx7nO6WLKCtcFPIaxCLqUYkFn5+P/MlcuD8zDNZhY6rCdZVrXFfcwy0Lof0LwqUoOIWS1kEkc/DHhcxsQzynzh4Rl+vNWzfwTChhKdTYhDAQWlsuPVpqI9YilrapQbKjXYV+JqmLm1oqpDeMkhNpx/lLSuI8PVNjkpqFbxuuwdHaDJf4+ic2uj6PPC5kpgYKcTh+iENKJzlx0oDY6gGmpuuIdUwVx0iSsCJkGO8mPsRhuVw1DG6T29BPfIAZF6+cE+cZWVuT2TFNa1Eumal11CZo8dH/epfDwjXxdfdw6irysBDqTPRa9dZNLL2DaWmowEjvEiqqKmhoaeIU9JAGmbnrzyRkBimPqxC6v4TR9hISo4MJCQ2joE32WPDzy9xIEwXFHczMjdJQXU/n4CQL4y3k5tbT1lZPbfMg88J7EmIiCQ5/QIZsrQh0Fgv5wcHLKa6omam5BUYac8SvE/MqGZqepi0/l5ZxqUye7KUoI058vahj+WGmwBgNmZV0jM8wO9FHfWklotOII815xESufEdUagGdI5JZy8JcD+XJteIG/cszREVcudCKJIx1lpP8UFoOVY8vJk+1F5Lb/OwfFV6YGqYqJ0byG4tamJlfZHK4jeq8ZvFgNt1dQWxUGKGRD8VB8SZ6akmPXam78JgkcQA90Yw2o7JFPHNZQnSsOiVG8r6YCsnMdaKnjow4SV5GvWQqNNXfRHa8JC+/9fHHT6uDKTrK6mjpGhEPWkPNpXjflgaNFIRLotBXwyOjpSf7JEfYE6IEuxYWTmG71K6NdZKV/FBchpKmOk2xtz/BCZLBYaAmRXwtKjV/ua/NdZWK82LT85FOXMVBDZ9s66uF4aYcHgp2KSIqlgZx05wgzcyRsMqloJGz9Dc10iBMzER65dHiAg3ZknYbnVFK3/iK5JifGBDeV02XeGPYIN4n1MVBI+dGuyhIjRJ/JllaztND7eQlSu6TUN7Fomg/zMwIdQ21j+1Ze36ZplsYq5raBiXlvDBLT3WmuDxShMmPSBzOjLfidUF2gjtMZVzZ8iO+uaEWshIlY1dWo2QNS/Q4PFNqa1JrRVZ9jrq4hwT4PaSmMYvoCMk1UYpOL6JnbF5s18NCQ4iITaZOZNcEhurTiAwTbF10AtU9suPbzyZk5MiRI+fZZrC/hgehmeLB8m9nksLsLMoEcfmDVXk5/05GhYlMEk0dA/y4vbY9eLs8EOSqnL+VmZkWAu4l/MhTdDPUlBeQk1P9k61yyYWMHDly5PwrPHpOT6k8a/xU9SCvzx/P32MZyoWMHDly5MiRI+eZRS5k5MiRI0eOHDnPLHIhI0eOHDly5Mh5ZvmZhEwZdnsdeDICTmuEOrpxq83J1t/G7HgN5gc+5MMPhXRKnwzR9v3FReqDVMV5xzSdpaciYKK/Aj8jK4qr8jC8vE983ShpiNn+Bu5qfC+5h5A++vgTtB+Kyn+Kykhv/KKj8dPYz6cfCde3HcMiQeLjQsT0WDb2p7xYccv2S1KJw1675Z3xI6XBnD/4tfAbPmKfS7E0V0Q9d4/bkTv547Zj/j0w01uDm9pOSV1d8RD7J5FlINORPVvW8uH6b7kWKDlu3hCty77Norr9goNK3jQKec0JFhzbLsr7hF1HPKhjkvJwUw5vlLSB7+0ljvKW6E005Fbo47Xcn2qFWmCF9JUcEYM5ruzf/iUffvkNF/0k3l0aY4059O2HfLZ2PV6P+SmoxmmvNbItdYlSzzOSOj5wnaAiUV/sI/DKJknenvPclQb1LHLaI87bqaBC6pMRZZ9jRsvCuHR4o6Q8hLRhvzKBJTJnJ+cmKLp3TXztlKEfjYJZfLQwR5r1YclnjmmTWC3xYxGp9ak475Cq9XKgz2V6irG8cVB8XSdaNrpnG2G33Iiv72WRebrKwrnxneRv+fD6fbF/m9VCicdpye+Wpv2mMYxMrWxZb0225dQOYVz56COWzPJYVRQ3jn0jfv92K7EDDeguwOTqfnGeQfwPT+J1R2tIvmOnAg4yjV10kjPVzwAfGU+tsxM52J24K1j+x/mJhYzIbXER1js/4+VfX5b4kRGzyHR9EAff+AMnfJ5zt+eLs4yMjDI80E1PXz/Do6MM9nbRNyJym/2ImbF+urq66OofZlrkaXJhisGBYQb7ehkanZb6SYAKH2V2WqQwPNxBnLUi1+0f0jOYxJV3ThJaWozLFQ0sAgoYfQQdmVYo33DD31oXbd1Aakp9OPS2KtnzC8xMjgn3GKavxJXdf7pK2uwij0Zr8TCzwEJLmS9ueQp/Zy8VKS5oqaiQ3rrA9Ggm6h+8yXu/uB+ZR0JDLcXh4Fe88P8qSvzIjNeKYwXdiy2hb6gM3Z0f4Fn+iLmpWrwv7eLF/7SX6DEZh3DPIguTFEZYoCkYirbhJoJu7UI/WsYL2FAet69aEF3aREtVJDon9xNZP8DD2zcwCc2mZ2iEsfEZFh4NkWSmiYlPIu0DI4wK5TLalIG2sR6BWfVCO6jCZN97OBSKjJHQV1tjufjZGr61XBpyhfLvSEb1mzdZdydVmieHoQL0VSyIKKinrS4WnWM7CYlP5vI1be5mVNPdmY+N4gViuxaYnazE/dQWfv+fDkl8a8jSEcShA/ZUD3eRfk+DW0auZPrf5kvNIKFueikINUL9thlFDx15f68RVcN9lMd5Y23mRpU0nMjzziORq/yxEbHNKglQ4+heJ6pl4gKMdkdwbe1FoS/kYKGghkNcJcMN9zly3J264Xbi7S6gZhNGR4wefz7qIuR1kXXfGivPaDqnpPd5NEiGuxGa6vcpLw3gyFvXyFx4xPxMO1FGZ3jnv2zFsbSd2bEe/G0voxlYJPw9jXif/xy1B08qoueX+elxcT0M1Cdw+8BVHJJqmVkqwvZsNNQ0sY8vE+xyBbbHFYisqcfb2grXsHx6hysw2vUuTsX9pDjoo63jR1WpH4ffViF7xTOEIChjOL7fjHKhrRdFW6GpdocCcVTJBdoS9Fn/7peYJYtcRojCH2Wh9cmfeed9fWQif4j5iYXMGPn3QkhvDuaaTIiCueFyXFVU0b7w9fMvZHoTUNx9BsWDX/LF+i84pHidU1ve4tMzTtS31eN6cSuffPkxb2xUxDutmYU2bzZ+sJ+T+/egYZ/CD7vJDPUhVqg4RdORa83W00EMMkXhPUNM70bTMwXpZnvQCcvjrq05zlFVwif6uXt0M3eXJtpzI0QbHcYoThxtkZGqRKyF96YtuQwWGslgVRLWhsYkNHaQauVFcmvwf4BDPGG25R9Oam0g15cc4k22EO7hhqtXGAlJD7C7qUvW4BTVsXEk5fpy6z0V4p5xISPy7BtiuAuNexlkJiWRVNoiEblLjFXgZuaET2g0MRF+OBo7UtaQjfoBZTTtfUlITaOobRQGijA8dZ6bZl7EJqdIg47KMkKYyhFMMgeYH2sgwEiH20pfscNBUsvzE62EW+mjc+ZrNluIvG3IETNWjaeVM/eDooh9EIijvi0ZGaGoGFiT3jgqGPw+/LV2ohvXTHlYFCll/txYchImS28it67aE50UT6CDLZ4hafQuL7zN050TgqG5M7EeKmzSesC0qF9WRqGrp8XDqmffV9JfxXQP9ue/xv8J79IDOZbsvxrBsGArsuzVMQnIoL8xGtXrTjxMisPX0lyY9BRR53uaLWaFzAoDYle6E5cNHSjrlNoJoZ0HOJthHVwm2MoBfI5vwrVujvaCLOKi72KwRwc/Qcg8flx+ggLzc1wIkYlNsRpYmKYs0gpTF29aZJrgZK0g6I1MiKkaYvHRJGGam1ALLCDGxwMntxCJrb6uJWiBJrztzHGIqBSPS/eObcZTdgF4IIs7N215kJRA2F1X3O5G0CIMSzO9aegcPMElVQWpkBkmzeY+qW3BqPz8QmYJGc++swNkeFug65dBrt3u1SFkvlYiqKaXkmBdFJXdBAGTxlVFSzJKojHXscLR3gClLce47Z7JcLM32z+6RtZTPc/N0FWVgON1e2KLOhlPUudPt9PFV+ojhUHI2Ze20W6c950hvr4CcxsjnNIk5ftQdQ1G2eL/MlzqxbnrtpSKvW3N0ZAUirPVfRql/XpaMNRBemZ4ehUsO6H7u/HsO9FDdrwPujevc05JDUdvX6Q+3QRK0X8OhIwo1pKD4gvsUdbmspISu86cJapCxo33SBOx4Z7oXL7ExUvauIdE01hfxT13U26eP4/SWWWuCuKzrqGegHvmqFy4gPLZs5w3dZHxFt1Pvr8t+lfCaZ0bpTTKFQP3B2S6nGCPk1DL8xNUJdzDyDmIFLdz7LaRC5llRltJiLzL7SuXuXBRC7fgSOrra7DTvcHVO/rYWFly8eBXgpBZmoYULAfSe4zuQhwdhPpRuoCapgFB6eWIA5ALQ+ZoTwHe2pb4hVcy2pbKmePH0bW3x0LrEkfOXV91QqYr9gp7bsT+wCFnz4ObfGEqaZtV/pdQ94yhpzYLK0tDbihdREPHiLDcBiaqotiz/xgG9g6YXjvC9zcsVoTMYB1O9vqYx0sepSeqr+FOhvi/AnU4/0DIjFKb7IehohslYz/Og8qzxnRPKU5G6nglNEmdEUoZbsTdRI3L2rexsXPg2t4PUQsooyDJH301Fc4r3cTW4y6llVXCpNkQu2TJI6NYtTUYSJ84iemrwOe+I6pK57hxUw/f+Bx6+tqEid0NDKNKCLNcEjISpkdj/2OEzFRTIlcPfMuWvcc5uP5F3tqnxsPq57hTioTMMUvKBgcpibJEzTCB4X6JkElPuscVRXX0re5wetN3XLVMoK/em+/3ufODcCKLc3QWBmN4TZ/AhFpxxOK5Yks2nA8XutUMJT4GGHtE0F3uwaZ9d+kdqcfN1gznmFqhwY3go7AOF/FWimGSTXW44xHLoCg68kwfsXdN0XXJEbtCFy2bW11Tw84tjQ4ZT1F/L0JmpiEBLV0DQkv7hLnVKFG3d3ExZMl5/nMkZM6/i15Uu1CzUOt1hJOeK3tUJovvcVLDnoKucWYGq3C/oyR0bmHQnJpifGGB+clBYmxPY5c9Ls6bmJ9nYX6GZJtDmKQJfW2ymQcOxuioeVIxvMhsdzEm53awfutBjmx6nTWbFPBOyMX+2k7WfrOfI9++xUvrDnD/yQBcq5TJUj+UNG3JbhtjVuhnXncUMEjoYaAmCW9XK6zM3dG79g22OUsd6OlCZujBZb7UTBL63Tz9uV5c0rMjt3WC2c40TC6r4+qbt7xC05HthZWVHdZ31Lmuq01K07O/D+zfTztuO3ZjU76yN2KJ/nRjdqk+ZJwp8lxUMfBLper+GTYZ5DDJLN3JNpzQvyv2BlsZYyOUoSPWGoqcM3Olpk/6TGOsBR8nU6zCKoVPjBCo+CX2yxs6nxAys4MURLigq2JDQmX/cxv9+unM0ZQZiN4VI/L7f9j+hhoy8HcX2r+VN0aXPkP3fjzGBjp453UJtnqcZIPvUXBJwtPODIeoGvG45Hd6Hc4yEWVGk3T58loAY8InRqqj0NHVxdvLmA0fbuDgqRN8+/nrbLnuTIl0cPoPEzLzY72U56UQGxuL25Uv2KwTRuPAc9wp/4KQSbl3nteUwxkbLMNc4SBKf0HITNSFc/OAPhGlTYxK3R8ujEah+P4l0jtb8VfXwtQniwybjZLgZgvdRFvqom8RS29nPGfePk+yaHyfrMFFyxzf5Dqxh9Kpnmo8DI9zr3hSaIn5mBzSwDWhQGaJW8Lfi5CZb0lFXV2He7ntghF5RJjGR1wIlDwie16EzOLUEA8dzqIaIfldpY7fcd5vZTvbXGUABy+aktI6wvRAE85aOzG9H4mZTySVgrhZEIRMvIMSbjEF2PuHix8pPRKETJrdEWxTGoi2sMTQIojy/kmxZ1TRJrq64jRxn/RW38LaK+5UtPbTWJouzvPR3sXn52wo73q2y/WnYq46lBOXjYlvHGRmuAN3ra3oe0Vh7RdBSfsYk/VhKG+6QsZyYKSnC5npxFu8rRSEaJGsJ9udczr65BQ8RPt7DbyzKlk2i/WRnHRKFRlP8r0tUNe6S8NqWggYSuD0FkOqFh5/uCNipNWfc+vVye2sw+28GtZRpXREXOajq9HikDgdCSYcvW1LbaIrJ++WCIXeTZSRDvougl1cWlJY7CfR2YA7BhF0diZx9m1FEpabuoyQmZ+gMtIN7WtOpDX1IZoHrioWxgURZ8tt/Vhxm32M/kpcAkPJahxmsTsWxc+FMqzKxUBbE8cUyepN3J2POXUvm1gbPfRNH9LdKYyN7yiTJGNWZrLMefeYk3hLxVDlQzS1rxCYXEBWWiLR4QFoK23ivEu6OGyBiF9YyOSg8ZY2j5+PEJrI3SMoBTznoej6krlwxo6KoSHKYuzQNktmZCAT1Qt2ZNb6seeffs+ar9ayfu0XnNMOobPan4NHvZDdNy8iVuNP/I9/+DV/XLOGNULaohlIz8go2WaH+N0LL/DNyTtktnQSePYA7jUiC7jIdPVDLu5dx4sv/IZzno0S1+pdOWia2xNV2isMYo8YbMrA/qYGWULLrPY/xzu/+0d+97LkOz47rEpCrWS1bHI4Ds0vzfiPObuSj/ZbGuKYKKKAisWBmnz76QvC3/gKa29HMDK1tFusHJPPNEgcf8YH3EeLjDRmcUdhrbgeNlx1oqF/iq7KB9hfD6J1foo0++N8/M5LvPz2xxyyS2J8YpJsr4us//AlXn/7A24FVTMxPUOBvypbPn2JV1//E1d8K2jKD0Xxy//Fr3/zB14W7v3mR+swSVxZqu0IOc9ht8druSvyJocc86Sv5CCUf4bLaT57Tyj/P7/PXqsExoTyz/W+xjcfC+X/+qsYxIzKLL0XcfstVTLF/+8n2dYdn9AixmZGcT7zMi8K9fDi14exi6+mwGk3L/zjr/iDkCeq+3WKxhQ09BGu84Xw+iU+23qEoJIpYb66iij35OMb/oJwWFr+aCNExZbQwhZmp/qI1d3H71/4I1vOWVHUNcfceA8mB3/DS0L5vbBFURCFTUKVjWB7+kXWvPwCG47cIllQgouUYLzeSKidRWbqE7l5aD0vvPBbTtlXiFdCJTTgflifoPIOJgdbMd//T/zqV78R15mofk54PnkW9zlmeogkH11u+FcuP2abGk3HeKc91YJdLgrWYttnL/HKS79FK3KE2YVZysMN2fnFC2Jb88FNP4am5piuiePqAdG49FvOutUJZT0mfNYHd4dk+mfHidD4VFy+L32+A+2gouX9gaK9g5F2ylinrZx0mh5LQONzE8HyP87PJGTkyJEjR45oglETG0tiftHqi2T9k7FAoY8fKU0tPzI2zyzRej8cBOX8+5kTBGKkue0Pjj//dSzSmptNXHzy8p7MH4tcyMiRI0fOz8Y0jY0NdHbK9xv97UxQXl7L8PCPjcg+SHq6xAeQnL+NublesrN/7MmtOaE/NNPU9NMdZZcLGTly5MiRI0fOM4tcyMiRI0eOHDlynlnkQkaOHDly5MiR88zyMwmZafpbBoR/JcyO9dHaVEddXT3NrYMyO8Sfcx7NMzEyzPDYjPjY61/Do8UZ+lpEZSakth4mZiTnFmZGusR5rd1C+Up3vi3OTzPc28fU9CS9nS3i673jsuccZhnuHGB8bilP5O55SBw+Ybi7hXrRdzS10jcmOue0wHhvGw31Ql5jyw9i/vwyTDPQ0r/cfhamRuhoaRT/rpYBGWc3AvNjPXSPLp1bfUZ5tMBYn6TellLb4OO/U8KUuF89XiOivrZSVst9rb6ex28xw6DwviUv7XOTQ0KZSr6rT9pWRCc9uqR5PSLHRXKWER1xb2lqoK6hkQ6JFzsp//62KmJqsF1Sxy2djExJOvBEX5Mkr66ZnqFJZib6aW6sl+bV0dTRy+Ts6jj7uzAtlF+rpPxEqaGlneHlU4pCaQ9Jy0+aWnpHmV9YZLhL8rq1WxhfpG+fHGiTvK+1i1FpWS8h29br63uEnrXEHCNdg4zNSN+/MMNQj+Q+nUNTLB+kWgU8WlxgtFdql9p7mZqVHVP+UlsXbE1rP5PSwpqbGqZTWta90mPUTzI/O8Zg14jkpK3otWDX60Vj0PK4JOSN99HYIPSLRqGfPDEu/QxCZpT6NHsO/FFF7EdG1DCKPa6wbdNnbPr2O85cCaBJnL8KmB0kNzaCB2kNf7V466v04+g3n7J16yY++f4Unsl1zMz2EnltLx+sW8euYxo8LB8W7+IfaoxBV1mT2Fh/LhzcyYZ173LiTpbYr4LI0HZVhnLpvQv41UuP3c73k+BkhrmNKRePbmXb1i2s37GLa44P6WorxPD8LrYLeV/v2IGyZRh9P3aP3V/FGA1Zzhz83RWJZ9/5ccrCbTl5YDtbtm7g60u2NC+5+5zpI/72NnY7P9sb+BZnxkhxUhbqeitbN37MH/7hjxz2LJFeXWKEmmQr9r+sToE0R9zX0u05+MfrkqPqUwM89FDj4Pcb2b79C7Qc6oR3iJigJd+Lo789S5JIzM6Mkumrz4Gda8VlqmqbTNfoBAVRNpzct174Oz7njPpPd6LgmWdumJx7euzds51N2zezX9uLTvERJKGtZjpx8PdLbXVMaKs2nDiwQ1yuG4W2+liUiKkOvFT2s2HrZr7YdQjTkDzGZ6cJUnyNdzYIdb9VEavAQpryPFE4/D1bt3zDx2+s4YPdmmS2PU3YPn+MVceideGguC9s+OhVXnnvIH6VKw5U60JuSfrJprW8/i8vsFk7hO7GIq7ueZuvBVt5/JIuceX9zE6043Zlj5C3mc93HsEyvJCJZW2+QGOiMye/fYf1m7fy3S4LJBZkmp6aSG58egEvsUM8YSCvS0b/1PesXfcRey4F0Dz59IH4eWSyqxhz5Z1s3Cq0w+9P45vRzHLkFHFbt31KW5+gtcibky8oEzsujHqz4+SEW3Bir8iufIayToZ0XJJlgDi7Wyh/54A4IoXIrlteFvqa0AZ27OSyfRQDwwOkONxk23dbhXFpO0rmIfSKPbpK+ImFzDTNWQ9w0jrOut9dkwiZmTb8b6pj/aCEidXmUEgYhOtLCygsLBBERoFg/GaYGmqlICkdsbfs3hI8nKwxsrAjsFAcKWuZjiwv7FNEbp2nqfRX5YJVGB3NwZxcq0nBQBfhurcx805nSBiXasJUOG8ciq+VASaOKQwMZHLt0zPECuq3vyEff5NLbP7jce5LhcxsdyH25mZ43vXAMDyfuYV5+srDMdJSIfhhLDYR2YxPzzHUkIjZrXOEVsrOQH9OZmjNi8Hl9inW/vq8ZHAYq8JezxJ/QQzOPmrB9Lu13Be3dqGtxTqj9NVr7HB4fnw7DBQ4c+OsDbn9supxmsa0MOw1j7D+pSUhM01LdhTOOif48rdXJUJmuInw5ExqeyaEWVAC19/SpUSY43SWJuOpp8gX/+OkWMjMdRRgrq+JS1qrIIRHiLi2B7OUZnKykkirE5mZfNTXXGfZa/tqZzAX7auWxNf0MtqThfHx/US2iNrqQ1x0Tgpt9YK4rc52ZGFubEl0cQ8LjwZJ9jQlW8bT5Vi2AXtUYgRxOUdXWSzRCVn09eRza+1Jop8SomR2pI1Qk3NY+lQItbT6yHM5goph5lPizwkSvu4hZjfvEF7SQ0fIWb7STmVcsB+1oVbouERQHaPNHtUEQWrO0lEUTVRSHsuLBvNDpLuYY2gVToeMuBlsKSLQVJh0rzmGu0jILI5TEGaFhqo/rQOl6G9Rwqd59YSK6Mmz4/SlEPoZJsnkLFr3MhmTltfjbX1I2tZn6S5Pw0v/LOt+dYIYkZCZ6CUjM5msBpGXZpnQM8uMUx7hgfrJvRyQCpmJMk+OXr0njJGzDLcLY2d4GA21yVw4ZUlB3yg9lZEYXrhIiiRQvJifWMgIjaakkpbhWK4vxVrqzkJN6TA7vzvEyVOn0Xnw406gP1NMdRLuYomNjSWKipZCRY/QX5+I5WUNstsaCbWzxcDWEQd7azT1bpH3pFc8MYOkW5lh7JNBb4YBn197yJRgCCsC9TBwC6VTUKUJuntxTCnG0cYUp/gGoUtOEnTuY+zKFhhua6GxMRHTbzUJkgqZgdJEnJ1sKexZ6sWztGaHYq7uRNHQ0uLeAt1l0ZhfsyL7F/PEPEtXeTXNA3GoLDV4YTZcnRmG8bVLKJy4hktgCqLJ6URTEhYmlrhpbGO3JBbDs89UOwEWd3CNLUVmNV1ghvbCClrGYrm2RkMqZASBUlJFy1AsN9aoSoSMlOEiX66c34mmaYnQeuboq62jqSse9TeukSwImfnOQsz1NHAQxIsgV/FXfp+zgRKrMF4bj+GtvShdfUiPOEeOaIZYHO/PnfPKKCppci8qh27ByD7ZVnvyfTHSPcONSzc5c+Ikt8Iej3hYYv01x4zcuHX8OMfVrUmsGYByJ97+cIc4ttJxVROiylacFXYXB6Klbk6lZFltdTGQxY2TVwTbI30ty+wQaf42WIqC5gpzrP6w83yhliAIRGHSF6TJcU0ngtQ+4oiRh6SsNe1Iq5dZBxhpwkv3FOu/3stJ4fppF5HrwgVGO9toqBPs85Jn3+kB4u7roupVLPSTaRI0NqOXsnrWKad6irlndocLx5XR0HMhvWFgOUTDUltXeaytzwnjWwNNHfFovXuDeJGQkTJWHYPuzT2cV0l4QphOUp+ST3GVP9pSIVPnp8w5YzO0Tipw/IoW93OF2cB0NzmRXqifOYPyBV38E0qQjZrwEwuZJWSCRs6M0lSUTXxaGunpqdyzvUnkatEyf0nIFMZwbNMnvPrWu3zw3tu89emXOGQ9GVtkjJJwZwxUPCnpmmT6qUEjS7nz8TUyO/71oJFQje2ykJmkLOIe1npBtEkHy5FuYfDar86D4pX9F9NjGRjuvEZIfp/QhX9pZJR7Xzn2FqbCrDSK9MxYLC7uJ6SkgwgXW+xD8qjwOs5e1+dDyPTk30dFU5v0+pF/ZU9VuoyQWSKLm08ImdnBZvKy0/EwOErEcl8rQkcqZJibJD/IgN0b3+SDj/Zw5sjaZSEzP9pFRXEufrrf4fGkH/DVijD71L5jhnt4PMlx/pjduog03qBAznJbbc/04Pi+rejfFbXVTMxufEuojJbJ1HuXPx+yJD4rixC3Oxh7+NDa0Ul+UgJxQl5CqCuOfmHUicZKUTgO7U+44VP/I53APZuU2G9kr0WxINd/yGhzDuZaCnhn9Yg9zs4P1HFr94u8+9HX7N6ygW+17uJ5/mX+fMSOBKFcg5w1Mb4bRMfSYsr8ND21RSQlJ5MmXA+2VJJp6zIhCib7eOChwdVAiX3JNv6Um9ErXmafd3oSzTl0y4OkrGR8jM5jElTIuHTu+5fbegl6TwiZuZFOyopy8dHdhddTPBJ2yQiZUvfDfLjzCuEp6TwMcsXEQpfCrDjOq5oTEJ9MfJibMBG7TfbPtyKzhIyQWZhlbHyC6flFFuemiLc6hF7C02T2c4iskDllRkbHEO1F7lzdJgiZ/CgO3DQjvqSFgYEeOtraGJleGb4ezQyTe1+PC2etKeidFW8ym2/0YM9BTzoWxsh0NsLiXjyd8dq8p57EwmQLfjbmOASXMLnQiv33ewhYrugVIfNorJ1AZy3uhNezuDjDSLkvx786S0TDlERtL84yWhWEwrpTBNdNMvf0EfVnZkXITNTEcMdUKKca0eC+QIHbGXZounD72Mf84Y8v8sd/+m/8vy+9j95y5OFnlEeDpDrbYWUdR9+/uqPw3xAyor42Mcms0NdEsZZiTXehG7/U12SEzOI8YyOD9PUPMDTQi/fFtzDPnWNqcoJJ6Ya+KqcdKAQ8/rhztTJS4MVFIzfKuqZYnOglwuEq14OXFOKKkOnK8ULfVJ/cDkF6PFokwWQbWjErA1+eySecD5EMvoOFvmhZOVLUPEj/qHBfIW+sKgojGxsymqaE+kvj6tvq5C1vSlhFLBaj894V4p+6H2WG2hQv9JTv0rgg6SePZsfo7OllaHCAXK+baLoEE3LrXS5GDInLdSDvLmpWblR0SQfWxQWmJsYZn5kXTxjq3ffJtHUZITM3QmaQBdqWyQwvdOGjcBSnstXzkK/IcT+K90Ur/I+Yznfha4379EgPVvzlti4jZARbMyljV0rtd3A2+Id2RVbIVN47yTnnVCaEwWeiJQcHi1u42ety1CBAEKNzLAzW4Watjmn8Usy9X0LI9JRgYGksnmkkJ8YT6HKbqAbxm55/loSMowea3yuiGxCKv91NjnwvCJnmKtzOKXLOwp+IEDuuKyshjXQupiXqBl++oYi7MGtIFlJebRdTU/kYrDuI4f373DmrjsvDUiLUPkY3Q7RmMkyBlzmq180JvK/N/o3WrOwcWREyo22FOGocJVqYUY5XevLdi7swjRVmmsJ3ZBVX01J4n0Nvfo9uSJQ4L7OwYjlg1y+HzIpMfwWWt2+h7exNvPD36F7egnPWyvJum+/J52NFZkIQoo7m2IaWS1fAHjEz3ktLlVDv4tci/g0hI/Q1IytjHHzCSBL6mp3OYZm+JiNkhhrxdDXGwC2A5AChrXxjS9WoIHDvmqDl6Cuud1eNbU+dOa1KOrO5ee0mZr6hxESFoKN6lMCSpQFtRciIVg9tnKyx940UyjAJe619RNTNMtjSTlfPKPPl99iu4SIu3xB3PSzvB9GW48+W66bivPgQV9xDohE9BXlU48imkwE/DNa3GmgNYcdhezqXg0aKNuG2CoOoSOBNkB9qwg3L9OWQD9P5zmy6aUNytBc6ihq4xdYyWebJVg03cbkGu+hg6RNO59gojblNjD7R1iMdr8q0ddno19M0pnqheVId9/tmnNikR9rQ6th0LaIr3oxtZ+4QJpSRh4kSV5yjGRrvp7GwlYmntnXpB2WFzEgL3u7G3HH2F5e1i8YOvCvmGe3upL11cHnFTVbI0BDNsTt2xMQnEhXggrW9CcU5CZw6cx2niGgeBHuiqXWZ2OqV/Uo/k5BpJEQrjKXV1658P/RuKqKkfAGvvB/uWX5uWRIyvoVUJdly47ISV409CA6MoEm047o9HV31qyhevIFN0oq6FFHsew1FRcXlpH0/g+HJOTpSnMWv9d0iaBkZJc/TlcxeqdAYqOa+jbb4uneR7Ka0blLsIijqGxMaYC2JAeE0Ct/fnuGG+rWV71Axu0t0iBu3VVbyrhs6k9v6ix5bEmgmTCtEaEUSeopDMb4lLYcnnksO5XvhkvEcrBxM9JCaEkOSaN+EmEUGW/OIcs9gZddEPcFaEcjoXYFGQrVCl08CdhcEoK8q6mvnuPtYX2vjwe1gaqWDQ39lHNZakjL1K5Fs/x+qT8PhtiTP+MGPdUP+fNGe6Y6GqK9cvIZVomxfbXqsrU40pGBx+4pQhkq454gE9yiZju54R+SIN+w2PDQRl6+KqQdFHZJBsSxARZx33dCRnBZJX3tUF/GDtr5qaEvjdnA+i4+WVib7iVK3JLCogbn5aepywvAW7ZuQsrgwR7KjpN0aeETRKt1TVBNhKClr83uUiU9XNGGz5ZZY9P/rbb2XdJcH5HcMSR7vjncQf89I/D77uHqWTmWvBuYmBom2lZSRoomv+BDB9GgpVvsNKROuTzSkPtHWl2jnoUEI1dLCGqxJEiZVkvuYx4gs1RRloYF4uKzswxvpLuCBY+rya5Fdv3BOicuaxsTXSiRrc4IFVy8I97muiUemzHMlgZ9JyMgR+R9ojLNk64EzWEZUr8rn3HLkyJmhLDWF3JKa5f1ncv5aJskMi6K0rVv8qOhvZ5gg63vCtE7O38rsdDchzoGCtPwxzNFQnEdaWoFQsz8NciHzc7G4wFBzETHpBTQ/xTGWHDlyVgMLjIyMMDEhlzF/O3MMDAwz86OXQ6bp7Fw9p45+DhYXJ+nufvJQyl/LotAfRhkd/enGRbmQkSNHjhw5cuQ8s8iFjBw5cuTIkSPnmUUuZP6jmWwmNVLkuEyOHDly5MiR89fyMwmZNuKs4mmXvppozsTFSg8NLR0cUh8/c7HqmJ+ksTSL9II28dGzkXQdzlxL4EmnvvPTnUTZaKChISSnMPGOcdF5/Z5cP3GeQ2DisoOnmbF2siIe0tzRQLiXtfh6ROWEOPBWaoCF5B6ipKlFkPjY6CztRRlklZSQFWCNlqZwzcSB6HLR+ZgJKiMd0dUS8oysCS3+j/Dv2k68VZzQiiRMtubiaasv/g3Wj53uEn6fYxwNz/hRgsW5SUof2KzUk5BcUh4/xbZEa7bfyrHDnmKcrY3Q0TMiQ9rZ+sqjcTAV3UMLC/sUmY2NXSTbxtC0fKRVwmhFOP75kjoeacnHx1by/cHFP/Y5+PPDVHsR3g6Gy3WjZ+VKVvMk9JbibmuM9h09pH4opXSSaBXD02qwNdVVch8bb3KXg4YJ/X28l6KsWEqkJ5mGiwMk7zN3Jr5qdR3C7srzw0xfVNZ6ON3PeWxjqcgX2XJfcQ6nvndSMIvzVMfYSfIcgqiQBMISMzvUSnZWCjW9j+9RmumtJsTdWPwZneBicd7sQANRd00l9/HLZUG473BrAd5mor9FSN4Zy/5QVgOLM+MURUjGEw3XSJr6H9/T0l8Zi5OobDQ1WTLLUx3Fy33F9KHkNNh0dwWBrkbiPL2wH/p0aE60knyHhjn+8VXi+HCtqY7oCGOQiZ0ny86u2zMxMbiDoaUjRU8MSz+DkGkhVPUQH/7mqsSPzGQLwXYWGNq6ct/HCuVTp5Z/9KpkcYbe1jpqmgbEJ5naiqIp7/3hXvz6B+psVdYjIOAut6+fxNA3i+GJMiy+PYCqtTVqiup4JjSIfYz0lXlz/aIZYV42qFy6g6P1FQ7udKV6eoTqnGjhHgEEON/gk19t4a7oeOd0G0HWFpjevszGMyr4+Ppgb6GG6h0rcpIDOHxBBY9793G20+KGugElv6iWaSNS5wQf/KOyxDfHVAeRztYYWDnhE2CP0pFDxInPGveQZHOZT/7hCA/Hfnnfwz8ljxZmaS2KldSTmzZb1nyLXtqy69gV+tM4++XbXA8Xyd4eUgzUOa9lh5vxWc6eixBKbpIcRzUua+pz1y+IaMEoSORIF/Fm5/ngvx6VBI1cYqQMywMfst1aMOTjXYR7m6Jqaif8HYZc2eFIjfRtqx2Rp+SM+HBx/bjcPsZXn14jqa+ddDNtLmhY42amzOkzYdJj8Z3EGCnx3n89Tpr4tQwDGaidVscp4D4mOufRcQihU6RJH83TkmLNoe+PcC9/CIYK0D+vgX2ADzYmKtwydJZ4+10VjJOod5qz+rb4B4SSmFGPrCOJsYYH3FTWwTXAE52rJzDyz2WwOYEbZzRxCfBCT/UM+l5JksjvC5NUhuux9+AFIitk4jzMDpIV4sIdPWvuBzhxbv82gspHKYpyR0fbAq8AZy4c/BavnG4inK9wRsNSqHtXrhzdgVvO6nGIN1QdjuqF27gJZa11+RgmwUVMLkW1GajBwd4QIztXoWx0UDkUQNN0N3FeduibOgi22oGzh/bwoLKfNH8ndA1shbJ2RPnAd495uxa+hSCFDZyzF2xfQBTZ5R1MtSShoK6Nt68Xjma3sbYQuaBo58ElZc4auWGvfQ413aTlo9oifmIhM0qmkxu+sRacfPGmWMiMV0Vy28yOzMYxsSfZvtYGhp7tceffxVitLwqHznNs0+tsvKiNxeW9fPb+W6iFVpHz4B7uwaVMVgex7asPeP2DtSh5V0g/KWFqsJVGceDARTriTFC2DKa13JOD3zvSNDtMip0hFveTxPEmCt2Occk1CT8bM+z8ChifrcN860FCZGq60usIF21zxMfdJpvSsLAwJiKrmtquIbG/htGGVKyMNQjJbaKha5D5xUUm2gtwNLqGX/EvFexlnFxPL3wfmHHyhWsSIfNE0EiLXd8R0jZJeXiwIMCMOf36JWKfcSEjS6MgYNUshLoee3Lm10/k1ZMcOLxJImRGizG+ZkRoQTujXZnoH7pMams1ToqqWEeXMbnsHHiC0iB/fAJNhD55QeIQT8wY2Q66XNj9PlvtSsVegQcH++gfF60TyoNG/mvE3fkYg8gBZsYEEahqTEBWM+MDeejvVSZpUJjBCpMCn1ATTvz+wg+ETHf4BfZaFjEncrU20kN37yAzQnXMTdVju3s93ylfkgiZrkj2f28pCKNZGlK8MdO1oXy1jJ8jheh9dxX3kg6JH5cnqPA6gZJnnTAJXGBioJ2ugXEafE9x1Enk4mKRyaFOuvtHxFGax3sKsdi9jm0XNR8XMsLkKMzFEls/YWAWhKf7vm/xqOoj/p4lJm45ghXq5v6R7ThWTDIkCNbuEdFqzjy17kc55PZsR9r/ayh2P8aFe/VCSQtl3d9G1+AEUmfKQqOdFMp5gNHpeR4tpnD1VS0ymjOwsjTiQdmgUHdzDLTW0l5fhLPVbfzz+4XamWNQyOuTPXPdlyDYcCUSloN3CkwP0dA9LIxLU1TF38XwnC8tQ+lcO2JAWvswnUVhGF02pFCmSn9iISN6+rHIo0eZy559W1Ps0FbZxe4vN/DGa2+wUS+C0VVwEnG40IbvPr1CSn0xlqfPoHU3m94KV/btt+L+fUuMDc25IMwsPGMzKcqKx/jKZvwqnxy8BIM3WonPdXN8E2oYSdLgTR2JeVyJtTRN4MUjRFQ8EWvp5isYS2MtzbbFcvWCJTkdImu4SHt2DJ7O7kj9DLEw30+2rzNWOg/okDbUR4sjFEW4YnYjhNanWZSfCUn7kfGWOj9FX20s6vs28edXtuKe18Sw0H4k7ytB/z0V4p4TITPfm4epthkRBW2P+x1amKYmSJvTzhmkWu6SCJnGWE7qOZDZMMzMaA9eamu5H5+Hrs4pvn7nXXFf22T0UNzXJGVVKBOiYI7OrHto2t0nzuYYe5xE7q0kiBxRHdryHuec0xlcBROOv4bpSgf2nrhHt6g/NCdy1sCO5JpBwaYPc//mR3gKxSgp63w01lz9gZDJ1H+Pgze1+GbNGl5YfxC7+GrmZsfJsDnBRZc43C1vSITMzDCNuW5sXfMmm/ZrElfXz9RqcUTVksD560fZ8uabrHnnY446pAoTM+k1gcirv2XPeRW+EsrwD9+eJbywg1jVF9lzRYMNQt4fN53CRxCX87NjRJscQ805WBhc7zwuZATRPtySifm5Pby7ZiN6oTkMTMwz2p6H3fWDfLBmPRo+KfRMLI/ajPVmYrJVj8QBifPI1UDopX9mj/J1vhSV9bbzRJd2i0PlyNKXZMqGT/6M3oNmarKCMLz+Nbs3beMt4TPvX79HQ3Ec5le/YPe274WyXsNryg6PL2RUePP18X18K1x7+Ysd3A4tQdBGYoqcDvHp5j3cz+llstSH9bfu0jE8zUhzLk53jvJQJkLATy5kJKyEKBAJmaMnFAir6GN2dpIgzbXY5T7/Sma41IljSgH0jpZjfduSYKFzTdZ7sG+fpUTI3LzFlp0b+Xz9N3z77bfsU7r5eGd7tMhoZwH39fWxc00VR3mdy9bnY5U4ZoRhrjJIF323YDpawznypQX1gzXY25jglNgo6OdpQi6+j4340e80eS63uGIdIHRMoYXMD5HmY4OhWaJkg7EwO0nws0L3ogvlS18/3UVGuD3ap20p/g+ZCa6EKJhvSUVd/Tb389qZf9SLp9IX3E5c+qNKnyMhM0f1A3vUdC0of+J5/lxrLOcOKaPv4oPR6U/YaxRFc4mQp2NHau2AMLtvxe3qtwSKHMGOjjI4M8Pc/AxpdkewWe5rKyEKFgarcNC8yAVNO5xVvuHzi06Udz1ehln673Mz/vFn4qubUcLPbeRatPS5eEcaV3Vtia8U7NpEN+6XNuC3vGRe8HQho/cun16OEPe7znQndG3tKUxyYP1aZZy97LiksAt17zw6441474QLfUI/7yrwQUtDi4T6VaQqh4bom59ndridB45X8C5dUTIhl37PDoMMiZfkMDVuuEThfeEFNmimiB+jtsToo+7oT22KGZ9+cQlnV2NOKxzCMLSUsWnJI/yFvmqcDW9iGClyUjhIzPXPUbxbhI/pNdQDRCFChkhW/4qTovhLC5N0VMdjfUEbr5RmZn+4C+C5xU/5t+w2yRLvWakPuspVt3iGZeIBLvFIGKvC1D9Axdab8yd3457ZLlgziNF6jyuOEVw/+S02iULZCXmpuu+jkfhEW+7rE3svF3nFdnOzIa1lRbUP16VgZ3yZ2Bh/dlxzpXFokqGGDOy1lEiU2W77swuZ4WJ/1C1syG2dYlEQMuG6mzBPl33q+XzybwoZbT0OKaoTVNjD9Hgb2dFBCJO7ZWa683FSuY31vSSk+/+EGXswx9frUjLcwwNDXcy90yi7d5htztXCaNdJuJUh5i5pDA3nobb2FA9FvX22gbu3zITZerXQQSUb2u5ZnMcuo1/0jIloc1M073iuiJjJVuLtRJuvnFgOJ/OLsyJkZhoS0bpjQEhJryDQHpFkvp2T95dGjOdIyMz3EONog61rpthIyzLZkoOLuRbXrl1j/1cv8YWiGZmVuYJx1eJuSiODDQ9Q2alGdlc7iblFNPeLYtLMkGJzCNO0pb62ImREez6iPPTF91Pc9iavCjPbkNxmSopzyG+RfHuh+TouRso3/C4zmcm1DbfJnZIOqlOCGLyqjVtcLcNtsVz/9jqZy3tMny5kmr32s9td0nZ7czy5be1AelwA2uo3uax0nE3r3uegfhAlQVqsveInHkAmG5LR1hfsRNFKoIrnmqF6wjPLxI845wQhE2Z3CY+ClWcRBTbfohQsORrRGq3DZYdIUs2+5YivxGV9R6IZN+18KUm8x40b17mocICv1n2KgtVDukclA+RcTwXOJqrC4NoiHnAbPHazTicMb/OrGD5oEOd1eB/iM6MMOvOjML9hwL3ESqQfXzVkWX7LhTDJcYGWyFucd4xhaEqq5MY6Sc0rpF70nEgQMtF3vuSWcwjG5nd4WCPpCMkGa7nqEouNmSpBpZIBJsd0nTAZkLFwPcW4JUt244mEjKOjBUnZBdxLrRIHvx1tFESL6Q2iClLQ2K1ChDBxa073QlPZgjKZedbPLmQY7yYuwJJzygqcPHkKdRsPalfBxrV/U8jYRZDqqs22A8c4dGw/xzSdaJKp32yrjfzhH9/juxMnOCEk9btpDI61Eqi8l693f8+hExpEFDUQdH4TVsWiWfc0nSn3uXT0MPt2r+PYzQTE8aB78tA2sCKsoJNFQQgMNWdhq3KeJMEWtMVq8sk/v8o3R4+Jv+OKkRsP7mmz4YXXWH/gsDjvkq492dL4L78cMkEjJ3uJdFTj8NHdHDtxkn039chvW2rBz5GQGWnA08EYm+ha6WOlRQYFARPhnCapRykZ1t9LN/uOUe9ryr6DxziydyM3bcoZEvpaiJsGp08d5OQpBQw8w2T6mkzQSBnaA85IHi3NjJIVbo3iqT3iej+npcd/yIG1v1dqfdmg7E7f8gm5cRoCLTh46CiH92zgmkWpMI9fQlbIjFD2II6U7Eameksw1DkvLt/TF6/gHleIePuFgOhkh8fSo6WBKvSUt7JXeN+BU2dQcwmmfVh2E8FzzGgrHhaXUDh5GAUlZSz842ge6SPT4wHZoqC3wmCneVNRXIZnrqoQKJTrRHMO2mpKknK9fA2ftOrlTakTTZlYLz9aaiToVjCNorYeYMqxwzs4Knxmq9IVUqt7KYqw5cShrRwR8racPs+D3EpcFN/h9dfXietCdH+zuNVzUmW0NgGNpbK+dpPgvFbGx8oJ0oumXRQF3lObMycPcOLkSVQtnaluHyAz0omL5xXEn7lqbE1F+zAFsW5cvnhanHfxjjGlvZM0ZKYQH1XOqNDW9VWFewjXzl6+juvDAnrb6zDTPsbJE8c5dfYclgGxdI0PU26nxqa9Rzl2YDdG3nViob/EzyRkxmgpEn609NXcaCdlRTlkZmVT3//8P1YSMT/RQ33jAHMLk3S1dTEwNsPidC+1tV309XXR0TPGgvCe4oJcMnPyqOxaOTIoYqAxj8zMzOVU1NAjVqgT3TXi1yW1bYzPztFXV0vv0nLfzDANlUXi6w0D0p48O0ZzRxdDE5LX89MjdDW1IgpoPdFTS2HuynfkldfT3lJLcZ5MXmkNfeO/9FRknNailuXTClMDLZQVSMuhTbb5TtBe2sLwE0eKn0nmp+ju7qBraWQTROfMRD9tdT3ilbQlxrpqaB6UrgpM9gn9Ko9sof2IT78ITPU3UZIvlJWor/XJ9rUJ2oqbGVkOxCdBtEJX0yMRqqK9NtXFknIue6yc5SAY7pKWfplAhgJC+ZcX55OVnbPsCkGCqP02Sw3tHOUBQYSmSIJGjrWXSftaHQMTK6JSdAS/t6tlua+Ntkr6cWZBGa3iIzirB5GNKxDsUnZegbStT5Nt40JEdQOzi/P0NRaLy6agWrBjM0LffySI/mZJXn5lEyPTK+W6MD1GV1c7Q5OivDGCzmqIg0bKtvXsOslq1+x4P7UlkrzMmm7m56Zpq5S+lqaKztWzR+bRwhy9jZJ2WFDTxsTsovgxqt8NSdBIWbtcJ7U1IjcC1aWSsauqW2JXFiYGqCuT5JWLO8o8jYnxBAdJgkYutfXc4kq6RQOTwFh7KdlZmeQUltE5Ih3LxjvJz80mr7CU3ieq4WcSMnLkyJEjR1A7lBQWUFPb+dRTOHL+PYySnpxN54+O8dNNoG/K4xvp5fxVzM60Eh6czePrun8tM9TXlFJU1MhPNQWVCxk5cuTIkSNHzjOLXMjIkSNHjhw5cp5Z5EJGjhw5cuTIkfPMIhcycuTIkSNHjpxnlp9ByCwyP5OD3jpjSoRXYzVxqBz6jDVr1rDm5Rd54+NN2KSvriBojzE7RHbEXVyDSsThAv41poeL0dr0krjcXvpehfiqfh4tzlHhcZaXXn6ZHRfNKe6WbJUa6ynE7ZYeOSVpqJ34hpeFclaL6JFupHrEwlwN7sdMiW5ZOos7QVGAC+5BgThf+IbXX13Dy5/vQCeihsXFBfKcD/Dem2v4eNNugipE3lt+SR4xP5uPwToDCqWvB3LvcfTb98VlsdEsk+VDSo8WaQ25xjk/GRePzyAL08NE3PlW0kfWvMQLf3iBvfYF0qsCwu/sSjDl60//zJp3P0XBs4ih8kgu7v1E8pmXXuTNtTtxyR5goSaCYzu+4LU33sA6e55F4bMNcebs/+pl8b2NU6bF7aIt1ZljG1/iZeHz739yh1KhnEerY7lxUNRXX+b1K/7M/1Q78Z51hDLsTrZk8xdvs+btDznqWiC0wUWqQjXY+tka3njrHexz58WOweqiDPh+7cu88uorWGbNPe4J9dECOTb7xGX+8pbT3M1qEz7ziATtD3nxZVHdf4OacxpL1nF2qIVQF028C1YOdj/vjBQHoLDjQ3G7fvmlF3hr4yHuFzy+yffR4gAZnp54uGWInQs2+Z2T9AOh3b74xxfYcMOL1oEpfC6/Ks7belafvA6R8wkJ0z3VOFz+WvKZl4X+9sIrXLqbzV2Vb5bz/vj7P3IusIX+qnhUvhfZ4Zc545jN2Oo4dCumwOGApDyE3/6CUK6bdMIZnlra5iuxy0e2CHb5lVf4Ztkui8abUqy+1Sd9YlZ4+YjWTA8UNknsj2po1+MbfIU+0xxwUdIn1u3B5GG9eAzKsdvJm6+v4fNtRwivFsYgoe/kux7hg7eEcenrXfiXPz4u/cRCZkEYVDMx3/0Fr/zzZYkfGRn6M/Q4vMOVx2JGPceIIrUO9HVJj/7BzGAzLYOTjA310TswweLUANWVZRSVltPwWAAKqA64xnGRz3NBdOS5nuOSdQRdvdGcfUuZ5LZmvG9qYuqTzYhQmy1JhpxVv4evxW10TaPpbovm+J8ukjonCnFQS6DGUf78X3Zyt15yzHBxqAIXMwts9K6z1TiMmblZOgp9uH3jCknxEZyyecDAxASNWffRO3GXRvGnfgkWGO/NwebQBl7+74oSPzJPxFoy3v42rmKP+kJbqwxC4f0/st2+UpTxXDDdFMaV7do87FxxKrTQlYTqdVsyW4aE/pWLi8ZFEmRiSrbFaXFyvxcNC03cv3JDaBeFDNT5ceQjDfK7yrG/d584cQTldK6t0aBgcYRMV3PM3YS2Ij3JvTjeQpCTKY6hFUzTR5jKNlwkQYFXPQtdqWiq2pBaP8DEQBEut5SIzchD392f/OYRJodjuPmhIcUtaaiqauOZ08rcYidOxw7g3yjj/6XNl917XekUnWQKvI26gTN1vT+MiyZhluK751n7yVYcM1fnxK82RBUlBT9kw6cuLoxSGKbPtn/5nIsWCY9Fxp7rK8LxqjpO0VVMFDnxnX2+kNtLrIk1Dq4ZMn5+VpisdOXw53rINvWpmvucWKtDznAXEdaXOOeaJ1jhQaKun8A0a5U4JpRhtjMdYwUN7uVIvPOKGa0U2+WA9EZmF5sx3vEObuWLTA6W4nF+Fy//X/t4OC6ovuEmfP088M8XOdaT8Q8mZa7Bj31HnelmjvYCf+wsbCjLCOOgVTQTsxMrsZYaH3LGNpLesUmac725c8Qd2enrTyxkJigNjSGvPUwwmFKHeEtMteN4YRveq0XFCMz2V3PP9jaeKe3CsDtFlv5ebkRWkyByiGf/gKwQB46dOMLuA4c5Y+JO61Ndd0xS6WuJulssnTmWbDobyrAw1BR7G2Li+YDuKUg12YPBg3w8bM1xjq4RGtsg9098jXut0DgK88jICED/W02CpEJmuDIRWzsLMlqXPJQs0FcWh5WeOSltEkE1VJOAo4UWFkaPO2T7eRF+64N4cptCub7U4Kc7iPf3wtHeAx+fe0LnsaFQmKDNDpZz10AXo4sb2OVSLf70M8/cMInOapiHCDO/ZYsBXUmWXDcxx/deIL5BoaTKhkKebMXm/A5JeIL+AvTuWBFe0MHsbAeOJ3cQIvXfNd1ZyoPQO9w45EfTSB2uqhc4dd4ATx8fQgraGW/Nw8ngFIZuEQQJef7Z4hDjcgS60+y4aWLMfa8gfANCxPGVlphqK8DfWwtNpXBq6+LR1jfiQcUAi4/GCFBZj9oDiWdUMQNZGGrYct/HGzdLG3wf5jFQ6cW6N49hJZS5z4OkZX9SE03hqBxS4prG+dUpZCabMVPeSfgTzXBmvI0Edy+8He2xkRUyizNUJbhjZiuIQ+kCjmgi2ZDrg9FNQ3yjaoXR6Qlmegm6cwLr1E5phsDsABEmZzGPq2N2pItQq3PcjmgUhlnB5trs4XsH0XOGVcTCJIWhVpi5B9Im6+ps6gm7rG9L0fA0DanpZJUGcevdG8SLhIyUmZ5q4iINubrbnTppnohGfyWOmPvzUNT+I+IobV9xyNRf+RA7Ex1srLKW63mkLgknS2ESr5/yc0a/XkLGs6+UjjhVvr8a/Jg3vuee+THyQu/i7BtH32Ae6kq6lPX1S4SMjh5H9u7n8LlrqF67wN5d63GXccUtYYrWgkhsbziSXNHLRJI6f7qdLr6yEjSyFdvvlElseiJopOoajKRBI6Ea22UhM0NtfBCO5j40SwfLyeESvNQM8Q6pWHaP353jja6uNq6BYTT84ivbMsp9tI34UE8MdPW4o2OMnYMNeS2DZAc5YnI/nnzXo+x1fT6EzEjNA7S09EmoFEWKXaEuTJ0jCsdRV9dFXeMWN4xMEd4ipi36MrtVoiTOA1tTuWhkQ0xFPwuCEfe9/hauUrs7LhgAWzN9bBwtyanrJeuhMNPRE5WpDjd0dYlISkVH4WNOXTdEV8g7ef4UKTKxTFYzDVF3OK5wGDWh/DU01bmqb0C5dGI+VhWNqeEd7D2cKa5rw89KlTOXzqOuacClg589LmTaUtEztcRIR1dc9vdjc+mvzxb6rYWQp4OalgbWwSl0d9fiqnYdx+QS/CxXp5BpDTvDHvXkZaeqjzNI6hNCZmagAS/TC9hF1i+vGizOjFEYaYeBgTb3Ewt50q9gX54TZ244UD2wcmGg2ItLqlYUigbUuUmKI2w4pXAMFU09bh38gG22q2uZcrKzEDt9Fe4LxuAx/zuCXY57wi7nSyJHCJSg94SQmWzOws3GEAsrfaRDlJhC++1sVFATxkMdrt+8jp6bP+1SkdCW7omeMAa5hUTRLBWnvXk+4nHJRZhQ1MvM534hIdPOvSNKWGatHvfOS0xWJ3Db1om7Zkc4JxpVZqRCRhQ08uxVjB088ff3J/Rh0rJ3RDGLc7RkeqF1Xp+I7FZE8R7nymzYpBQiXpEpui9dkSl2Yt0xXwZHG6QrMtXSFZmNuC9LXxkhM9VLlKcxtz0KBJkkMJDB7ZNXcA4q5jFHsAIT7cW4mF4msOyX9ma5ImSm6uPRMRBmueXCLFeYUyUYH+C4uR+3T6zn/c+/YfOHv+f3X+zDI/dZ30cwTr63PQYmvrRIH0UuIRIyStrWgniZZWawBR/j47jmiaRLK+67T2JfKp2bPLYi047jiZUVmSUSDTegFSeU1dwcM0ISfVOp015OWoZieH2veD+GOM/mG5RDV+cjjScRCZlzmqaU9MyIZ+kBRgdxyF6ZOYq8x4YbfodZ2ojYI2nCA3+hT8dgeflDzDNX/DIPhF/ga910od8tMFzkxwV9O7Kax3g0OSnui2NVUZg52BPtrct7r73P5h1b+OitF/n6ki3FSwHXVgXNOHxzCNeGlTJ+nCeFzCJdFQ/QO6FD1oDMUqaU3ixX1K3dqOyReczHALG6Ohh5pzI6tzRtGCLZ0ghD14eCLZTkzQj1nZ8gqs8o3G98wtlAmVH4uWeWhjQ/9C9bULLkXVfKVF0c2oJdjhKvPk4Qb3KAswFLDwF/KGSWKLDcyKWIFbsiEjJ7DGLE+0VHquOwsLhDQv1KWx9rysLe7CYRlSuT/MnOUtxNz+NfsjIu/TJCZiiD68dMyexZhW7P5xrwtDJBed1h7tf3rggZA1POCoOQeUIzI715ON86S6zMMup4pS/ntxuQ1NrL0v6qhYkYzr51VshrwltFskcm2ewLzocL0nSxhxjRHhmTaLpbo8R7ZNKW296KkJnorsRd/zB+5UIjE0SM+pab+JQ0CJ1Z+taGBxy3jmRgYpaR5hwcDU4TVff4wPrzsyJkFlvTUVPVxiO7hblHjwi8+RaX/Krpaq6mtLSUWKPv+OZO1Iob62eVmU7Cnayw8yn4wSx0psyXQ3oeVHVPMNkntCednfhVCHUymMy5faYUjUoHywWhXYj3yBQwUOfL4Q81Kegqx/buPWKlSzhhqn/GPKoKTx8PQqTBlMqd93E7uBRHG23spcvsabffQiPpGS/Tn4jZyiBO6LtQ0jHO9FAb97S/5X5MJrpufuQ1jzA/NYKf+he4PMzHwtNb/OhpsSOcox9cIkNGf8ylaPHGSR9xpN+uDGfOaeuS+8CB7RYp4usiIePk6UlOTSfVleUUpD/E+MZ+bodUSFzxrxb6YzmxzYSafzX0yBNC5tE8dcm2wow+Qly2Yooc2W6bJ/5va6Ild+xdqRuQ2R46UYWdpgUBGY0r+z4m6/E0tORebJUwVRSYHiI1zBbTOMEwD+ag+tUZ/Nr+NXH1HLIgTK7CbbhtlCCU+OMsyO4He7RIwM23uRraLr0qI2SGG/HxdcMvT7Jck6T9Z3RSV+zKVLoR72lEiP/fVxqOpZk6GQnB7LeIYmJmgaGaJOyMLpIQH4mCTQS9YzOMtubjrHeCyNqVcelnEjJFGG8QZjDSV9Q/4KhZsDDY/FChPf88oj5Kn+/UrGkdEqza7BCZYR44+xcyVu7D1q8+YM07n3DSs/ixEw5xOh/y4guSUyWineNbNAPpEQasyrvKvPzyy3wnUsk9fUTcuEBAk6RhPGpL59bJTeJd9+oPemV2dTdw75QlD1sGGG7NwUPXTLzPpDrwCuvefXH5Oz47rEpCzQiFLgfFp5beWbcD+7Tex09e/CKUYLrBWGhFAoJ4qY8xZs860a73V9hkmc2CzB/UFXmTC/7P9qklMSNN+Nx3xDNryRgs0FX5APvrQbSKTs0kmbPxsz/z5kfrMIrvktRJbQh7jMMYmVpa9H3EYm0kx78TnVr6E7a5ot3+j2iMt+DAekkdn/dvZFH4cGuaCyc2SfJOupeJy3RUdMLwsOSE4V7rTBZ+8Xr/O0Uo/54Ua7asfZs/vf8ZujGd4jKsCddk22dreO3P73Irsl2cV//QiD1fruGVV9ZgkS06WSFMXMwc8AjIZeTRAiEqfxaX75pvFbmX3S7ceoG4O5+K8z7efY7Q0uHlfiuK/vzAQwcfUWddTQiTuM36kcyLG7mINgIumOCXK9qrImKYXJ/7eLlnSjbwLsxTGWnIJf8q8VUxQln7X3lNXK6fHVYjoXZUKNcSdD/UkEywu/LRc/IiRTaCcV8Zlm5uRJWt7AocqE5EdY/I9rzMGadcxleTtp8eIT3YnNuRog14EqZG0riz0YRykV0W2vruL4WyeeVVNj9ml6uw32FExqRIIj6iPesupzdLbM1hx3zBroyR7+uJo2UsPULfagm+JL724bbj+BQMCH1ikTz7Xfz59TW8u3Efbtl94rxCt6N8+NYa3v5yG7apPY+NSz+TkJEjR44cOaIAedXx8aQUlP5ws6mcfydz5PsHktHc9iPjJE0TaWhFjfSVnL+e2akhIqycHztJ9tcjiJf8HBIS0wRJ+tMgFzJy5MiR87MxQ1tbK729q/Cx+k/GFHV1zYyO/th9QiPk5z8Hq7f/gczPD1Bc/GP3us4L/aFD6Bc/3R48uZCRI0eOHDly5DyzyIWMHDly5MiRI+eZRS5k5MiRI0eOHDnPLD+TkBmlKb9Z4qRLYG6kg5L8LNLSMyhqW0XPihdnGejuoLNv/PH4Ev8OFufHaShIIy1NSMV1DE6Itss/YqKrSpxXVN2y7P11YXaMjvpGRsaHqSsvEF+v758Tvn6Ctup8yT1EKT2dml7RyTFRKIl2Onp76aguIF10LbdoOUyCyBdGVkYa2QUl9PyH7FAcozm/adl54txoF2WFQvsR/s6ClhXX/SJP0m3FTQz9q8c0nw1EMbR6GyT1tpRKZPrJ/Gg35dLfL0pZBWW0dXRSVZy9nJeZX0z78Jy4r5U+0demBloozZO8L0fol+Lj3dNDQluRtI2GAckWyoWJAWpLc8R5GTU/8Jm/qpnoqSE/W1SGmRSVd8jESVtpqwuTg9SVScpPXIY5+TQP/tCvichRW1dHC/0i51ACE50Vks/kC/U6JD1KP9IizssrqUTGX9uqYFywcblZQpsWyq/zCV8EiwuztFdIyrekTqgHwSyKYlx1VknyimpaGReKfKa3hvR0SZ64HKvbmJhdsRMzI91UFkqu1fRIynxhapiG8lzJZ6q6WJifobvu8X5Z1vF0F33PM/Pj/bR0dDP+r7gAEMWukowrwv8H2yjLl5RVdm6jWAPMDHdSIR3LMjPrnuoU99H8NH0dDXSJ/YDM0ldXSIao/nIKxeOSRENkLtdDdnElvWMrW79/BiEzSHGYAd/94YbkmNvsIJk+FigpnuSEwn52XzahZrX42ZobpiQ9gaS81hVfBf9OugrcOPDddhQUjrH10CmcYyuZnG4nQGkf3+zdy+ETGoQX9onvO1gXifa52zyMvMelY0c5uHc9x27E0yFUfrTzLeEeCigc/JoX/tub6OcMCn9XLzEO5phb6KFwfB8Kp06y/9gRrlsH09VWj7XeaU4rHOf0mVPY+zy94f18DFH2wJSdv7kk8ewrlGFeoC3nFE9wUuEA28/pUSV2HjFKTbIj+3+nSMzYitOxZxGR4Mzx0ZLU0+Fvef1Xb3DGv0J6VRjoGtOwun1ZfP3Alg/480cn8U5IxFH/qjjvyI5PeP3NffiWtpDta8lZcV87wPeXjIW+NkeZ322O7NnC4ZMKXLsVQgtTtCd6cVHaVk6oJtE7P0F14j2uK53guMJBvjp4kSK5lpEyQ5aVAtv37BHa4HnuWCQg8YohtNVIk+W2Ot1Vxj3zG5J63LeWF3/7DS5lT/QeQbR2ZN/j8sUrBJcKonyiibtqihxQOMHuo0e57RkvCJd+8nXPsnbvEY4dUcAxsnn1nHgSBJy7+WXOnD7G6dMHMXGueOxky1h1HIr713NY4SgXVYyILe9loiWLc6e3CeV+kNNn9Ykt7qcnxw3FM6fF9m3dm2+z+aoHjYLQFzMzQqa/CceP7BS3dRVdP+pHp2nMCEBV6biQd4gv950lo26A9Hua0n65hVf+++tcilxlm4WFCXVFiIFgIywobH+Kop5swf/iFxz0ErkBn6My2JDjezZxSLA1l1UCaGaeumhbzuzZwIETCpy74PXU2H3DNdGoKx0Re7Geak9GRfEAp06d4MDxw1y1DKS2IA5D9QtCXZxk94b3eX/DJWKbV6YTP7GQmaImPgQ38/Ns/v11iZAZKcVcy5JQYTCfmqrGdO82gn65KIT/scyNUpGTKswMUgkMTKVF6CwT/XWkhj2kRVQHHdmY6qpzWVUL5/THPUb2lkTgJ/b5PEttsCbnrcJobwjg+AZdSod7iDLSxdw7jUFBlFYGXuaCeSR+VoaYu6YzNJzPrbWniJaxAO0xqiheDKRD+P9MZx625qZ4BwbjllTB/MICA5VRmNy+ycOsIgIyqpicFTr2Lx40cpr65AjcLS6w6V8uSoTME0Ejzb5bj2/9DG35Cdy3uMKWfzn9zAsZWXqyrFG56kTx4NN/U4bt96jbFD8WAK/QdR/XTQroaE7GwMiGhMoBoU6HyIu4R3l7B6E6Opj7ZTK85D9qtp0QC0MsPYS84TxUvzxFTHcHYS6W2PoVMUkn7vu+4DmKxfnjmKzF6dQ1HDIaZY7/TknaqrlMW5Wh3u8wZzWzfhCnbGa0kfsXtvPNkUtiITOSacQe1SjGhTsPNuWRkZlHX3cySmuvkjk8QUmwI7o6XjSsFhdcww1EZpXTPz5Lb10QmlttkQ1AUnfvJLss8oXSn6Em0AhVtzi6a9K4lyNy5NhJuIYZLgEFy08DxluzcBbsml96p8TJncBcTwXOJqrYJrYIpT5OitYe1MJLCXHUwi5K5KtmgqqHHmS2rThc604z4fJld6pWlSOZRYYaM7E+sYH158yfImQmqPAz4eT61yRCZqaLSH1dTL1SGVi2NX3EWxlhZP+QnpXO8ziPhgi9sYct3x8SC5nJlmy8ksuZnRf6RE0Mpjo3eFAtqb3FuUniLA6g7/64wP2Jhcwc/Q0t9IwncmPJs++8aOk1Ap1Th9ixTQnP+DL6V0unnBI6ljA42NhYoqhoSXbnCP31iVhe1iC7pQYvUxtsfYIICfRG/86Fx2JQrNBHorEZFgHZ9Kfp8bFKnNCFF6gK1kXfLRjRSmeczj7cMkqwszHBKbFRuDpN6MX3sF4KCzJagfkNdUKE2YuIvpJEXF3sKe5falmzNKYHYnrTjXLpcl1j2C127NmHU4TsMvrPzTwDTa10jyRxcynWkjAjaC2KQk/xKNs3n8ItpoTemQVGOjrp6kvl9nsqxD0vQmaimXsm+ngmVjK9YkNX6Evk/HFNimSfrvWncfmYKvlCr+7M8hDakQLKh0+y7dttnPMVlEhvIfrXDrH+82/YumkTJz1LEFQr1tamuCY3C6ZqmqAL72FbOE1PTQrW15XYuekYRl4JdD4/+vDH0RrP6aN72PbVJjbv3MetMFHk2zlJWx1NXGmrSwzmoHJMECJPukMVqApW4cItc+4YaYmFTKn9NhQMrVAS6mbTKTX8C7qhwp33z94TButFOvOCsDS5Q/4qWx3rSzRhx65vMfdteczTdau/Mhs04hkRBtFC9wvs07on1MG8+NFDiOlh9p3WI6lyRCI45ycojnbGwCqIDpm2vNBXjbPBTQwiqwVbOkCw8tvsMo7CTWM9p8+psE9UF3qRwmRA6nFtoh43vTvcz6hH5unUc8/C1CCJnrfQ0rjFBROnHwiZ0cpQtIwc8b/9rUTI9JUKY8hh1gm2ZptQhkdc8mFImARoH+XzT79hu5D3vVWq9NMr9CZoc1LVGSvDJ+OKzdKcFYzpDRdKhToWMdX8gMtKBsI4JX65zE8sZJaQCVHQkYO2tgEuMbnUCMrZTHEHfpUyLvmeZ54qZBKwuCQImfxoDn39Lr/544u8/NILvPrx1zhmPR4v6NHiIDk+Vujd8qZ6YJaZZA3e1EkTe/6sixAFjfSjbSSPW++pkttdgYUoaGSqSA09IvrmKxjniO9CfaQWp2470zIkehA1TnGIBxZ3QukQdcpHi/Q1h6O98xbx9RPLM85Z0b6MrAc4WqiQ+osHD5QJGtldiLGuPrYRWdQ15mF+aiP3ypbaTyn6z42QeURHpgfXtbTJbhoX1/HjPCLX+DMOOFYJQnWJRxRYb2avVa643lpTHdm/exe2D3KpravG8eYG/MqmGWqqpbiqirqmJqJsTuOZUIaptTGuGSIvwo+IVHkF09gmfKzvoOmZQE1TIa5n1mKVt4qs9l9CmAX21VSQX1dHbUUhgY63iKxfqqGclbYq5hGl7ofYqf9wuS8t8agjnBOHLcgqScXa9Bb+RUL/Nl3Ha98bUSDUTXaEHSZ21lTG2vPKFX9xG+gpCsFSeG+2aCl1FTE/3kdNcTpuRgpEN6z0hqneOm7v+RdeXPMx2zeuZdOdILGQebQwx0hfO5m+mhh7R9EtqJ+pgUYcbm7DNqnr8T2Ki3PUJjhw4Ks/8PKabzh14BN2GkWicegdztnGUiXURaDGZ5hkiuzlI1pT7LikbUhR+y83pft7oLfQjfOXPclNvYeqqR05LRPiNilmrA5PE3PcHpZQ6ryH/e4NzM/NMNxct2xrYm0VcCuaZbStgdKKCsGuNJFkfxL7wpX6fNQTj9IhPdLrKrlneha7JY+9wrg02BaJ9g5V4uqWxqVFEm9/yOm7DTI2UMLPLmTGK8JRN7YmrXFUvKEnzVWRk14rz/+fa2SFzDFjUjuGaMt34uIWQcgUPOSIijmpdUMszI3T09rIsMxK1cJ4J3G2Wly57kaVVH3Ot3pzcJcDTTNDpNgaYnE/iZaIa3xoKCiW6TaCbMyw8ytgfKYWs62HCBXN4hZa8FMxwTO6XJjhCU1huBVfe1UMYgV1Mj9GW4orxzZfJWkpSMn0EPVdQ+LZyFRHKa7m1/Ar/mV3ycgKmYnaGO6YmBJXPSJ0ImHgdj/FPtcyydueJyGz2E+igy029ik/iGsiZj4X1XdVyZyXMcnzRdz5Up2EYYmB7c72RNfKiuJuwbDPzxBjshPdh2109/UxLA1jkGWzm1vBBfhbmeEYWMTETA0mQlvxLynFxVwVj+xesdEfCD/HR0aSWDWrntlRWnsGmJpdELpMD+HWithmLC1sPyFk5oUJxa7bhIriqj1B90MtPnjvbd549UX++de/4lNlO/x1vkHRV7LvYrg8HH1LczLyQzj2rS6VM9NUx9zFRM+V2tWySWZmlObuQabnFpkdasXPTAHH7JUlyPnRLupFhxIWpsl1uYz2/UQG+ruplZ5K6E2346q1D40Dc/TW+KK2y4kVB/tSFmYYGOilT3RaYm6EgHPvoRtVjqv+MQIqJEa4wX03R70FG7nYQ7SZNY4eWcguhK4GilyO8uabb/L6S7/jH3/9z2y6HcnIlMT+TDSmc/v0BvH1V37z/+N/vb0Rm8Q2egRbMyTagS1QYL+H66Ft9Pf3ih8Viqhy2cvZkJXlxf5US7Z8+QF/ev0Vfvvr/847h7XJqO2mLdWN45suk7AcPEtgLoNrf9YgX/pSlp9dyNBfhdXtm6iZ23LPW1B2KscIKlklTWJJyDh7Y3DwFCr2TtgbXeP4PkHItNYTcPMCp3TscXXW59KlG2RL4vWJqQ08y0cvH8TE1xdfIUXnNTIxWYrl1gOoWFqgqqjO3cQKwlQ+xzBb1PlGKQuw5cbF29hbXhIEjxvi4NcDxRjpWRGS0yZWsSOt+TjcOkGM0EeHixzY8odvUPO6L/6OsMQcOsqTuKCtjfvde9x1tcHKwZLSH9rknxmZFZnBOpwMb6FibMV94W+8efUAvsuxZ54jITPejI+jGbbhFUhM6SMmh1qoyG6ULK03BfLtMUd6ZE9otUaw94wDDUtRZoW+5uxqjbmTJz4+97HQu0BScQNuTkboWTuK69jLSZ8YYVJR6mvNjUt3xG3l0G4P6se7iXASRXk24K7wPs3L32GfIY9+LaZHEIwmuli7uOPrfZe7dx3JWl4heULIdCageMWW/I4lGzdNV2UtDc0DLO2umGzNE8pd8mhJFKT1hI65uG7c7PSwvR9A80gTAYeOcNbSFaMbVzByyXu6uH0e6S5A0/AOdm4e3Pd0xtJCh5zOcZpzK2npH2cg1519N+7g627MlRPa+Oe2M1bqw66rOuIydDK7iX14OoPCrK01wZBjWnHL+2UEY0hpVCkDorbubYaqMMH2tb/G/u321EwNkBpmL4xTzuL7WGkewrdcEP+j9bjZmOMaU7Ncf6uN4eIA1C0lj5YW5ropja96TNQ1390vebQ03ISXqzG3Le3FZXjPUZeo4g6CvUxQN7UV59231yKsbo7+pgZqq7qW9y3NDjbjZyl5tDRc7MS2Fzeh6uEl/kxYQrb4RCb1Xmw87vnUvvAzCZl24m0TxRtLRfSVR+Noro32bV2cn74R5PlkScj4FlKf642pgQ5GbqHExSQhftzYXYiDlRHa+qbcz5VRMQLVUcZoC4JiKdlGFjI2PU9PXoD4tVNwMp3j45SFBlE8KF1oG24k8r6t+PqDKukUbrSNuMxc6YzlEVNDzeRIv7+nKBgr45XvMPUIo7p3ho4sDwx1tYXZoSNpjf8RU8EOEm3jhVYkYaA6AVdLaTkkyz7n6iHdOZ7G2ScX8Z9BBEOan5dOTtOSSFtkpKuc1OAiSccVDLx9XAWLj1aWZektwS2hTDx7XWKyJQd3W0N0hL4WJj0xM1iThLuVpPwCiqSPL4cbCL8naSvR1aLGKDSV1gL87CXv0w1dDvkqR0DUV6yFvnLH0IyYatkH9I+3VQaq8E0uYkDsLkHEOLluXvhF5ywb/7mRTvJzkqnqkQjQXsE2iMrcxMWfUunGpEctSeI8Szc/qleZnuwuCMDCSGiDxhbE1Yhk/BBxt20E4dfA9MwEGT6SNuoamY1ocWZxcZ5cf0me+f2HNEmPvA9VxeGTKzlfJqEd513qgvR8vK2Hlkj63OxAI9H3zMV5jvG14iCgTPaSlZtJYesvvSr998N0dyVJOQV0jc4zM1aNwzFDltbERQyXBElEucBQXRp3rSXl6pMvWU4Zac7Fx06S5yl+nD1NZWQo9zweChZcgujoe0VONAVtU/QUh2AjOy65h0j6Skc2tkK9PI2fScjIYX6a6rDbfLr9OBYPan7wTE+OHDmrgWlK0tMoKKtftTP6H88E6RExVLVLHnv+7QwSYOePfJ3xb2d2upNgt/Af+ZhtjvrSfDIySpZXZH4sciHzc/FokYm+JkqqGyXPYuXIkbMKWWRycpKZGbmM+dtZYGxsgrm5HzsdnGNoSPYMlJy/lkePZhmW7sn723nE9PSU0C9+unFRLmTkyJHzF5mZmREGkjF5kid5kqe/yyQXMnLkyPmLyIWMPMmTPP09J7mQkSNHzl9ELmTkSZ7k6e85yYWMHDly/iLPm5DpqivHWecKx44dQ9U0hJ6+IQZ7moj11OWikKdi5EdJ58Bjn+nI9Uf10mlOnzMmsrxdyOulNskHtYuKnDh5GqeQUiGvj4b0QLSvnBXf28a/+LF7iFKS423hmpLwvX4UtfSK87I8jYW8M9zQv0duU484r8jPWnyPs1d0eJjR8Ng9nuXUXR6CgZoeSbWS1+WRnpw7fZLTytfwj6sW51U99OHKWQUUL5oRVSEq65XPD/V1EmJ6TFw2omQcmEuXUH8PLNSE18po2IZR2dEvef9wLyUxzphaeFHStnIPUeqrzcRB94LwGRXsE8rEee0V+dhoXBLfV80iisHuNmKdVZa/S5QMwisfu88zm/pqeeCkj41fFp0DY/S31+JjsPI7LSIr6etqJdB4Jc8kuJC+oZV7dDek46Z9BQXR+4W23j7WT2NOGHrXlcXvN/XKEb+vtzoN29vnhbybOKf8sPxaEkRtXYErOu5kNHQv53eVBmOgrk9yneR1ebg7yqcVOHfDlrjqzuX3iZJcyMiRI+cv8lwJmYEO4ixO8sHX+zCxMWTvhx+hG1ZHSdht9n+7G5M7Gnz54Q70vetXPtOZh+WJQyjoeeClepDP9uuSUZDErYO7+FLRgXvqu3j5090EJ2aif2oPa09Y4nPnAL97ZzO+RSvf3RihzYevf42mgzvXDu1H0SKSvFADPn9jHaqO91E/sY9j+oHUZvrwzVu/46BhIBZXv+fgaUPymlbu86ymxpxITrz/En947TNcc4W8igccX/8nNqvcxePOQb7beYmQUH9ObNjAYX0vPFX28+VhQ7I7Vu7R15bFua9+zxYVR2JiYsitaqPk/lXee2s7unb2nN69n2tuyXQMjpEdYMWmP/4j72y7IAx8K/cYG2gi2vwGJ85o4WVyhT9/fJSwskaChDr7eNtJbOzusO3N97BM6Ka+OFX8PX6GJ3jxV69w44FMu3hG00BXC4EGl3j3H/8r39z0p7FnjNaKSI5/9RoHtNzEvze/tpuuhmSUvnqB7WrO4ry86naGR6T36angrtpe9p0xwE8otxfeOU9UYgHW5w/w+SEjvO4c4w9vfsldQYSHG1/jxNnb3De+xJufniSyUebvaYnjymcbue7kj97pfexXv0eF8Pc05kRw7J0X+OOf1uKeJ4jMdA/2fLoOBQsf7C/tY7OSNQWdK/eRCxk5cuT8RZ4rITM6ymBvB22d3fRVBXP8rd/ytc5D7l34ii/2GZPaUEtlZT0dvcPLn2lNdmTrW99hlFJBTbQaX7y5Ac+QaJS3beWoxQNynE7xh/cViMxIRmXPdvbrBVLkdZ5fv3aQYOlsUpSS7nzIr3+nSPxAI6H6R9m4Sx3by5/y618d5OFAKzE2inyz5QqxxS20tbbQ3dVMuMEePlh/mrDClZnqM5maojj3xTv8j//nP/GrJSEz3E9HWytdff3keCjw/tvfoqp2jk/+8AVG6TXU5Zix7bV1gqBoXb5PZ91dDr/yPiZRDbR1dDIwPELEtTX87k8qpA5U4XV1FxuOmlGW6cq6X/0v/sv/+f/l9SeEjGg1RvP7jRzTC6Ox6j5bfvfPqMcM0d8jtIuuHvrLvfn+hX9kt2OF+P0jzanc2f0Jnyo60dA9tHyfZzKNDJDvd513/uEf+D//j/+d9WIhM0pttgWH3tuIfbyoXLsYHBkRxI0Lh9/4BIuHK2W9dJ+ugmBOrd/MBZcoquoqqahpFco1G92jO9l1y4s872v8y8u78EhMQXXHNyiYRtFceZeNv/0t2vEr96kLvMqL/3MfUb2tRJkcYtPOayRmRKL02Vv8j//8n/gnqZApuKvMn369AaeKJkpjbvPtuztwTW9bvo9cyMiRI+cv8jzukelvb8ZfZwe//+dfcd2vFOdzr/PPn37A2vWv8cFXCrhkrsy8S4LU+eyPn2OcVkltjDrvv/gRBqHFhBte56MPP+T9P/2RvXfCaWzr5KGlBl989CHvvfovbNcIor575TsbI1QlKzJePuic+Ir3d6gS4nKTz9/4ErW7ARgqb+L9by7wsFQiWsrjfTjw/v/Fx8d1yXrWV2RaU3C1iybJ6ciKkJFeay5K5+zn/wevbVEmIPQ+J9av44jBPXysBXHzyueYxjYvv7dFKP+X//M/8upbb/LBF5swDs+k4N5ZyYrMvbvc+P5j3j9oTGmuP1bGoTiqrv+BkGktfsiZj1/mmEEETbU+bPvNr9jvWiW+1tfawH2Vr/jVr/4Jw+RBIW+QfF91Nry1BdvUKoak93hm08ggtRm+3LNx4uT2NyRCpnuUEu9zvPTffs3rb73BB19uxzaxhJqwG7z8//wvXnvrT3ywdjNmUbn0j4yK79OW5cOh7/7M21s+5NMPXmDTCTvSGlpJdNJn/ccf8O6rv+Gbq3fJSg7n5IevoGAeTUvNPTb9yz9x1EPyCFGU0sy38Ov/tkss5KPNDvP+lycJjovA2e4hCY4Hl4VMe7ozez75AgUrP9wMDolFr1PKisCVCxk5cuT8RZ43ITPU1USIyXlee+EF3lGwoKC5Ecu9v+Oj7w3JaUzh1ldv8IqSz/L7qyMNWLfm62Uh88krn6FnY8++T9Zx2TuLpsTbbPrj29xxvM/JdV+i6JRIe64F3/z6JfRiJftgJKmVJAdtjioeZ/emj9i4T4es+kayPAw4evoYe3Z8wcbt10mo7KerKJK97/2B//nBTsyiS+lbvsezneo9jz8mZHoqErm6+S3+n1fXoeaXS89YN5UP3bmsdIpD53ez8Y112KV0LX++M9Wda5quFDSW4Xz+G/582ITqlioizdU4qnycnV+8zcZTNlS0DTHW00TAU4RMZ3kCF796d0XI/PZXnPFtZbC9Bh+dU/zxDy/wwTlHGkSDdl8lnje2s+6gPnmNImGzcp9nOlXHc1FGyNRG26Nm6E1pYwHmhz7mNQUXamKcuH7bg6LGEuzPfMWfjlnS1CUpg8ZUD/a8+2dJW6+/x5f//Xcc0rbj4uYvOWb2gOYCe3b8+necsw5G+cv3loXM5t/8mnMBKysp+U4H+Jd/2LMsZD7/RonIkj7xtRq3I8tCZmysi7JwR86eOckBhR1s/OA77mZL9pOJklzIyJEj5y/yXAmZkX5Kw03Y8McX+fCIFtGNbQwN9RBtcIRvdxuT25yG+ld/4pObD2jJD8Ta1JHUxCBOff4FF+7lU+Fzgbff24e9pz3b3/qAK77ZNKfqsfkPb6Nq5sj+D95DySWJ9kJrNv/Ti9wJryDFzxYn/zTa8jOwVtciJr8Ct2v72HfJmbKcbOzV1YnMr8NP+zC7RMKqMg+zPW/xX/9pE3diMml92u94RtNjQqa7FNez6/mH//IBN0KSaBK9p6mCYFN93OPrqQi5wbqPjxBWVE2EoxFu0RWURFijbXSf4mahDC9u4s1DxlQkRmOhZUBSfj5mp7ZzRDuQhl7hXk8KmfZMbDU0iMgoxlZpK3uuCOWf4sAHv3kT88xucn10+Ow3L/OFogGJ7V2MCn/PQE0qt75fy/faftT1S37Dc5GeEDL5gSboC6KjorkIq6Of8uopJ/KCzNAx9aW0uQynsxt446gF1YWRWN42Jj41AdXvdnPVWWjrjff5+h//yAldR05+/g7HzaNoKXbiO0HI3LibgoXCFvareFKVYsM7v3kHq6xO8h+44uARSVGMJZ/983vY5jYRrL2XDQfvkNks+RsfEzL1Jfjo63A/rYmcuxfY+PU5Hso8tpULGTly5PxFnichMywMbncvf8j/+b/9Z37z6nus27iRq/cKBMMbze0T29n86ft88tVxInOaKQu6zPoPt+Ob206SlQq7P/majZ9s45xjLA3NJfhqneTTL75i3bsvsee0LRW1wiCsr8iXX6wT8v7ItiPmVNaW4KC8ke8uuFBZkcX5zW+x5u2v+fq7GzjG1dPXksvNXR/woihv60UsH9RQ/UCHN3/1n/lP//cf+Uj4+/ZfNyO1SnZl59lNskKmI82Oja/9D/4///uveV/4nd8r3SI8PRcXlb289v6XfP3Z91xyKaC1IRXN7e+yVy+e8nR3dn71Me9++jGfrduDvejUkjAoH/vyDV57ewMb9mhzP72FAdGm1CeFTLUnG3/zG3Tj+iiLcOb8xq/Z8PZ6Nl1zoqKuHJvT7/Cf/rf/wu/f/JCvhL9HM7SW1vwwFD55F0WbWNqe8nue2fSEkCmNt2Tbuk/44NMP+XTdYe4+LKM6TRAjQt57n37EZ1/uwylUqIs0I7546T0c07rIDrZAcfsWvvnsDXFbL6urIcL8Ahu+WMvad19k4+47lLf0URJij/IGoX2//RVbVd2oa6sn6PZuth7UJrOykZDrB/lK1P43HccwJJdu6cmox4RMVxnW57fy8rtf8fWXh1D1KqZ9cOX3yIWMHDly/iLPk5AZHRmms7ma0tLS5VTX3i/kD9HZUkel8Lq6vo2h4RHay9KxuXWZuCZBAPV20lhZQXlFPR39oo3AIwx0tVJdWU5ZWTlNwj1EeYM9bdQK7ystK6OxrU+8JyH7nilmnkE09A3R1lQrfGe58B3t0qOsQ3QI3yvKq6pro1fIG+5ppaqifPnvq6xrpndwZYPks5yGu5uorK6ja0D4f18HtVUrv7Oipp6u/kF6OpsF0VdOeWWDUNbC54b7SLC4jnFYtlBmAzTXS+qvsraJ/oFhRkcHaWkQ5VVQ09jFwLD0+0aH6REGzeqGFklZD3XiobQdz4oxRgb6aKurpry0msYuof6HB+lorFr+W0SpoXOQ4YEemmqrae7sY+SJ3/JMp6F+cZnVt/UwPCqUh1DGTXWS319V18Lg0AgjI/3LZV1V28yA0AZFj9/sLxwkpE6ov8EemmsrKV9q62OijfTt1FUJ7V/4TL3UvYCorFuFMhSVdVP3gFAvQ5Q+8MTCxpGSLtGjXqEfidq/8B09Mu18SNRWauroFgsWoS47migvL6eiqkncfpZ/i5DkQkaOHDl/kedxs++/nUZpyvLk3r38p1z7K1JvFbEB/mRnNz39ujz926kzD3/3YKqf8B3yV6eGUMxN459+TZ7+Xam/zBs7u8ynXvt3p/5msh74ECf1G/RTJLmQkSNHzl9kdQoZeZIneXpWklzIyJEj5y8yPz8vFjPyJE/yJE9/j0kuZOTIkSNHjhw5zyxyISNHjhw5cuTIeWaRCxk5cuTIkSNHzjOLXMjIkSNHjhw5cp5Z5EJGjhw5cuTIkfPMIhcycuTIkSNHjpxnFrmQkSNHjhw5cuQ8s8iFjBw5cuTIkSPnmUUuZOTIkSNHjhw5zyxyISNHjhw5cuTIeWaRCxk5cuTIkSNHzjOLWMiIYql0dHTIkzzJkzzJkzzJkzw9U0ksZGZnZ6mtrZUneZIneZIneZIneXqmklzIyJM8yZM8yZM8ydMzm34mIZNLhGskedLXhSlheDhZYW1jS3Tuk+99jlN1KemJscSl5FP1tOt/IVVX5hPmZoWVlZDuBpNRUE5NTTER7tI8jwBS8srE760syyU2JJzsvCxCvF3F10NSy2XuV0S8zwPSipfyqshNiiE2OZnYADesRfdz8iAstXD5MzXVlWTEBhKdKXufXyrlEekaQa70dUVOPPfd7MW/yzUqR5KXl4Svp4M4zzE8Q+azz2aqKs0nyt9ZUrc+0ZRWVD/+nvwE3JztsXN0IT5fkleQFISrgxU2dg7ESPtVeXYsXq52WFnb4BEtKavaonT8vST3jsyqWblnbQExdyPJqKgSvy7NScBX2uYCk0pk3idPSykv3p+wNEm/K8+KwdNFVNa23H2YK3lPURq+dyVlHZXz5OdLifaykdSxmy/x2ZIyTg9zFOe53A8is1jy3pKkAMn7nO8SmVYkc4/Vk3Li/IhIl5T1UsqLuScpF2lyDUmkTGi/6eHukjyPQFLzJZ9JCrCWvs+dsMQcKmTuI0mFxHkLdrGkQvy6siiLUG8nyWf84qmuEfplSS6RvtJ+6RtDedUT/fI5TtUVQnv1kZSzlZUXD7OLqF6+XklOfDBu9pLrbrJ22UNil52kdrkkKw4fqV2xtQtetuuyqbqihJTYMBJyRHVRRkqwOzai73V0JzRFdlyqIlM8Lj3eLn4GIZOFr95pPvvnUwSKXhckYaxyin3Hj6B09ijXbzkQL+2sz30qS8NeVw0N81BKnnb9L6QUn1t8s/V7lJUV+G7PbjQcw0gJuMPXm3cKeaf5ft9uVK38KSyvJfehLUqHruBko8/xPYc4enAjOw7YkSq+VyHRHtps/f33mMVnS+5fkYGT1k1uXldm6+7vUVJS5PCxfSjcNCG5UPL95WnenNnyGZfds5b/pl8mZeNvrMznvzqCn+h1eTbephqcOnUKxbNH2LJXgZDkPAJsbqNw6iSKykf4ZtdRAtKevM8zlGoqSQmy49zRI5xSPsGm7TuxCpEOjOKUS4i6Mt/uP4XC/s0o3gwiRxA2uhpnOXXmFEqKu7l02Z/s8iy8jNQ4qXCKM0qH2XbwLGGZRcTaaHJw7xFOHFzPnpOepIvvmU+Eoyob/tduHHOFAVUQw14m19hzYA+nlY8JbUyXSGlbkCdpKnzAlS1vc9Q2XWiXmXjo3eTEaQVOKx5ix5ELhGcV8dDiFvv3HeWkUNb7Tt8nQ+bzhQ+M2bz1O6Fsz4jL+aqRJ7mCMDpyYo+Qd4qTx5QwdYynpDgWPcUTHFFW5NCRfShqWJFWJPN3rIZUEMGFb97mlINQ1jL5ab4GQlkpo3xqH5+ueZvtqm5kpwVy+cB+jgu2ctfe3ajZBFJUUcDtzS+z+ZjwXmUtXEJSKJO5j8guRrlrsuV332ORJPS1qhIeepmhdPyYuP2v3/IdHnElJPhZcfboURSUj7Nx604cHqweUVmSE831LW+y44SoDPXwEcTg0oS8PPsBWlePcfjocc4qH2bLvtMSu2ytg8JJqV3+XrDL6ZXEOGlwaOc3HD2jzMXL9qTIfMdSyo204dh336Ljm0txgjMH9+9GUVGRI8K4dPKGEUkFkvdVZPiiuOUTLrplPvb5n1jIFBNpZ4Gh/hk2/ouCWMiUPnTizKWbeMTkU1WRg9XZ7WgGFDzls89hWhIyd8y4o+9CXH4phZlRuBhbEZcZh7WLKdp797J1136uuyU89tm8WB/pjLqSBIeLHLplS2z4fVwiRWKkkmQ3wYiqmhCfW0mk2UGOaLhgoX6dW4b+FBSFc/6TnTjlVpAaeh9zTSW2v3oQc6mQKU/1R0P1BpZOnjiEJFBVXU3eQzdULivi/LBUeE8eLko7Wb/xq19YyJQS5WSDsZ4iX//6mETIFEahfVkNC+94KmqSuLnhc4x8AtFSu45dcJYwQyghxttxeUXimUyCEQ11UEPpxl0KBCFne3QzV71kDHhxCJf3nMc6LIPsKHvOfXeeoIwMAh7EkVNcQWGWE4rvq/CgIBK182rYBiRRVh7DzU1fYfMwAZPLV9GxDaekKBjFj/fgnl9Oop87ptpKbP7dAaGdlFCRGckdlTPo3E8VjFUpfpc3c9pdVkyt9lSAn+pJNq97VyJkCsK4oaSGQ2iqUK6RqGzdhP3DOPTPX0HX8QElhQGc+WQfd6WrZ6IkWmWRrB5WkeZ9R6hvbSIeROAUlia5v+Ftbl11JcZXhW8U7YXJTzVFWbFEhIWTUyr7tzzvKR+fG8fYuO6DHwiZpZQbYYPKhavcjS2gJFafLd+ZkllbhL+uMlf0XMhKdWPvm0fxfmq5VZAS4oWZlhLb1hzEUiRkhAmTh4kaN/QDKK7NwGT7p6iH5OBnrcZFDW8KhQm65b71qPjnP+V+z2fKCTfh8IbLhAqT5SevVRakExgeIVn9qinG+swnnDVyQ1NVsMshMnY5IxPXm1e4qu1GVtUP7yNONdmYH1jPOkHki4RMWUakIDwTqBTGpfxYT1QvncYxWjIuuZ3bzfqv1/7cQqaKosxsCsruceoPimIhU5XgybGTF7EQOmtZWZyg8P7EBdfH/4jnNi0JGQ019u9Xwz+9gOy4u6gdO4t/XADKW06ibu2Bp8stTmzRI+lp9xA6kOtFFTRtgimqWnoskIOXmjrqxt7kCnmu5zZjEhAhfM8NbnslCo2oEvvjr6IWUkNZQQF5eUGofamMjVTIZIXdxUBPm8i8pWXScuLuWaByyoiY0iqyPC+y86Ilptd3/MJCRmg/WTnkl3pz5g8KEiFTXUZOjDvnt3/Fm69tRN8vibhgB24pb+C7jd/y9quv8tlNn6fc6xlKNdWUZkViemk/H776Gae0XEgurFy5nuDE1rN3CE8rpDgzGl2lb3CIk1zLcrvEhx/+mWu2WZRVlZEd7crZLWt5609bMPJPpjA1hEsqalgGplEjGHCLI69yJ1z4vrw88gr8ufL2GVwEIVOd85DbV09zye6BMHMVDMvul/jONGXlb1jlKddPk/1XLLC79rVEyFSVkhUlTNK++Zy3396OSWAKRSmBnL1xC7vQDKpryjA9/Dr6kU+7Xz7++oJo0XQlo6JavITvqfI1H286gH1IISG6mzl0/SpbhLb96pc70fRKfso9nt+U463GnstW2F7b+HQhU56Fm9Et1E29yRcGx5qybO4bnWXtq++z6/QdgtOKqAq4xv989QM+E5Xh5hPYhcvasWrBLuaTlx+I6udnsRUJmRrB9qQGoXNqJ++/upZzgm3NKauiJCMMg7N7+ODVzzmj60F6ieQx7GpIqXZH+ac17/GxqAx3XSU46ekLEDXVIVx877Qw2bRGTflrwS5vkdhlVV9q82LQPr+NN175M28Jee9edPvB59Mdj7PjvDk61w+LhczKtXISvC25ccKAaNG4dPcyOy9ZYn59288tZJaSHwpSISMy0g/tz/PVe7/nxRfXs+/IN1z2kD7ieN7TU4RMVqw7KoekQuaoKp5xgvBL90N17wm8H1tVqKGiJBk37Wtcu2JHUrFExFSWpnPP6CZXzpoTVygIkXIvjrxxiYjsKNRFQuZekjBgVeF48mVuBi3d6yGaS0KmppBAy9uoXHYWZjDCtaoSYoOMObvpEn5ZVVSlu7N/uzJ2/kEYCo3ytOVDSp7cr/Gzp0AUpUKmJtUPZaUL6N6PobAkAY0db6GkY8G+b9ei5hZFYWkpdoqvoRbwDBuY8kLu3T7B97e8yBbq1/nsWg6Zy6zQxTuyRVmXCLGQiUHv7AbsYiXXaqoqKMxOweT8Fxg7eaFw+iJGfvEUFERza+cH6Dj6ceGmIGSC0sXtwvLYy+iESe9bG8l1qZCprakh1d+UvWt/zx/+8AX7drzNbounz4ZXW6rOFtrg4fMYeQRhd+ELduuHU/DQQ5igXcY8OJG8nHDUdn+GrpM3iiIhE5ZJTU0FZkdfQTfiiXsJM39/Gw0uHdMjKr9aqBNJflVlOUk+htzUUEFf+Ste2HCFRKFtJwcKg8PNcwSkyu5ten5TdZY3pw+cw+ReKNbnPueAUQRF5bL2p4ach3e5cmo3dpGSgbXIXZE3D1qRVppLoNEpTqpZk5pfQVFiIilCGWb4G6Nm6kB8/pNlGI26VMjUFKZgqXaaU0YB5JamYnPoLU7ZJuCidZKDOj7klKbhcOpjjolE7GP3eH5TTXkpecnJpAtlmOJ2nQtWweKtDMvvqS4nP/Melz7cjXViJemhNuwV7PItt2ixXbYV2+VKqvJySc/OFiaopYTf2cpV3xVbXZVsy+avzuIR6oOG8k6uOcdTVinUkzAuxYeaorTxIr6ZonHJg4PfncPGLxhj5fWcsoiiWGZc+vmFTFke0Ykp5BZXUJkfh+ruL7BOePL9z2mSFTLbr+KVmktygDaH1kqFzDE17oqFjD9q+45zX2ZzYGVBPHbXz3H2siVx0j1FNSUpOKue58xZI6Kl+xfyHQ/xvmqoMBimYisIGQ2TQGHAf8CVz3fgsHy/FSFTlZ+EmeZJVO6mCZ/JIdJWi4PbL+InFVEF4VYc2bmBTz/5mNf+8D95Y5syXrHF0vv8UmlFyJQIwu/CtRu4RAnGRjBiAbe38+UpFW4Kxv1uvGQjsu/NzzjtLN3Y+gym6tI8nNX3ctYugUrhdYG7Eq+fdV55T2EwF/ddxD4iUzDiTlzcpUxgZg4PElIE41BJZXEutte3cOWO0PGvCOI4Jp/qqnLu6+xk9x1HjC5fQ9chgtKSMM599j2uy4JZRshUlpCakkBSbql4xmu0+x20opbet7pTUYw75w5t4rPPPuPPf/zvvPDlQYzNjFC4oo53QiHVFcV4aO3mgL4jeheuYuASTWlxCMqf78EjT+ZeZRl43b7CiePaREif+Yv2EPrESiZ2eRF2XFW7idGVrezQDRbnFcR4oKZ6Ec9Y0dK6zL2e01QY7YLS/m/EZf3mH/47L284isODlc2etTVlRHvqC0LQmjRpXorZTtarh1Mu/L8k1IQtF24TFRWOT1ye+Hp+iBnntI2JypRs6l1JK0KmMjceU9Xj3PIUPVoVPmN/gFdP22B76yBXnJPEeQUuJ3n9gucT93h+U1lWDMHJErGYffcGh3TcySuVioeqYlL8bFHepYBJiKT95ke5oKIq2OUEiV32URHssn0yySmCoJQeTInW3cxhuxVbnRegx87N6/jkw/dY84d/4r19NwmOS+GBnQ4Htl3AVzqGFYRbc+z7r8Xj0uvCuPT6t0p4xK7sV/r5hUxePLral1C+fBkVpW3sP+G+3ACf+7QkZHSthBnbTvZfvMQl5WPs3vZvC5kHxtt59V/WoaD2/2/vPKC6SBI8fO/u3r4NN7szszPqOOYZs2IEc8AECgoogiCogIjkLDkIguQoOUcRswKKihkzOerMjrM75jHOe3fv7t7dfdf/QFDZHWd21hmwfu99D7qqurr/1dXVv+6urvLGWyI8t4yyOANG9Zsv3XEowsKyioler8q2fbKKU0dlSjAWxpuxt16NzuqYbq+quozM9TP7CLSSGtizN7myx5M5g1Qx2uYhzy84PpuTVxSVsK2plgzvt/1qqYMuI3PzRhURnlsxtbbGQ9pH081GpJVWkBoXgK2ru3y/nZ3MKTzzah69iNZGjqb6scZovXQh88bMbA3eWceolRqSvZll8n4zJW5b0TN3wsVCF0vnYi5dPYafjz0Ori54eXrg7u3KgYqThLhtYYONrdSgeLJhiymZFecoi/bB1NQKZ+n8W2Oc1q2zXTcj03CZrDgvzG1t8XbQZ+XKcKq676NAzl5/TcWrpWuVbHfezEY7e7ZJ5b9xqxnZx89xJNwDkw3WuGxdyVqTTM7drKdq30GOHrvI6SwLxn00GzPpGMvq7c60Ui6V52BgvlG+7O5qS0BcGucritkiHVdZ2DY3e/yjEjjTYXzeIXb7dLxaqqEiex/HLt6graWO0gQXzAL20KBM11yRjJa2Do5SeW3duhHHiAyuHE1jlampvAx9vd0JzznIlYaL7A7f3a0DdpeRudl4neKYbRhu2CSdS1I7Y7qS0MIqDuzyRn+9qfy83LRJj4B36DXflf1RrDEzk5ehn9S+RO0+TV39GXbH7ud0VR5Wi2azVH+zvLz8g8PYfeQ4qbEB2Lluk68jb5crqkmL9sBC1q5IYQF+buRWNXGx4iiH9p3uOobXThPjrXi1dKXUh3lDVFkn3cDK1gmOz+JEx3WpuZ4s77f2aqma0ti9XFIuXz+5m4TI7QTvCOFg9atp+zCt9Zw+dpSyk1e4eDSD8NAgwpLy2FOyj0s3LrGv5CjnbzTSXH+Jo0UlXGzsWreqOIzt27d3Elt4jMriyJfCYvJK2Z+RxbEbSpdce57C9Fh5XNGp7ndw1ynL2EdVTQONNRc4Ktu+/GunXKLDuvKLSMmn6qrirkX2+fXZo3kcPPdz3AleYm9sqeLVl8SNqlKSopTlsF/xSZ/sM+OsREUZZZQp7rx6M003LlCcrDwWGQeoa2qh9spJDuQeo0aW5koFcVE7CY2IoUxpeK9VFhAbLp1XoWEUn1J8ynv9ZAmJ0rm2PWgHCQeUJ7t015+dHC3Pe+/57o/pr3EoaS9npW3JlusuVkhmRrEPed3udgRdXCrLpqRKUdbXThQRHyGVV3AISYeUhl8y3plJUVIZBrH/omydBg6ERxOfVcrxg4nsCFYeY4no7P1cqWvlTEmEfDlsVxaVlxUNdu3xHEVYfBrlP8sQCD8/1UezKZUPA1BLvmsASWWyDqDNXKjcS5HyaYsM2Se5ZVnKck3M49QVxfE5nhssD4tIKeTMNVm7domwldaUKteTtYtH06V2sVZRvvWXT5KbqMwnu1z++XXjtTMUJinDMg/T2NL9/OnbtDbVcTBD8dujsw/I62pT3SlC17mxp/o42fHKcpHYER7D3jP18iEJMpXtcma54hjVnj9KhrJdSZGfJ80cy0gjJjKz0yPIbpxPHt0tr+tXj+cR0/26lJz30nXpnHRdOvDKdekfZGQEAoFAIDMyB3fv5lBZ1Q8eS0rQQS0FabmcOH+5s0/Rj+MysUFJihsDwY+iqeksCWGZ1PUQ9+Y0U3l0PyUlZT2M7fPjEEZGIBAI/mG009LSQus7NJDaT087zc0ttLX9vR2e22hsfLWfjOCH0N7eKpVhty8qfxTt0vnQIp0XP90HGsLICAQCgUAg6LUIIyMQCAQCgaDXIoyMQCAQCASCXstPbGTqOBTngv5yddQ1tbFOqlSEnyvCduNqlizTJO7Yq+v0YZqvUpqdQlrRKfkYBz2m+Ss0158kyEQqR3UJCz/2nb5Be+sFdpoqwzZ6dPbcb7h2nJSAEMpOHMbf3lgeH7j7hvyTtvhtBor0EosWL8GzQPbNfyPHc5NIyc8nxWM9SxZL8as3sqP4XOf221saOJDiRdyhn2M6iUoijMI4plyurcjAxkRb+g2LMI4ul8IaOZEXgtkqxe9aHaIYc6M303TlFDFuymNlHyefeuD1dOXsNIripPR/3YkCXM11Oo/tCgNzEg93HasLOe54F8jGa2jgWPZ2NqxUpDOIOCKPrz60C1sjRZiWThDHbzZxujQWKz1F2DKvvM68BDepyvbAUCpDzVVrOkdVPlMQiKlUXks1tUhQtms15elYr5fq6qJFrI+R1dWX86mIs1Qcs/VOpMunG7nJ6VR7Rdg6G/mXZtf2hWGgo6EIk1htE/jaVxqCt8SN0yT5WciPg1NSOY1/bZj9d5DzJWFY6EvXlUWLiVGOOXVxfxzWhop6G3pAMXZM/andeFgq2iot/6KX8pBxKXeboq6v3Ux4qWLAwStFvmguWyxdlzYQVHSWG0eT2LxOS5FOYpWZC3knusY3+0mNzI2ju1hr5UBy4UGO7E/Ees1yUk+cJ83GEhufFPamu7ByfiAVPazbJ+kYRybmALVt7coe99LfNtmInu20tbfR1tpKq0Rb+8sd2coi1zHHNoETJw4R47IW6x25HIwyYaplrBR2mAQvE6z9k7lYJ12U9gdjuimA+EA3rLeGUpzrx4opzhxsbeJa9Wkp/QkqiwNYOGg16bUt3Kw/RZSXFx5WBqiYelFWUU5Bkhc2W+zYe0Gx/dqyENTHTX7r48i0t1cSqjeXoe+vU4wjU3eCSC8fghPzKa8sYKumGqEZpdg7WuKfVCz9tiLsV0xj5+HX8+o1tDZQlhWEjWMMB0+UEmA8F4f0l0cQbW8rw099Cp8N3coBaVn2ueLFc6fkx3ZfvA2Lpzuwt0HRea69OhuD8UPkUwzUVxWz1cGK4NQSKW0htstViTzawKFYH5w9gthddoJTpy5z/VI53m6bcI4ukNLtxk1bhYAD3fbxXeZsIaZuvqQXH+LA7h3YaYdz8vwetljY4JdWxNEjmXibWlN8+gThUl3dkVhARWU+NlqziK3ols+FFAx0vSk+cZSUoC3YeoZTdTwTIx3ZTUkZmWH2WDv7U3bmCqdPneRE+X4i7TZgbB5N1VsfXVuguOHbgfVaF9JzwzGYYU2ubMylHtO+Y1w6hKuvF2GZpVQej2bzDD/Kr5Tj62iNQ0QW5VK77LPWlKzT0vU/1A/v0EyOnijGWXsqwZ0ji8vyycNEz43CExXkxrljY+/G4fJiNhu4k1V2lMIUH6wtrSk5eZ1zp6X27ng5GX5m6GgHUN5txOef1Mh0p7n2LLGOxgRl5uJm70PKgXM0NpzET0+b1N48U/EP4fvmWnK0wGiCCp+PHYeGS9FfeWrTwpl0X8wCUqmu7ejl3cJ56QSz8ovj1LVmdnstxyahlEh/L4LTpLuGm5cIXbWIyCplHq315Hpq4ZhxWr5cc0zaB18P8pVjj8jM1fXjhfi6u5JZWUtLzSG2aeuwfvPbHhCvlr1hseSUx2HRMSBe3UliA4MIS8zj8NEi/Ew2U9Bt4EDZE4c8x5XY5vwcA/f9RLQ1UpEXipN7AvvLSonYYknUke4jFd+g0CecvHOJmI+wlRuZzriWG0SaTescCr+1/iQRm82wWj+rh7mS6smwX4lTyh7Ct2xms3MMpWVlHLvYbeRUOQ3sc9dhU5pizB6BgpYb5ykt2I69TiSHjiSyxd2fPadraW28SqKTJhaewbh4OJGYf4RyqVxPXHr5oncqTBvt7Xs4IcWVnTjDtXrppuJSNmbGARSXHSInMpjgsFTOKic6vHFmH/52a8g+3ZWH4C3SfJ3iOA/sA0uou3mVXaba+B14dyaNfBNaaqs5XhHO5tkBHDhVhIeHM8lHrkk36i0UuKmz1jORAA9zQjKPUCHV+wrpGth9/bO7NqLllc5J2TlReYrqmmZuXtmNrZkfuQcPUpQSxXap7TuunP29peYsQebzSVBO0dLBP8jIXGVPtD/bLFM5d6ZAupvxJ7viinyAnWjLCYT25rvnH8L3GRktW+LKLnDlTAZOGq4cfm2W0WauVO0mxMKftL1nlN/ct3D93F7Ct/qxq+AkDVJZh+mtJet4GV5+7vLHcLJ1M6xG4L5HkU9tRSymUsU4VC17FNdCVWEKIf4RnFIOwNdcf4o0b+lOMqiEK02XyfWzxDrh4C9jZN+GqxzdnYiDqSFamusJSs7iVOeMwjc4lhuG4+pITry0fi+jrYXLFXn4Oluip6GPnfcOSs/09CqhWDJ4LxuZqyVOaK5P4JpsWTI1BxK8sY3Ip9Rf8xUjc4OK7FAc9WM4WXOGlEgX1urqoq2hgaa1H5WdQ+nXcKI4BkftHZ2v9gQKrhT7o7daj4DkIs6dPIqH3RZs/IKIjgrBTEsVI+lucqupOmt0DFmhKStXn2519SYlzhNYvNGRdVKZz1+1Fp+UUmqrK0mK8cVIQ5v1Zi4klR7jhrId2B9twiaPYmqV6wveMg1XSN9pi3n8Mfly6bZpWGX03qlQ/hFc3x+Jsf5KvGKldvl0FeGeUnm5+hCTEIO15lhWOYfhYjIdnTWmrJTq/VwTW451m1PwQMASlm+ywliKU1+5GofIbK5WnyY3NYQNWtqsNbIjrvAQl+sV6c9kWqBrlcMN5fod/PRGRnZRDN6Gk1UE5bL5gKqlC7aTL+mHL9LceIEdRguIP/nKOn2VHozMxYpdOOp+/xQFstlYL5Vn4GPlQmTKEa43y8LbuXYiBz9rZ8Li90umQwo7F8WSpSGcv17JDj8PgrJP0HKzlth1qgTJ31vWUORjh21wOlcb26S7jCvkRnrhIt1lyBvImjJCnezx9s6gSqos9eVRLJ21BKPNluguGMvirWGUXVS863x7dBmZplN52Dq4kHComtb26+zauojNadVS2V6gKC4Qx41+lFb/veMa/Ly0N14ny8+YTZFHabxZT8UOAxb57Osh7atG5jKxa7RwKlQYlqazhWxZvRxtQ3NMl45CRd+NwpOSeW04T0GMPw4b/DlwVfk4trGRuqYm+dxOR4NXYJ1dy03JxO5NCcHZzIf8k2Jk355ounGeGJflhOyv59LhFPzdbbDZ6oW9+UIsPfzYuMGY1PJrUl1tI81BDbfCrvf4MiOj7lwsH5CtukQylX6BlERuYZr5LilMMrP7Y7By8qBA9qS0/Qwe6kuIOC6Ow89G0zXyolzYuvMATdJ5mWW1CLfi3j+K+E9Ne7e6fq2ykFBv6Zyw8cdlwxTW+yVia6rJzpJqeVuzx12VzRldT4BlRmaeRazcmFyTrneyCVLTIt2ZtymM843N3JCud24OW4mT9/+7QPDSRfgdefUJ8k9tZOpOkeTmhatvPBXXlReX5hPsNN+Kf9JRrlclsW7mFkq7DcXfp+luZBbZkHr6MqfytrHmDSaNbKjKwnGNM7HF5VyTm5ibtFYX4KDrQFT+EYWJkcIqdyxCN/ocN1svku7jjJtfLper8zGZZEyuzMU2SAbH1ovo/Er5qyvZRGDh2wzYuV9qIG8cJmi9A37x+ZxTPs5uqi4nMzmOyLAQNutMR9cjjdPK4aHfHl1GpqWqABtbJ6L3n5cuDu2kO6qxPnwPRaHbcXEOZ8/ZGvlQ4j3n0ztob7xBtr8J60MOyuceORW1mpkuPU1O94qRqSnCbKkre2sURrP5+jn25CQSFRWFh8FkZliEceRUFflBAbi6RrD3fK2in1bNWdKy0iioVDTKMiNjn3WeA3GSibHdIZmfK7T08jL9Sbl0iICkfKquNNB0/TxRTssIyz7IzpQcKi7WUX8qg02LTcjYm4mtp2zSzhp5455iOwXP3V03AVd2rWOO7yH5/xeKg3GSjMy+WFtUjGPkT9SuHU5ks6MdOcdu0H45Eb15AWK+q5+T9joOpvhgYxFJVfV+7OYaE3dWGEs51yqJSc/kwJludT29guTMDHafvM7NqyWYz1rFriP78fO2I2q/4klWsctktuZ0vXK9lmXDLNcc+f9Xy9IkI2NLVqw3M42CON3YQl1VCa6OJkTtuyxtM5O1s7dxXLlud35SI3O+yJ+lYz5i4IiRjBs/HtUlekTsq+ZaYQjL5qkyfuwItsZe7Jwoqs/TYWQiC0lyWMaEyWOZutSADcbfb2RybMfwh9/25zOpHMdLaDglkWo/ifd+3a8zbKmtL57LFxBYLjMaLdQeSma95mxGjRzMWp8jimGkL5Sy1d2XlEPV8g7GV6uK8DU3p+iSZIISTBjz8R8ZNnacPL+5a+3IV/YE/8VMGtlcR0mEFQvVZHVqAjOsIzhSkorJjI/p/+kIxkj7PUl1DtvyFF+A9EqkhuDc/iSMFg6T/54RWlvYLdWLi8ey2GGdzLnOtK8YmWPRzDIPo1rW16IzjYLK0BXyV0uXjyRjqPoxAwaPYKyU95RZC/HOPSs10NtYMXeU/Ljr+2RwolyqJws/5uMBwxgthU1UmYxdxssTs72zNNWQtV0yIdPGojJtJlZRJVyrqSV/pxkL1MYwcfxIbOOraZDqalmWP1rq0xg/YQLGQblcabhKcWg0ielHqau7SLSjprzM1VYYEV1SRWPNJQKNxzFKChs1ZzlOCaXUNbXRvseZcVty5HexPe6T4C3QRsPpEtzWLuDzkcPQ2JrKRdlT7R7TvmPI2uVoa5bMGt1V12sa2LfLBc05UtioQZgEn6C+tZFTxZEYLleT1/sVzjFU19VxJDWRmJ3SeVR/mZxAI3nc9EUrCcyqoK7mKnHWcxg3cRxjZixkU2ge12UfMhzyZ9zGhB6nNfhJjYxsQqemxnrq6xU0NDTSIhtWur1VCm+Qwhqk5Z7X7Zsoh2JubaOtpUkqD6lMGpsUw21LF68W+d92uaNtaW5+6clCa7OsvLrKsrG59fWwpmZamppo7VhPyqe5qVEe19yq/ApKFiYbIl05vHf3bbW1KvapIz/ZvnWkk++DtM/y46dcfntI+9wo7aNyub21mUblfsombZNNEte9ntU3NHT93l6K7Lg0d/ymphZpWXY+tUrHt1X5tZsMWRqpznQsS/GyetHT/DPt0rFtksrkr5VV93O1SVam3bevRLb+q/m+q3SeK93qWme9lMI62jVFuSrOU0X5tXE8PYOs0v3yV7ltLYrzs/u51nleS2Gd55uUz7s0QeEvFnl7qThmsvOkxzTvKN3b5Y62ol263nWENSs/VVe0QYo6rqjT7Zwt2U1mpmR+5Os0yeNk50RH/ZedJw1SWL3kITrbdtk5IbV38v9f4Sc1MgKBQCDoTiPHjx/n7NmrPcQJBO8izdL5cEI6L366ryKFkREIBH+T27dvc+fOHYFAIPhFIjcy//u//8uzZ88EAoHgNV68eMF3330nEAgEv0jkRgYhISGhv6L//M//7LHxEAgEgl8CwsgICQn9TQkj84Jnjx9x9843fPPNHR5++4wXz57w4N4daVkWJnH3Ht8+fcGL5094eO+uPOzBo6c8fyWvJw/vyfO4e/8RT58rnnQ9eXhfnv7O3fs8fvpcHvb00QN52N27D3ny7F18IvacR1L53n/0hBfdwp99qyirDu4+fMzzF894/EBWrlIZ3nvAU2V5PX7Qle6ePF33/CVePJUfq4ePFWX+/NnjzmN678FjeZjsOHccz7v3v+XFq3n0YV68eM6397vK8P63T186Fj3V9RfPn/LoviLsvjLs+dMn3L+rLNeHT17aRgfPnz7ivnTsnjzvCnvx7Fsp7L5U/7uHPZbyusfjbmEyhJEREhL6m3rnjcyjFvYHbWbCRDWmjfscI/cCmquP4mmmgaqqKuOHvM/7I2YRdqydmvIYzJbMZcboT1lsmU/dg658Ht9uIEBnLp9PmMkCHQdyzrXw+O4tIozmMmjMZNRmLSU88wwPvvkLuRbL+GSkGjPUTIgrqeXhKw13X+fx7UpMJ/VjvmMJt7uFX8vYIi/zqRNG8tF7/8Z0+2xuNVfgvESN4aPGMWnWKtIP10oXusfE6P2G94eOl6e32LmH9ntd+Tx7/JD205kYqgxhQ2oT3z27T82BCFbOUmP8qGFMWOJC0+0HNB2LR3+2GmNHjWDiIjsutz/qzKOv8/DrOjyW/pb+n02Ul6FD2nnuP1HGP3v4el2/+4iGE8lYLZ/HzFGDmLs+hZpvHnIxP5IlqpOZOOFzFqwO4ma34yDj27tfcTDMiLkzVlJcowh7fO82lbssmamykOxryrD7f+ZirhNqn08j+dLLeQgjIyQk9Df1zhuZ+n0YzFuKcVIN9akbGDpNj5JGZdyDZpI3zWCGURQXa07jq78Es4ij3L5UhI1DHNUtXflcT9Bm4JB1HGxrIsPFgJXWu6g7vxcHOxv2XvmCfUFrWaLvzdkTZ4m1sybvVDPRpnPQsE6l/lFXPn2eh20U2c/nn3/z0WtGRs6zB9SUhrJy0Up27K/hz/uc6fe5MVnlZ/BYOxst3xK+eHANp6lDMc9tfnndjvXLMlg7aSS/kS5/RjIjc7eNbKfVzDJN4tLhBCYM/Qz/ozfZ663P1DWRnDmczqwxo3E++OfX8+uj3Lm1H/M5avgduvla3JMvXq/r585eYqfpckwCpPK/VIqdXSTnL93iSJo/AellfFFTwIohn+J26EFXXg9bKfDbwiDpOAztMDKPblISYs/nv/pXBnYYmUdfsD/SjQm/+w0fCSMjJCT0Q/XOG5m/NBJvZ8ZSQ0s2685mhWsRrQ8Vca377Jg8cCFx1+9y99peNumoo2VriZO7MxmHm7jbLZ+rsZqSkVnP4du3KA00ZL6uF+fbHsrjHn11nQjT0aiu9uRMm+zx+wtuVSSyerkhAQXV3OuWT9/mATcK3dBeLZXP8I97NDIPv7jEjnWzWWmfTN2dJzypP4LhXHV0jY1Ypr2eiIO1PPy6hOV/+CPqxk74hyVwtvlLnnbk8aidQ/Hb2KS1jGED/6AwMo/vcjojhFUr9Nm0dgkTVnhy8U/3uFQYiY6mHqYGGkxe4cJx5fF6F/jqUiSL+g1lxQYntsdmcO2rO52vSnuq67fqy7Fdu5BlluY4bXMiae8N7nTLr3WfPSoDPsL5wN3OsO9u7cFK2wLTleO7jMyXB3HUt8RMd3KXkfmqDE/TrViuURNGRkhI6IfrnTcyt87huW4tBl4JpDpqsGqNE5WtsrhWUtZMYZZ5Pn+W0n15Nou1c0ay0i2EnHhr5qvqkni26w7+Yfth3JbPY9oKbRbNnoia0sjI+t8UuBsyfPhnmOzcz5++VaS/V3+cMNdNWHnuouZr5b70ce7VlLLZZBORx47iNvP1V0vfffeU5qp4DGcuI/pIM4+lsG/PJTNvujaeO3fgoKuOU2wFX1eGMLT/LNziEnA3WcYa12Qa/6zo9/Ld80d8fauV9mOpLJoySGFkHt7mULgjKwydiA20RGumOmmnv+ZkghsaejZEbrdFb+5CYirvdNuXvk17oQ2jxqzAPy4MS+0FGIXu5+63iv5EPdX1gKQ0Ni78DA27ADITHVCftpzIqq/l6VuPFWM0ezB/mLSBU3/utp1vv6Tm+i3Ox+l1GZlv/0RdzS1qMky7jMzj2zTU3qKtyFoYGSEhoR+ud93ItBwJRn30AkJON/OnG/GsHj2byErJoNTlo6kyiA2ZbfJ031wpYcO8ZbgWXuTuo0Os/GAI+rsuyztNyj9hf/GEO7eaqak/S6bPOozNI7l++znXU035qN8nzHQI58Ldb3kupX3+XLbOPc7nOaO9ZAuHau6/tl99jwecT7Nn6uAPGTR8KB/+5l/47dB5uGae5568DKU0T+5RGa7HxCWbONSguKge85rIMBUPzn3bQpGLDss2xtDYdou6hpvce3yXU8m2qOracarxG0W5dmzveh5LlUbm/s3LeGiMRd9jN+0PT+E+bjCrQssJWjmSFTbZtDw8i7+adOGOvNxtf/s2T+58QWPLn3j4+Cv2+eoy0mgHX96R6qdUhn/prOsXOuu6hnMY1kuWYJtykm8eV7Cu/6doRkvx1/djpTGaX49WJ+Jyi/zJmOx86BrW4QXXuxsZ5fbbszZ0GRll2N1SW2FkhISEfrjedSNz53IBG9QXYBazn/Ltuiyfb8iBhu+4ddCfacP1yf1CeZd+v4EMl63Yb8+maq8/6hMWknumnhRbDfQcMmgp383KUSNxjt2Hz4Z1mIUdpu1KGvM/+oCh420punaNutYvaT60nemj5hBYcpxYa00WWYRw6cvX96tv08K2WconMn85h7/OdAxDTnLnm69JNZvNMvNMmpRpG3PMmaiymriCHCmdGhaBe6nOsWP0GC0i9x9i5xYtlm+OofZCGhpDhrCjSrmNbkbm8Z+bSbLRQHPjdvaleaM3ehQ7DrWR46zJYgMvdmcEYqQyFr93qI/M2Zg1TJqzkdT9BbjqLmClRzFtVTtZMEqV1JPKuh7Yra6fa6XQ1x4bzxQq9+9gybiZpJ6Q0jkt48N/moxt8l4uXr/BrS/b5P3BVq4PpFper4WRERIS+gfrnX+19N19mo+mYrnegDUGJiTvrZeHtx6Px25jACf/0tVv4u7NKhJdLFiro0NY7nW++/YL9gSaYRWYR9u92xRGu7FqlRE2gXu4+tV3fF2ViOm61VLYKjnmAWlc+/IW5TlB0vJaLOx2cabmXmf+7w5fke1uimfaWe5KBjHZShvrpDPcvfsNxYEb8Y8/zp+UaV88u8W+YDt5+Zk5hXO58S/y9XPCneRhG+2COXfja777+iRbZ08mplq5jfaT+DmZEVn+J2n5CX+pP0aYo5l8HbsdB3j2/Cl3Wk8RKx1PWZhNYAkPvn2mWPcd4NH9euL9reW/fbN7Io037/GwoYRN6ovJlQzHa3VdWuf+FxdI9dyCgbROYOoFHn9VT06wovxk6OobEltez4kkZ7Y4hXFV/sr0Be2HQrBwC+LMza7tf10ZwyYHbyrbusIenkvBxMqZsuauMBnCyAgJCf1NCSPzd/DkL5wpSGXPkQvcf9pDvOD7eXSLwwnRHLzQwtO/ZxyXu9fY5R7I1Ts9xAneiMdfnCbRL5L6+z3HvxFP73P9cB4FheX8+XEP8T8CYWSEhIT+poSR+Tt4eo+bjY3cvv3ufO3yk/P4axprmrl3T9lZ98fyoJlL1bd6jhO8Ec/u1HP16lc9xr0xzx5xu62emzd/uieNwsgICQn9TQkjIxAIfskIIyMkJPS9+r//+z+BQCD4RSKMjJCQkJCQkFCvlTAyQkJCQkJCQr1WwsgICQkJCQkJ9VoJIyMkJCQkJCTUayWMjJCQkJCQkFCvlTAyQkJCQkJCQr1WwsgICQkJCQkJ9VoJIyMkJCQkJCTUayWMjJCQkJCQkFCvlTAyQkJCQkJCQr1WwsgICQkJCQkJ9VoJIyMkJCQkJCTUayWMjJCQ0Pfqm2++oaWlRfAz8h//8R/893//d49xgrfH7du35efEgwcPeowXvD1kM1/LJIyMkJDQ9+rixYsUFxcLfkaePHnCv//7v/cYJ3h7nDx5Un5O1NbW9hgveHvIbrBkEkZGSEjoe9WXjExmXDiG6tMYMWIEs1ZYk5lTQH5WEq4mi5kshc3QtCAsI/eldaJdN6M6cQxjVTSxj0iTh2XEebJ29mRGjxrDautwMqSweN+NLJg2Qp73+KmzcI5+edsea9WluHHSdi0ITc5WhBcVEOdjguZSfYJ2KdKFWqjJ85AxV8eM8NS+YWQyI6xZNnsJnnGK5Qh7E1TGjmbiFF1ct6d3S5uChboKSzf6k9kZVkxBTibWK2ZJ5aKCurYjccl5JDhrdZaVDDV9B3ZlFhDuupoZ0vLk2StxDUshv1s+KaF+aM+eJE+/QH9bZ3hxZjgWmnPQd4yhsKiY3IxYHAwWoiKlm6VlQ2xuQd8wMjlxOBouRdfCn4xcqVxz0/A0W8ZU6XeqLt1IsFQ3i2Tp8pLxttBmlbETCZkv5xHv6yjV9fF89tlcNm9L6RaXjqf+LKZqOZImLSeFeLN8loq8rBcbenVL10VS0CY01bXxS1Ash21dy+iRo5miZoBXSKY8LM1nPSrjRqOipodbjKKuCCMjJCT0xuozRiYvk4BN6qgs1MU30J3Fnw9E0z6OnfbLmTp5Ee7uzsybNg9Tx+TOddKDt6L22Ri0nEKJsNZg+DhNfCJ3YDxvPPONPIl20mPUBB0CojPxl/IePkePnXGpZOfkUFDYte1Ee3X69VPFfkcoG5fNYpa+IwlZuQTbGjH0V//KwAnz8YyVpU3CakY/hq3xJTs7m5y8fPlFtVcbmcI8ojy3MO693/DhkHHYRUhhscEYTB2PlnUYDpqjGTljHSFZirQRm+fwq1//nvHarqR3yyfTw5I5E9WwsLFn/rhxaNruICs3l+ysTBIC7VgwYTSLzf1IjdqKyoDhbHIPYeNydTTW+pAiy1uWT2YC9tKFdrqWGaHBdqgO+BhD/wLS40IxmDWRP/zzPzPDLIxCWV3ZvBjVmSvxdbdl+oQ5bPHK6uVGpoiclBjMls7gj//yz0xe7UZqThExbiuZMn42zu7uLJ0xH0PrOHIykrHVVaf/v/4LY5aZE53eLR8pD9tlc1i6zhU/EymvQep4pUnhRfnEu6xm6B9/zftTzUiSjKC13gxUV24mPNiGaf37YxRY2JWPdKzD3cwYLtX/fqNUcZEZ/+gAVo0fia59BJaLRjNhoRlhMT5ojFbDyCcKf5P5jJ5pQLC0P8LICAkJvbH64qul7Cg7Zg/5gKnrA3FcMY6RM9fg4O/N9tA4MvO7GtsEL2MmDByLcWAcKdGbUR04mjWmZsyZMBVNSxs8fX2JSMgkvzAe+xXTmT5XH0d3b8Ljkl96ChBiOo4PP16Kf24KXibSXb6aPiFBNswaOpIhn/yeTzqMTH4gWp98yDxTb/wCg4hPzaRQWr9XG5lULzRVJvLZoA/4oMPIKOMKUiJZN28Ss3VcSSouIG2HOTPHjKLf7183MnIKconZJqWZrI7F9jh5GRdmJ2KvO5Xxs9YStCuXRJu5vD9oMVu3e+MfFEZSZp7iCcMrZO3cxPg/vscSu0h8LTQZ+8kA3vvdr+RGJi8jCculExivvg4nWb3YmUB2YVHvNjKScYh01WFc/4F8+PtfM0kyMinZhXjojGXYFB3sA7wJDIkhPa+A1O1GjP94EB9/+FtGv2pkOsjahbOeKiPVNhNTXEhWtBsrZ09k0Hu/4gOZkemWNjN0A2M/fB8NF8UTTTnJbiwcKW174B/4uMPIKONy44NYPXsqi9Z5Eeq5ls/6zcQuMZVI5+VMHDsH16gCYWSEhITeXH3NyGTtisFi+UQ+6DcEE994rJZ8Qv+JUqO5TI1JE+dg7B3XmTY3wQ/D+aqoaupjaDCfkZKRWbXOGDWVoagsnsfieROYOncdvqGBGM1TYfg4VdSlsElqGnjG53TmkxliwYzRKqgbrkNj5mip8ZeMTPh23F1C8DRV7TIysXZM+HggE+aqM1d1Aov0rYjJKOjdRiY7Cm+PnYTZqr9mZPIjnFk8Xx2dTU5ERwVjuHQOK+2d0Rn1h56NTE4qAbZGzFNfjrVvLHkFRaRFb2PJ6M9YZRVClpQmwmwSvxs6loVa85gxVRUtc2+Sc7o9CZDIiA1j/YJh/Fu/UThFZ5MQsZ1gly1MG9NfbmRy0hPZsHAggyZPZ/HS6UyYMA+LoOTebWSKJKMYG4C/kyPL1IZ2GhkHzQF8NHYy6hozmKIyGwO3SLISA/By9MBg8ai/bmQS/dHXXMIiPTN2xsRhu24ZGiabWK82kI+mdRmZ9OhQ1s0dzHufjMdZ+VpRTlY429zCCLSY+ZqRydxhy6L5i9C33IbX5mUM/XBKp5EZOUIV6+AMYWSEhITeXH3JyBSkx2O3ejYfDRjCdGNHEjPTsFo4mLFzzYjM3Mm6ScPpv8Sx2zp5pEUGYrPFgvXmWqgNHs86M3PUho9F1z2CtEQbVD4YzHKrALZ7bMMnIoncjADmDe3HQtvobvlkE+3jxCZLU3QWTkZtgQkRKQXyJwxB3Y1Maji2W12Iysxhp/MaJkyeh2Noap/oI5PssPg1I1Ms3cnH+hmiOnIKa/S0GDVkKFPmzmTE+7/iw1ELsfKTzEq3POTkx2C1dBLTtBxIzcon0lGDkaNm4BieJ4+XGZkP+i/FLzMJV4M5DJ2sQ3CCsk+SRF5SGBuXTeH3/YexYIsv2R35xrgxs7uRmT2Uycusic0MRnfkJwzV8e4bfWR2BaLd3cgs+ZTPp60nLDOCDTNH0X+BFbmyp5JpkWz4W0ZGoijLFbUP+qNhbM6c0Z8yaup0xg/8N349QIW1jjtJ2xWKyZJJvNd/OIttArrKuhuRPRiZ4qJcwl11mD5hIebrtRnx8YxOIzN+zGycI/KEkRESEnpz9RkjU5hDhMsaRv7+U6brWBGenUOhzEhYajBj1np2JgWhN3EIU42DSQ7ezCpNfQKDo7BesYR1LjEkuK5i5Eh1toUGslptDnpSQ50aZYFK/xEY2nljoqXBevcwsna5MLlffzRttuNprsNaC29Sgn1YOWsuzsGxWGnNZpauHfHZ0j69YmTSt29m7gwNvJIyCdqqyRgVdVzDM/qckckMc0JzgQY2YSmEWaszbMwMtnqHE+zvg4+PPXMH/45hc0wIjgrGWn8Z6xwjCbNdydylGwiNCWbNrM+YpOsmGZk8PHVVGKlmzM5cxXbywjYwZsB8PJIScNRTY9LCDURGeqM7ew6OO9Pws9Bg0O+GMX+jCwn5kpns2MduRqYgNx0vk6XMXWxBVJI/yz8bwJwtsX3OyMj6yITbaTJtij7BSaGsU/2Myfo+8iddrxqZ3DhntKVj5uIb1FXXQ0wY8MeBGHrEsjNQduwc0Z30MX8YvQLP8HA8Ni3h098OR93cncQCqazz0wl2MGCNsR2xGYr96W5kMnZYs2iWtI2YVAI2zeGzSYtx93Fm/ojh6LjHE2K+kFHTdAhMFX1khISEfoD6ipEpyE7FXns0v/vNv/H+H/vxycCBzLcMJyclEkvt6Ywc0I/RqnpEJmYR76XH1HEzcYtMY5uFNkOGDGbosDms95H1hykgIdgGjYkjGTLwE5YYepGTm4aP/VrGjBzKJ598xHzdbWSlx2CjPY3ZK21JSI3HQH08f/x4GONnm+AZnSvvxCszMjvM5jB82hK844opzIvFQncWHw34hGEjJ7HJYaf8otIXjEyKsyafjJyCY6R0J5+fiN166SI3eDAjRizATDKKeZ2do3dhoNKfqXrbyMgMxWj2aOabbiclMYBlM8bQr/9nTJm9gaDoTAryc7GcP4DJC62J7dhWYS7eZuqMHzCAEePm4uQbS+EuZ1T798fQNQJT9eFSHXiPDz/uz8DBQ1jlpuzcHevB/ElDmWcZIR2bIjITd7Bx2VQ+l9WLGYbsSs/rG0ZGZtjnjkLV0IO0HMmgpMdiozuDUQP6M2qqNiHKr4KK06Mw15yIitYWYiTTkR1uxuTBo9ka2lXXB/abgK5FGDkFHfmn4rj0cwbNsiReMkbG84fxW1lZ9xvAp0OGo+cchqfJPGaqG7EzRbFOlNV8Bk+cg3uMrP7HY7V2Pv0/GczI0UvZ6hFPfkE+MbbGzBg0lBFjZH2jpDDp3BFGRkhI6I3VFzv7fh+Z8aHYbVhPWMfXLj+GojwiXLdi5+FHen4P8T+AvmBkfhSFOWy3Wo99ULRkIHuIf1Py03HUW4aP7OuanuLfkD5hZH4k+ZkJ2K7VIVj5JOVHIRtuwN8VOwdndimfoP1YhJEREhJ6Y717RqaIjFhvfH0Teoj7AeSnEBYYSGxsRs/xP4B31sjkxBPovZ3U1K6O0z+KjGBcnMJ7jvsBvNNGJtkfd/fYHuPemIJMYkP9CQ/vPvbMj0MYGSEhoTfWu/hE5pfGO2tkfmG8y0bml4YwMkJCQm+sx48fyxsNwc/Hf/3Xf/E///M/PcYJ3h6PHj2SnxPPnz/vMV7w9pDNPyaTMDJCQkJCQkJCvVZyIyMkJCQkJCQk1Dv1T//0/4X6eIXghNnpAAAAAElFTkSuQmCC" 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<span style="font-family:Arial; font-size:8pt; font-weight:bold">CONSTANCIA PREFERENTE</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 valor de la Constancia Preferente era de </span><span style="font-family:Arial; font-size:8pt">3,749,225 </span><span style="font-family:Arial; font-size:8pt">UDIS y al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">, el valor de la Constancia Preferente era de </span><span style="font-family:Arial; font-size:8pt">3,112,268</span><span style="font-family:Arial; font-size:8pt"> UDIS, pagando a los Tenedores en cada Fecha de Pago la amortización y los intereses que se detallan a continuación:</span>
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<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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<img 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<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold; font-style:italic">Pagos Realizados a los Tenedores</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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, se pagaron a los Tenedores $</span><span style="font-family:Arial; font-size:8pt">5,119,873</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">938,256</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; font-weight:bold">Fecha de pago de principal e intereses</span>
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<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>
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</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 fue el día 20 de enero de 2016, y en caso de que no hayan sido amortizados previamente, la última será la Fecha de Vencimiento. En caso de que una Fecha de Pago ocurra en un día que no sea un Día Hábil, el pago se hará en el Día Hábil inmediato siguiente y dicha extensión será tomada en cuenta para el cálculo del monto a pagar, reduciéndose en ese caso el número de días de que consta el periodo siguiente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Tasa de Interés</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios Preferentes devengarán intereses sobre el Saldo Insoluto de Principal de los Certificados Bursátiles Preferentes a una Tasa de Interés Bruta Anual de 2.49% (</span><span style="font-family:Arial; font-size:8pt">dos punto</span><span style="font-family:Arial; font-size:8pt"> cuarenta y nueve por ciento), la cual se mantendrá fija durante la vigencia de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios Subordinados devengarán intereses sobre el Saldo Insoluto de Principal de los Certificados Bursátiles Subordinados a una Tasa de Interés Bruta Anual subordinada de 3.30% (</span><span style="font-family:Arial; font-size:8pt">tres punto</span><span style="font-family:Arial; font-size:8pt"> treinta por ciento), la cual se mantendrá fija durante la vigencia de la Emisión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">La Constancia Preferente INFONAVIT devengará intereses sobre el Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT a una Tasa de Interés Bruta Anual subordinada de 3.30% (</span><span style="font-family:Arial; font-size:8pt">tres punto</span><span style="font-family:Arial; font-size:8pt"> treinta 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 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">a)Para los Certificados Bursátiles Fiduciarios Preferentes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<img src="data:image/png;base64,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" width="148" 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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Preferentes al inicio del Periodo de Intereses respectivo.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">b)Para Certificados Bursátiles Fiduciarios Subordinados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="148" 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>
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Subordinados al inicio del Periodo de Intereses respectivo.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">c)Para la Constancia Preferente INFONAVIT:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="148" 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>
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">IDi</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de los Constancia Preferente Infonavit al inicio del Periodo de Intereses respectivo.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">TB</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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:24.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">Ni</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:385.5pt">
<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; font-weight:bold">Determinación del saldo insoluto de principal</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">a)Para los Certificados Bursátiles Fiduciarios Preferentes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El saldo insoluto de principal de los Certificados Bursátiles Fiduciarios Preferentes, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago será un monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> igual al valor nominal de los Certificados Bursátiles Fiduciarios Preferentes y a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total, para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="128" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> igual al monto de la amortización de principal que se haya efectuado con respecto a todos los Certificados Bursátiles Fiduciarios Preferentes en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferentes se calculará con base en la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="99" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIPI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Preferente.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Preferentes.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">b)Para Certificados Bursátiles Fiduciarios Subordinados:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El saldo insoluto de principal del Instrumento Subordinado, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> será igual al valor nominal de dicho Instrumento Subordinado, según sea el caso, y a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total, para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAcCAYAAACQ0cTtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAArSURBVEhL7c1BEQAwEAOh+jedmmDutRjg7VAZUUaUEWVEGVFGlBFlRBmwfZ5VxNZux1ygAAAAAElFTkSuQmCC" width="27" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><img src="data:image/png;base64,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" width="128" height="18" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> igual al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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">
<img src="data:image/png;base64,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" width="62" height="35" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIPI</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario Subordinado.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios Subordinados.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">x</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Número de Certificados Bursátiles Fiduciarios Subordinados, equivalente a 472,201 títulos de 100 </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> cada uno más, en su caso, el número de Certificados Bursátiles Fiduciarios Subordinados que se emitan con motivo de la cancelación de la Constancia Preferente INFONAVIT, equivalentes a 240,457 títulos de 100 </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> cada uno.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify; padding-left:18pt">
<span style="font-family:Arial; font-size:8pt">c)Para la Constancia Preferente INFONAVIT:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En relación con la Constancia Preferente INFONAVIT (i) para el periodo entre la Fecha de Emisión y la primera Fecha de Pago, un monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> equivalente al valor nominal de dicha Constancia Preferente INFONAVIT, según sea el caso, y (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) a partir de la primera Fecha de Pago y hasta la fecha de su liquidación total para la fecha en que se haga la determinación, el monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<img src="data:image/png;base64,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" width="128" height="25" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:7.1pt">
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">SIP</span><span style="font-family:Arial; font-size:5.33pt; font-style:italic; vertical-align:sub">-1</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Saldo Insoluto de Principal de la Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">AM</span>
</p>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Monto en </span><span style="font-family:Arial; font-size:8pt">UDIs</span><span style="font-family:Arial; font-size:8pt"> equivalente al monto de la amortización de principal que se haya efectuado con respecto a dicha Constancia Preferente INFONAVIT en la Fecha de Pago inmediata anterior.</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:31.75pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-style:italic">i</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:373.15pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Suma de intereses vencidos y no pagados de la Constancia Preferente INFONAVIT.</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Vencimiento Anticipado</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El principal de los Certificados Bursátiles Fiduciarios vencerá anticipadamente en caso de </span><span style="font-family:Arial; font-size:8pt">que</span><span style="font-family:Arial; font-size:8pt"> en cualquier Fecha de Pago, el Emisor no pague íntegramente el Monto de Pago de Interés correspondiente a dicha Fecha de Pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Lugar y forma de pago de Principal y de Intereses</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">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"> </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 CDMX, mediante la entrega de las constancias correspondientes y por transferencia electrónica.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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 a la CNBV a través del sistema STIV-2, a Indeval (por escrito) y a la BMV a través del Sistema Electrónico de Difusión de Información “SEDI” o a través de cualquier otro medio que estas determinen, al Fiduciario y a los Fideicomitentes, la Tasa de Interés Bruta Anual de los Certificados Bursátiles Fiduciarios Preferentes y de los Certificados Bursátiles Fiduciarios Subordinados aplicable al siguiente periodo (independientemente de que esta sea fija), el importe del Monto de Pago de Intereses y, en su caso, el Monto de Amortización Anticipada de Principal aplicable a dicha Fecha de Pago y el Saldo Insoluto de Principal de cada Certificado Bursátil Fiduciario. Asimismo, deberá publicar, con cargo al Patrimonio del Fideicomiso, los importes a pagar al menos con un (1) Día Hábil de anticipación, en cuando menos un periódico de amplia circulación nacional.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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, de conformidad con lo establecido en el Contrato de Fideicomiso, en cuyo caso el Representante Común deberá dar a conocer</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> al Indeval (por escrito) el monto a amortizarse anticipadamente, 2 (dos) días hábiles anteriores a la Fecha de Pago 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">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.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> El monto obtenido de cualquier venta será aplicado por el Fiduciario de conformidad con la cláusula Décima Segunda del Contrato de Fideicomiso, en cuyo caso el Representante Común deberá dar a conocer al Indeval (por escrito) con por lo menos 6 (seis) días hábiles anteriores a la Fecha de Pago en que se </span><span style="font-family:Arial; font-size:8pt">vaya</span><span style="font-family:Arial; font-size:8pt"> amortizar totalmente los Certificados Bursátiles Fiduciarios.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> </span><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>
</p>
<p style="margin:0pt; text-align:justify">
<span 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 Preferentes, (</span><span style="font-family:Arial; font-size:8pt">ii</span><span style="font-family:Arial; font-size:8pt">) el monto total de los intereses vencidos y no pagados bajo los Certificados Bursátiles Fiduciarios Preferentes, (</span><span style="font-family:Arial; font-size:8pt">iii</span><span style="font-family:Arial; font-size:8pt">) el Monto de Pago de Interés Preferente, (</span><span style="font-family:Arial; font-size:8pt">iv</span><span style="font-family:Arial; font-size:8pt">) el monto total de intereses vencidos y no pagados del Instrumento Subordinado, (v) el Monto de Pago de Interés del Instrumento Subordinado, (vi) el Saldo Insoluto de Principal del Instrumento Subordinado, (</span><span style="font-family:Arial; font-size:8pt">vii</span><span style="font-family:Arial; font-size:8pt">) 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, (</span><span style="font-family:Arial; font-size:8pt">viii</span><span style="font-family:Arial; font-size:8pt">) 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 </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> las instrucciones que por escrito le haga llegar el INFONAVIT. 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">El Fiduciario deberá llevar a cabo la enajenación del Patrimonio del Fideicomiso </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> las instrucciones que por escrito le haga llegar el INFONAVIT. 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 Fideicomisarios en Tercer Lugar, tendrá el derecho a ser preferido en primer lugar para la adquisición del Patrimonio del Fideicomiso. Los Fideicomisarios en Tercer Lugar 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">Una vez que los Certificados Bursátiles Fiduciarios Preferentes sean pagados en su totalidad, el INFONAVIT podrá instruir al Fiduciario para que éste lleve a cabo la venta del Patrimonio del Fideicomiso en términos de mercado. El Fiduciario la llevará a cabo, </span><span style="font-family:Arial; font-size:8pt">de acuerdo a</span><span style="font-family:Arial; font-size:8pt"> las instrucciones que por escrito le entregue el INFONAVIT. Cada uno de los Fideicomisarios en Tercer Lugar, tendrá el derecho a ser preferido en primer lugar para la adquisición del Patrimonio del Fideicomiso. Las cantidades que reciba el Fiduciario por la venta del Patrimonio del </span><span style="font-family:Arial; font-size:8pt">Fideicomiso,</span><span style="font-family:Arial; font-size:8pt"> deberán ser depositadas en la Cuenta del Fideicomiso y aplicadas conforme a la prelación prevista en la Cláusula </span><span style="font-family:Arial; font-size:8pt">Décimo Segunda</span><span style="font-family:Arial; font-size:8pt"> del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Las cantidades que reciba el Fiduciario por la venta del Patrimonio del </span><span style="font-family:Arial; font-size:8pt">Fideicomiso,</span><span style="font-family:Arial; font-size:8pt"> 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 </span><span style="font-family:Arial; font-size:8pt">Décimo Segunda</span><span style="font-family:Arial; font-size:8pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Cuando se hayan satisfecho todas las obligaciones incurridas con cargo al Patrimonio del Fideicomiso, el Fiduciario procederá, en caso de que exista algún remanente líquido, a la entrega de las cantidades en efectivo que en ese momento constituyan el Patrimonio del Fideicomiso a los Fideicomisarios en Tercer Lugar, en proporción a su tenencia de las Constancias Subordinadas.</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">Fuente de Pago</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Los Certificados Bursátiles Fiduciarios 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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">La 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 INFONAVIT, en su carácter de Fideicomitente o Administrador, a Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, 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, a Casa de Bolsa BBVA Bancomer, S.A. de C.V., Grupo Financiero BBVA Bancomer, en su carácter de Intermediario Colocador, a Raz Guzmán, 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 INFONAVIT, ni Banco Invex, S.A., Institución de Banca Múltiple, Invex Grupo Financiero, ni Acciones y Valores Banamex, S.A. de C.V., Casa de Bolsa, integrante del Grupo Financiero Banamex, ni Casa de Bolsa BBVA Bancomer, S.A. de C.V., Grupo Financiero BBVA Bancomer, ni Raz Guzmán, 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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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Cancelación de los Certificados Bursátiles</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 momento en que se lleve a cabo el reembolso íntegro del valor nominal de los Certificados Bursátiles, junto con todos los intereses devengados con respecto a dichos Certificados Bursátiles, esos Certificados Bursátiles quedarán cancelados y su tenedor no tendrá derecho a recibir ninguna cantidad adicional.</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt"> En dicho caso, se deberá solicitar a la CNBV la cancelación del registro de los Certificados Bursátiles en el RNV. Al momento de adquirir los Certificados Bursátiles, según sea el caso, cada Tenedor acepta que una vez que haya recibido el reembolso del monto íntegro del valor nominal de su Certificado Bursátil (más los intereses devengados con respecto al mismo), cualquier monto excedente que se genere del Patrimonio del Fideicomiso corresponderá al INFONAVIT, que tendrá derecho a recibir el monto total del Patrimonio del Fideicomiso con sus cantidades liquidas.</span>
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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">Régimen Fiscal de los Certificados Bursátiles</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">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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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado:</span>
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<span style="font-family:Arial; font-size:8pt">No se tuvo conocimiento de cambios relevantes en los factores de riesgo que pudieran afectar significativamente el desempeño de los activos que respaldan la emisión y la fuente de pago de los instrumentos. </span>
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<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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<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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<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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<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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<span style="font-family:Arial; font-size:8pt">No existieron desviaciones relevantes entre las estimaciones </span><span style="font-family:Arial; font-size:8pt">que</span><span style="font-family:Arial; font-size:8pt"> 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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<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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<span style="font-family:Arial; font-size:8pt"> </span>
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<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">20</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">02</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">2024</span>
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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">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">6</span><span style="font-family:Arial; font-size:8pt">o. Bimestre del 2023</span>
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<span style="font-family:Arial; font-size:8pt">14-03-2024</span>
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<span style="font-family:Arial; font-size:8pt">Calificadora</span>
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<span style="font-family:Arial; font-size:8pt">Fitch Ratings afirmó y retiró las calificaciones de los bonos preferentes de los certificados bursátiles fiduciarios (CB) denominados CDVITOT y CEDEVIS, las calificaciones de los bonos subordinados y de sus constancias preferentes (CP) respectivas, como se detalla a continuación:</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">-- Calificación ‘AA+(</span><span style="font-family:Arial; font-size:8pt">mex</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt">vra</span><span style="font-family:Arial; font-size:8pt">’ de la Constancia Preferente referente a los CDVITOT 14U;</span>
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<span style="font-family:Arial; font-size:8pt">-- Calificación ‘AA+(</span><span style="font-family:Arial; font-size:8pt">mex</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt">vra</span><span style="font-family:Arial; font-size:8pt">’ de CDVITOT 14-2U.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">FACTORES CLAVE DE CALIFICACIÓN</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">Infonavit CDVITOT 14U (F#80716)</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">Desempeño Estable de los Activos:</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 enero de 2024, el saldo de los créditos en incumplimiento a más de 90 días como proporción del saldo original de la cartera alcanzó7.3%, mientras que los incumplimientos de más de 180 días llegaron a 7% desde 6.7% y6.2% un año antes, respectivamente. A la misma fecha, y calculado como porcentaje sobre el saldo insoluto del portafolio hipotecario, 48.4% de la cartera estaba bajo el ROA, 49.1%estaba bajo el REA y 2.4% en prórroga. Como porcentaje del número de créditos, los trabajadores bajo el ROA representan 67%, aquellos bajo el REA representan 30.4% y aquellos en prórroga representan 2.6%. Los prepagos alcanzaron una CPR promedio en los UDM de 3.6% a enero de 2024 frente al promedio de 2.3% observado antes de la pandemia.</span>
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<span style="font-family:Arial; font-size:8pt">A enero de 2024, la cartera estaba compuesta por 4,159 créditos originados en México, con una tasa de interés promedio ponderada de 9.5% y un WA CLTV de 64.4%.</span>
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<span style="font-family:Arial; font-size:8pt">Protección Crediticia Compensa el Deterioro: Desde su emisión y hasta la última fecha de pago en enero de 2024, los bonos preferentes y subordinados pagaron siguiendo un esquema de amortización objetivo, y alcanzaron un saldo de 9.3% y 12.1%, respectivamente (enero 2023: 12.9% y 16.7%) a la última fecha de pago, enero 2024. El saldo de la Constancia Preferente alcanzó 12.1% del saldo original (enero 2023: 16.7%). Sin embargo, debido a que el saldo insoluto es menor a 10% del saldo original, a partir de la siguiente fecha de pago, la transacción pagará bajo un esquema de amortización acelerada. Los niveles de OC se han mantenido en 35.5% y 28% para los tramos preferente y subordinados desde la última revisión. El XS se mantiene estable con un promedio en los UDM de 4.61% a enero 2024, similar a la revisión anterior.</span>
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<span style="font-family:Arial; font-size:8pt">Riesgo Operativo Mitigado (CEDEVIS & CDVITOTS):</span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">El riesgo operativo se considera mitigado por la condición financiera estable de Infonavit, su capacidad operativa adecuada y sus habilidades como administrador primario a lo largo de los años, que a su vez es supervisado por un administrador maestro. Hito S.A.P.I. de C.V. (Hito) [AAFC1(</span><span style="font-family:Arial; font-size:8pt">mex</span><span style="font-family:Arial; font-size:8pt">) Perspectiva Estable] y Administradora de Activos Financieros S.A. (ACFIN) [AAFC2(</span><span style="font-family:Arial; font-size:8pt">mex</span><span style="font-family:Arial; font-size:8pt">) Perspectiva Estable] actúan como administradores maestros de las carteras subyacentes de las transacciones calificadas.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:8pt">PARTICIPACIÓN</span>
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<span style="font-family:Arial; font-size:8pt">La(s) calificación(es) mencionada(s) fue(ron) requerida(s) y se asignó(aron) o se le(s) dio seguimiento por solicitud del (los) emisor(es) o entidad(es) calificada(s) o de un tercero relacionado. Cualquier excepción se indicará.</span>
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<span style="font-family:Arial; font-size:8pt">04-04-2024</span>
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<span style="font-family:Arial; font-size:8pt">Calificadora</span>
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<span style="font-family:Arial; font-size:8pt">Moody's Local MX S.A. de C.V., I.C.V. ("Moody´s Local México") afirmó las calificaciones de 38 emisiones de financiamiento estructurado. La afirmación de estas calificaciones corresponde a la revisión anual que realiza Moody´s Local México por requerimientos regulatorios. </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 calificaciones afirmadas son las siguientes:</span>
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<span style="font-family:Arial; font-size:8pt">-Certificados bursátiles fiduciarios - Serie A CDVITOT 14</span><span style="font-family:Arial; font-size:8pt">U AAA.mx</span><span style="font-family:Arial; font-size:8pt"> (</span><span style="font-family:Arial; font-size:8pt">sf</span><span style="font-family:Arial; font-size:8pt">) AAA.mx</span><span style="font-family:Arial; font-size:8pt"> (</span><span style="font-family:Arial; font-size:8pt">sf</span><span style="font-family:Arial; font-size:8pt">)</span>
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<span style="font-family:Arial; font-size:8pt">-Certificados bursátiles fiduciarios - Serie B CDVITOT 14-2</span><span style="font-family:Arial; font-size:8pt">U AAA.mx</span><span style="font-family:Arial; font-size:8pt"> (</span><span style="font-family:Arial; font-size:8pt">sf</span><span style="font-family:Arial; font-size:8pt">) AAA.mx</span><span style="font-family:Arial; font-size:8pt"> (</span><span style="font-family:Arial; font-size:8pt">sf</span><span style="font-family:Arial; font-size:8pt">)</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Fundamentos de las calificaciones</span>
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<span style="font-family:Arial; font-size:8pt">En el análisis realizado consideró el desempeño histórico de las principales métricas de cada emisión, así como el cumplimiento de los diferentes criterios de elegibilidad y </span><span style="font-family:Arial; font-size:8pt">triggers</span><span style="font-family:Arial; font-size:8pt">. Dentro de las métricas revisadas, se incluyó el nivel de aforo, morosidad dentro de los portafolios, cumplimiento en el pago de sus obligaciones y las diferentes mejoras crediticias. Asimismo, incorporamos nuestras expectativas en el desempeño del colateral de cada transacción. Nuestras calificaciones consideran la fortaleza del administrador primario.</span>
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<span style="font-family:Arial; font-size:8pt">16</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">04</span><span style="font-family:Arial; font-size:8pt">-</span><span style="font-family:Arial; font-size:8pt">2024</span>
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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">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al 1er. Bimestre del 2024</span>
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<span style="font-family:Arial; font-size:8pt">07-06-2024</span>
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<span style="font-family:Arial; font-size:8pt">Calificadora</span>
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<span style="font-family:Arial; font-size:8pt">HR Ratings ratificó las calificaciones de HR AAA (E) con Perspectiva Estable para la emisión CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">U. Asimismo, ratificó las calificaciones HR AA+ (E) con Perspectiva Estable para CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">-2U</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:8pt">La ratificación de las calificaciones para los CEBURS Fiduciarios con clave de pizarra CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">U</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">-2U, se sustenta en</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">el nivel de aforo de cada una de las Emisiones, mismo que es superior al nivel de aforo </span><span style="font-family:Arial; font-size:8pt">o</span><span style="font-family:Arial; font-size:8pt">bservado al momento de su colocación</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">en el mercado. Sobre esta misma línea, las Emisiones CDVITOT 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">U & 1</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt">-2U, presentan aforos de </span><span style="font-family:Arial; font-size:8pt">29.8%</span><span style="font-family:Arial; font-size:8pt">%, al cierre de abril de 2024,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">niveles superiores al momento de su colocación en el mercado de </span><span style="font-family:Arial; font-size:8pt">15.9%</span><span style="font-family:Arial; font-size:8pt">. El</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">incremento se debe a las constantes amortizaciones de principales en cada fecha de pago con los recursos provenientes de la</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">cobranza del portafolio. Asimismo, las amortizaciones observadas en las Emisiones han sido de </span><span style="font-family:Arial; font-size:8pt">90.4%</span><span style="font-family:Arial; font-size:8pt">,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">los cuales son </span><span style="font-family:Arial; font-size:8pt">19.0%</span><span style="font-family:Arial; font-size:8pt">, superiores a lo esperado en un escenario de estrés inicial elaborado por HR Ratings,</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">lo que refleja fortaleza para el cumplimiento de las obligaciones contractuales, y una adecuada utilización de los recursos y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">comportamiento de la cartera.</span>
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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">
<span style="font-family:Arial; font-size:8pt">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al 2o. Bimestre del 2024</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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<span style="font-family:Arial; font-size:8pt">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza Correspondiente al 3er. Bimestre del 2024</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">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al 4o. Bimestre del 2024</span>
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<span style="font-family:Arial; font-size:8pt">16-12-2024</span>
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<span style="font-family:Arial; font-size:8pt">80716 </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al 5o. Bimestre del 2024</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">Emisora</span>
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<span style="font-family:Arial; font-size:8pt">80</span><span style="font-family:Arial; font-size:8pt">716</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al </span><span style="font-family:Arial; font-size:8pt">6to</span><span style="font-family:Arial; font-size:8pt">. Bimestre del 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">11-04-2025</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">80</span><span style="font-family:Arial; font-size:8pt">716</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">Publicación</span><span style="font-family:Arial; font-size:8pt"> Reporte de Cobranza correspondiente al 1er. Bimestre del 2025.</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 reporte anual pudieran no ser exactas debido a redondeos realizados a fin de facilitar su presentación.</span>
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<span style="font-family:Arial; font-size:8pt">La información financiera contenida en el reporte anual se refiere a la cartera de créditos 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">que se adjunta al presente reporte anual, se muestra información sobre la exposición del Fideicomiso a los diferentes tipos de riesgo, específicamente en la nota 10 denominada Instrumentos financieros: Valores razonables y administración de riesgos.</span>
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<span style="font-family:Arial; font-size:8pt">INFORMACIÓN FINANCIERA SELECCIONADA DEL FIDEICOMISO </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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</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Efectivo y equivalentes de efectivo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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 2022</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 de</span><span style="font-family:Arial; font-size:8pt"> $109,508</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$138,941</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">$183,037, a un plazo de </span><span style="font-family:Arial; font-size:8pt">cuatro, </span><span style="font-family:Arial; font-size:8pt">tres</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> tres días, respectivamente, con una tasa de interés anual de</span><span style="font-family:Arial; font-size:8pt"> 10.03%</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">11.31%, </span><span style="font-family:Arial; font-size:8pt">y </span><span style="font-family:Arial; font-size:8pt">10.49%, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, los intereses ganados que se incluyen en los resultados del ejercicio en el rubro de “Ingresos financieros”, ascienden a</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">7,201</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">$10,000</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">$8,567, respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 3 a) y 4</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">los estados financieros dictaminados por los años terminados 31 de diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Derechos de cobro</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, los derechos de cobro sobre cartera hipotecaria denominados en </span><span style="font-family:Arial; font-size:8pt">Veces Salario </span><span style="font-family:Arial; font-size:8pt">Mínimo (VSM), se actualizan utilizando el valor de la Unidad Mixta INFONAVIT UMI </span><span style="font-family:Arial; font-size:8pt">que asciende en dichas fechas a</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</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.</span><span style="font-family:Arial; font-size:8pt">93</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$2.78, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">El efecto por la indexación de los derechos de cobro sobre cartera hipotecaria, reconocido en el rubro de “Derechos de cobro” y en los resultados dentro del valor razonable, registrado en el rubro de “Efecto por cambios en el valor razonable, neto” ascendió a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">49,900</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">$</span><span style="font-family:Arial; font-size:8pt">26,860</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">(74,212)</span><span style="font-family:Arial; font-size:8pt">, respectivamente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</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>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
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<img 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" width="576" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><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">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 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">64,795</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">$84,77</span><span style="font-family:Arial; font-size:8pt">5</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">$104,834, respectivamente, los cuales se registran en resultados en el rubro de “Ingresos 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">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a la </span><span style="font-family:Arial; font-size:8pt">nota 3 c) y 5</span><span style="font-family:Arial; font-size:8pt"> </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 </span><span style="font-family:Arial; font-size:8pt">2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre certificados bursátiles</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size: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 18 de julio de 2014, el Fideicomiso emitió certificados bursátiles correspondientes a 5,541,417 y 240,457 certificados con valor nominal de 100 </span><span style="font-family:Arial; font-size:8pt">UDI´s</span><span style="font-family:Arial; font-size:8pt"> cada uno, bajo las claves CDVITOT 14-U y CDVITOT 14-2U por un importe equivalente en moneda nacional a $2,845,432 y $123,472, respectivamente, los cuales devengan intereses durante la vigencia de la emisión a la tasa anual fija del 2.49% y 3.30%, respectivamente. La amortización de capital y de los intereses devengados de los certificados es de manera semestral en los meses de enero y julio, de cada año hasta el mes de julio de 2042, de acuerdo con lo que establece el contrato del Fideicomiso. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el saldo de las obligaciones sobre los CDVITOT se muestra a continuación:</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<img 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" width="576" height="28" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el valor de la UDI asciende </span><span style="font-family:Arial; font-size:8pt">a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">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">$7.9816</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$7.6468</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">pesos, respectivamente, lo cual generó un efecto de valorización por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt"> de </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">(35,566)</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">$</span><span style="font-family:Arial; font-size:8pt">(</span><span style="font-family:Arial; font-size:8pt">56,602</span><span style="font-family:Arial; font-size:8pt">)</span><span style="font-family:Arial; font-size:8pt"> y</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">(</span><span style="font-family:Arial; font-size:8pt">13,804)</span><span style="font-family:Arial; font-size:8pt">, respectivamente, que se registran en el rubro de “Efecto por cambios en el valor razonable, neto”. </span>
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<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 los ejercicios </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 de </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">12,656</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">$16,702</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$21,912, respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”.</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a la nota 6 </span><span style="font-family:Arial; font-size:8pt">los estados financieros dictaminados por los años terminados 31 de</span><span style="font-family:Arial; font-size:8pt"> diciembre de 2024 y 2023 y por los años terminados al 31 de diciembre de 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Obligaciones sobre los intereses de la constancia preferente</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, las obligaciones sobre los intereses de la constancia preferente ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">565</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">$753</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">$1,718, respectivamente la cual representa el valor presente de los flujos futuros de interés. Los intereses devengados por los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">ascienden a </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">874</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">$1,080</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">$1,455</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">respectivamente, los cuales están registrados en los estados de resultado integral en el rubro de “Gastos financieros”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el Fideicomiso realizó pago de intereses a la constancia preferente por </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">938</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">$1,238</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">$1,625, respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Durante los años terminados el 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el efecto neto de valorización de la porción pasiva de la constancia preferente fue una disminución de gasto financiero por</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">1,849</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">$256</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$221, respectivamente, el cual se registra en resultados en el rubro de “Gastos financieros”.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, referirse a 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><span style="font-family:Arial; font-size:8pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Patrimonio</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el patrimonio equivale a la porción relativa al principal de la constancia preferente de la que el INFONAVIT es tenedor, equivalente </span><span style="font-family:Arial; font-size:8pt">3,089,743</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">3,</span><span style="font-family:Arial; font-size:8pt">710,</span><span style="font-family:Arial; font-size:8pt">770</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">5,146,602</span><span style="font-family:Arial; font-size:8pt"> </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 el ejercicio </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022 </span><span style="font-family:Arial; font-size:8pt">una amortización de dicha constancia de </span><span style="font-family:Arial; font-size:8pt">636,957</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">1,542,485</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">1,991,</span><span style="font-family:Arial; font-size:8pt">222 </span><span style="font-family:Arial; font-size:8pt">UDI´s</span><span style="font-family:Arial; font-size:8pt">, respectivamente.</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">Las constancias subordinadas, de las que el INFONAVIT y el Fideicomiso F/2061 (constituido en INVEX División Fiduciaria) son tenedores, equivalen a 30,873,106 y 28,854,839 </span><span style="font-family:Arial; font-size:8pt">UDI´s</span><span style="font-family:Arial; font-size:8pt">, respectivamente. Las constancias subordinadas otorgan el derecho a sus tenedores a recibir el monto remanente, una vez que se haya cumplido con las obligaciones establecidas de los CDVITOT, los adeudos pendientes de la Administración y las obligaciones sobre la constancia preferente de acuerdo al orden de prelación del contrato del Fideicomiso; 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 haya cumplido </span><span style="font-family:Arial; font-size:6pt">con </span><span style="font-family:Arial; font-size:8pt">las obligaciones establecidas sobre los CDVITOT de acuerdo al orden de prelación del contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">2024, 2023 y 2022</span><span style="font-family:Arial; font-size:8pt">, el patrimonio se integra como se muestra a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:6pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span 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">Para </span><span style="font-family:Arial; font-size:8pt">mayor información</span><span style="font-family:Arial; font-size:8pt">, 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">Para mayor detalle respecto de la información contenida en el estado de flujo que se presenta a continuación, deberá referirse a los estados financieros dictaminados que se anexan al presente reporte anual.</span>
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" 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</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; 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>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<img 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" 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<a name="_Hlk161689609" href="#" ><span style="font-family:Arial; font-size:8pt">En el siguiente cuadro, se detalla los Gastos Semestrales, por cada contraparte:</span></a>
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<span style="-aw-bookmark-end:_Hlk161689609"></span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<img 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<span style="font-family:Arial; font-size:8pt">El Fideicomiso únicamente maneja una cuenta para el manejo de efectivo, definida en el Contrato como la Cuenta del Fideicomiso, de la cual su comportamiento durante el periodo reportado se detalló en el punto inmediato anterior.</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Índices</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<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>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:Arial; font-size:7pt; font-weight:bold">Fecha de Pago</span>
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<span style="font-family:Arial; font-size:7pt"> </span>
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<span style="font-family:Arial; font-size:7pt; font-weight:bold">Porcentaje Máximo</span>
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<span style="font-family:Arial; font-size:7pt">1</span>
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<span style="font-family:Arial; font-size:7pt">2</span>
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<span style="font-family:Arial; font-size:7pt">3</span>
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<span style="font-family:Arial; font-size:7pt">4 y hasta la Fecha</span>
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<span style="font-family:Arial; font-size:7pt">de Vencimiento</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:7pt">4%</span>
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<span style="font-family:Arial; font-size:7pt">8%</span>
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<span style="font-family:Arial; font-size:7pt">12%</span>
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<span style="font-family:Arial; font-size:7pt">16%</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold">Razones Financieras</span>
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<span style="font-family:Arial; font-size:8pt">Las razones financieras presentadas a continuación no son métricas definidas por las NIIF.</span>
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<span style="font-family:Arial; font-size:8pt">Los estados financieros dictaminados del Fideicomiso al 31 de diciembre de </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">4</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y por los años terminados en esas fechas, así como los correspondientes al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:8pt">3</span><span style="font-family:Arial; font-size:8pt"> y 202</span><span style="font-family:Arial; font-size:8pt">2</span><span style="font-family:Arial; font-size:8pt"> y por los años terminados en esas fechas fueron auditados por KPMG Cárdenas Dosal, S.C., auditores independientes, de conformidad con las Normas Internacionales de Auditoría</span><span style="font-family:Arial; font-size:8pt"> (NIA)</span><span style="font-family:Arial; font-size:8pt">. </span>
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<span style="font-family:Arial; font-size:8pt">A continuación, se exponen los hechos relacionados con la prestación de servicios de auditoría y servicios no relacionados con la auditoría (NAS), así como la información relacionada con los honorarios.</span>
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<span style="font-family:Arial; font-size:8pt">No hubo Dependencia de Honorarios como se describe en el Código IESBA en l</span><span style="font-family:Arial; font-size:8pt">os honorarios del Fideicomiso 80</span><span style="font-family:Arial; font-size:8pt">716</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 con fecha 8 de diciembre de 2011, 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:8pt">12,915</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">$14,882</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">$19,475, respectivamente, y se reconocen en resultados en el rubro de “Gastos generales”; asimismo, se incurrió en gastos de cobranza por</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-size:8pt">$</span><span style="font-family:Arial; font-size:8pt">1,502</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">$567</span><span style="font-family:Arial; font-size:8pt"> y </span><span style="font-family:Arial; font-size:8pt">$1,007, respectivamente.</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 IBANAMEX.</span>
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<span style="font-family:Arial; font-size:8pt">Durante el periodo reportado </span><span style="font-family:Arial; font-size:8pt">se convocó una</span><span style="font-family:Arial; font-size:8pt"> asamblea de Tenedores</span><span style="font-family:Arial; font-size:8pt"> con fecha de celebración el 18 de diciembre de 2024, teniendo un quórum de asistencia de 9.28%, por lo cual se tuvo por no instalada</span><span style="font-family:Arial; font-size:8pt">.</span>
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KKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK
KKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK
KKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK
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Certificados Bursátiles Fiduciarios
Preferentes
Certificados Bursátiles Fiduciarios
CDVITOT 14-U
37712822
5541417
6.8
Bolsa Mexicana de Valores
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,230 (diez mil doscientos treinta) días contados a partir de la Fecha de Emisión, es decir, aproximadamente 28.03 años
2042-07-21
Primera
El monto total y el valor nominal están expresados en UDIs.
Certificados Bursátiles Fiduciarios
Subordinados
Certificados Bursátiles Fiduciarios
CDVITOT 14-2U
2908820
240457
12.09
Bolsa Mexicana de Valores
Los Certificados Bursátiles Fiduciarios tienen un plazo de vigencia máxima de 10,230 (diez mil doscientos treinta) días contados a partir de la Fecha de Emisión, es decir, aproximadamente 28.03 años.
2042-07-21
Segunda
El monto total y el valor nominal están expresados en UDIs.
KPMG CÁRDENAS DOSAL, S.C.
El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios (incluir los ejercicios a que se refieren dichos estados financieros, al menos tres ejercicios) fueron dictaminados con fecha (incluir la fecha del dictamen de cada uno de los estados financieros que se incluyen), de conformidad con las Normas Internacionales de Auditoría (se podrá incluir la mención específica de las normas utilizadas).
Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas.
No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados.
Oscar González Vigón
Socio de Auditoría
Luis Fernando Amador Monroy
Representante Legal
Nacional Financiera, S.N.C., I.B.D., Dirección Fiduciaria
El suscrito manifiesta bajo protesta de decir verdad, que su representada en su carácter de fiduciario, preparó la información financiera relativa al patrimonio del fideicomiso, así como la información relacionada con los valores emitidos y los contratos aplicables, contenida en el presente reporte anual, la cual, a su leal saber y entender, refleja razonablemente su situación y que se cercioró de que en el periodo reportado no existieran diferencias relevantes entre los ingresos del fideicomiso atribuibles a los bienes, derechos o valores fideicomitidos y la información que recibió del administrador u operador relativa a la cobranza de dichos bienes, derechos o valores. Asimismo, manifiesta que, dentro del alcance de las actividades para las que fue contratada, no tiene conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
Georgina Mariana Bravo Carranza
Delegada Fiduciaria General
Luis Alberto de la Rosa Vargas
Delegado Fiduciaria General
Instituto del Fondo Nacional de la Vivienda para los Trabajadores
Los suscritos manifestamos bajo protesta de decir verdad que, en el ámbito de nuestras respectivas funciones, preparamos la información relativa a la cobranza de los bienes, derechos o valores fideicomitidos, o cualquier otra información de mi representada contenida en el presente reporte anual, la cual, a nuestro leal saber y entender, refleja razonablemente su situación. Asimismo, manifestamos que no tenemos conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas
Octavio Romero Oropeza
Director General
Carlos Fernando Cortez González
Director de Finanzas y Fiscalización
Gilberto Alejandro Quiroz González
Subdirector Jurídico
Banco INVEX, S.A., I.B.M., INVEX Grupo Financiero
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
Freya Vite Asensio
Delegado Fiduciario
Pedro Izquierdo Rueda
Delegado Fiduciario