BRHCCB
2025-12-31
BRHCCB
2025-12-31
Serie A2
BRHCCB
2025-12-31
Serie B
BRHCCB
2025-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
1
BRHCCB
2025-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
1
1
BRHCCB
2025-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
12
BRHCCB
2025-12-31
ar_pros:LegalRepresentativeOfTheTrustA33N13Member
12
12
BRHCCB
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
13
BRHCCB
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
13
13
BRHCCB
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
14
13
BRHCCB
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsOfTheSettlorOrThirdPartialDependenceExistsA33N13Member
15
13
BRHCCB
2025-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
14
BRHCCB
2025-12-31
ar_pros:LegalRepresentativeOfTheCommonRepresentativeA33N13Member
16
14
ISO4217:MXN
xbrli:pure
Anexo N Bis 1
NO
Fideicomisos
NO
NO
234036
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<span style="font-family:'Times New Roman'; font-size:12pt">Contrato de Fideicomiso Irrevocable No. F/234036 de fecha 23 de </span><span style="font-family:'Times New Roman'; font-size:12pt">Octubre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 2007, que celebraron por una parte Hipotecaria Su Casita, S.A. DE C.V.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Sociedad Financiera de Objeto Múltiple E.N.R. como Fideicomitente y Fideicomisario en cuarto lugar. HSBC México, S.A.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Institución de Banca Múltiple Grupo Financiero HSBC, División Fiduciaria. MBIA México, S.A. DE C.V. como Fideicomisario en segundo lugar, con la comparecencia de </span><span style="font-family:'Times New Roman'; font-size:12pt">Altor</span><span style="font-family:'Times New Roman'; font-size:12pt"> Casa de Bolsa, S.A. de C.V.</span><span style="font-family:'Times New Roman'; font-size:12pt">, como Representante Común de los tenedores de los Certificados Bursátiles Fiduciario en primer y tercer lugar.</span>
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<span style="font-family:'Calibri Light'; font-size:10pt"> </span><span style="font-family:'Calibri Light'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">HSBC México S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hipotecaria su Casita, S.A. DE C.V. Sociedad Financiera de Objeto Múltiple E.N.R.</span>
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BRHCCB
Tenedores de los Certificados Bursátiles Fiduciarios Serie
MBIA México, S.A. DE C.V.
Tenedores de los Certificados Bursátiles Fiduciarios Serie B
Hipotecaria Su Casita S.A. DE C.V. Sociedad Financiera de Objeto Múltiple E.N.R.
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<span style="font-family:'Times New Roman'; font-size:12pt">Adamantine Servicios, Sociedad Anónima de Capital Variable</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Créditos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hipotecarios otorgados por Hipotecaria Su Casita, S.A. de C. V. Sociedad Financiera de Objeto Múltiple E.N.R. destinados a casa habitación fondeados con recursos de Hipotecaria Su Casita, de IFC, de FMO y de la Sociedad Hipotecaria Federal, S.N.C., y que fueron </span><span style="font-family:'Times New Roman'; font-size:12pt">prepagados por Hipotecaria Su Casita, S.A. de C.V. SOFOM E.N.R. a través del fideicomiso de Garantía IFC y del Fideicomiso de Garantía FMO.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </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">La información estadística que se incluye en este Reporte Anual relativa al conjunto de Créditos Hipotecarios que integran el Patrimonio del Fideicomiso se basa en la información dispo</span><span style="font-family:'Times New Roman'; font-size:12pt">nible al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</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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<span style="font-family:'Times New Roman'; font-size:12pt">Esta sección describe las características de los Créditos Hipotecarios y a menos que se indique lo contrario, la información sobre porcentajes se determinó con base en el saldo insoluto de la totalidad de los Cré</span><span style="font-family:'Times New Roman'; font-size:12pt">ditos al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">. Los Créditos Hipotecarios causan intereses a una tasa de interés fija.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los Créditos Hipotecarios que forman parte del Patrimonio del Fideicomiso son en esencia, contratos de apertura de crédito con garantía hipotecaria en primer lugar sobre un inmueble adquirido con las cantidades dispuestas bajo dichos créditos, a una tasa de interés fija.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los inmuebles adquiridos a través de los Créditos son Inmuebles unifamiliares que en general se ubican en conjuntos urbanos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en distintas localidades del país.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Créditos Hipotecarios se encuentran denominados en </span><span style="font-family:'Times New Roman'; font-size:12pt">UDI’s</span><span style="font-family:'Times New Roman'; font-size:12pt">, pagan intereses y principal en forma mensual. El Fideicomiso es el único beneficiario de estos pagos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En las tablas a continuación se muestran las características de los Créditos que forman parte del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A partir de la Fecha de Emisión y en tanto no sean amortizados, los Certificados Bursátiles Fiduciarios devengarán un interés bruto anual sobre su Saldo Insoluto, que el Representante Común determinará mensualmente dos días hábiles anteriores al inicio de cada periodo mensual, computado a partir de la fecha de emisión que regirá durante ese periodo mensual, con base en una tasa de rendimiento bruto anual (la “Tasa de Rendimiento Bruto Anual”) de 4.19% (cuatro punto diecinueve por ciento) para los Certificados Bursátiles Fiduciarios Serie A1, 4.35% (cuatro punto treinta y cinco por ciento) para los Certificados Bursátiles Fiduciarios Serie A2 y 6.99% (seis punto noventa y nueve por ciento) para los Certificados Bursátiles Fiduciarios Serie B, la cual se mantendrá fija durante la vigencia de la Emisión. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El interés que devengarán los Certificados Bursátiles Fiduciarios, en sus respectivas series, se computará a partir de su Fecha de Emisión y los cálculos para determinar las tasas y los intereses a pagar deberán comprender los días naturales de que efectivamente consten los periodos respectivos. Los cálculos se efectuarán cerrándose a centésimas. Los intereses que devenguen los Certificados Bursátiles Fiduciarios se liquidarán en la forma indicada en esta sección. Para determinar el monto de intereses a pagar en cada Fecha de Pago, el Representante Común utilizará la siguiente fórmula:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">fórmula:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHQAAAAlCAYAAACTSM11AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAORSURBVHhe7ZnLkdUwEEUnABIgARIgASIgAjIgA1IgARYkwIYAZksMbNgTB/QZfKtudUmyeWXL79OnqsseSZbafaWW/OapKIqiKI7lT7K3YbfCxzD3/XvYw0NQ7oUSNChB74yRoDml5dTWqvsc9irsDErQYE3QN/9uX8Rif0UsRBMEUfvu6zD+9vqZlKDBSNB3yxUkKHi5CwrcnxXYEjQYCeq4oI4LqhX66eWv+ZSgwR6CUif7EYawZ1CCBnuv0K9hiHoGJWiwp6CAqL22R9MV9H0YL4rhmO7dWg5TNiPdcNL8EKbDiXxZ85v6/ElB+Ra2CKoTMG1Hny6cnHNfxE1+egy9nGewXoyHglIpZ+nsVxjphHs5TWpxx0eD7Qnj4gOHD674BD2/1Yb77POX5TqCd5XRr/ByGf37KTjDRNTE416+SDh895Tt5Yw9ivHP5dqETjChDgWdKlgzwQd/YQVHjPwmeASdZ4S3nQHxYmFwxfJKxh/eL/u1xU/etQsdeCdZUGAmEiCcoo72W1co/bVsDfpnTK0CjS1Gft+KoKRk/NSPGkD5WoyH8eNBf1kPjFCAKMdYsblNDz2TbQsIwrgEJr9cy28CRxn+8ZwH0dvOwFMu15agQDv8VT3lxGcU410FhVabHrRt2VaYvbRnfN+zWn4THMp8zxLeVtDnnpZpHYpE9p3JCCqn7DBBPeXCaLAM7Vq2BivSU5Fmstjit+NtrwH3RwuGOKv8MEEJLIHUDIL/EfRS6J9UK/TSYs3vjLe9BrI/+M77qfwiQcntVOphOkO8/NlCvVanBvZgHwHjMK588RNhz2/87QVhy2fLLOS/3kfweUbZWoy7ny3atNWJ7t087YG3OxIyg4yx8FWM/O4J+m25XgPuf4a0uxbj38v1oRkJSoBZEaxyJpBDZlKm0mRhktMWyxN+BiVo0BMUAbX6lfIEYpLqKXehJSTmP37MogQNtqRcViCnadHa52hDuWCf66X5oyhBg7V/RrMCvQ2rjzSrdKu6vLflv2fwvFwfmlHQWWGIhmmFcmX1kXYlrr4TzxbUM8TDshZ0hGMVIhxkoahTmZfnv2dQggZbgy5BOSj5jyk8z6plNfv34Rl7aAkabBEUEbVXsmJ1mtW9Trp+yuV+NiVo0BNUv1NjfigCfZ9i+rQB7akSdjYlaEDwCYTsDCEuhcnkvmMPD/ucG2n0ViDVu++3NBmLoijuh6env/HDNwItjxQPAAAAAElFTkSuQmCC" width="116" height="37" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:Arial; font-size:8pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.55pt 0pt 0pt; text-indent:2.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt">IDi</span><span style="font-family:'Times New Roman'; font-size:12pt">= Monto de Pago de Interés que corresponda a esa Fecha de Pago</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 2.55pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP= Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios, en sus respectivas series, al inicio del Período de Intereses respectivo</span>
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<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt 2.55pt 0pt 0pt; text-indent:2.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> TB= Tasa de Interés correspondiente a cada serie de Certificados Bursátiles Fiduciarios</span>
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<p style="margin:0pt 2.55pt 0pt 0pt; text-indent:2.25pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 2.55pt 0pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Ni= Número de días efectivamente transcurridos durante el Periodo de Intereses respectivo.</span>
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<p style="margin:0pt 2.55pt 0pt 0pt; text-indent:2.25pt; text-align:justify; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Para determinar el importe de los pagos correspondientes en Moneda Nacional, el Representante Común utiliza el valor de la UDI correspondiente al día 25 de cada mes, independientemente de que dicha fecha no sea un Día Hábil. El pago y amortización de todas las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios en una Fecha de Pago se realiza en Pesos y para tal efecto el Representante Común</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">utiliza la siguiente fórmula:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">$ = MAU * VUDI</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">$ = Pesos</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">MAU = Monto adeudado bajo los Certificados Bursátiles Fiduciarios de la serie correspondiente en UDIS en una Fecha de Pago</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">VUDI = Valor de la UDI en Pesos correspondiente a dicha Fecha de Pago según lo publique Banco de México en el Diario Oficial de la Federación</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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<span style="font-family:'Times New Roman'; font-size:12pt">El Representante Común, 1 (un) Día Hábil antes de la Fecha de Pago, da a conocer a la BMV, a través del SEDI (o cualesquiera otros medios que ésta determine), así como a la CNBV y al Indeval, 2 (dos) Días Hábiles antes de la Fecha de Pago, el Monto de Pago de Interés de la correspondiente serie de Certificados Bursátiles Fiduciarios que debe pagarse en esa Fecha de Pago, la tasa de interés aplicable al siguiente periodo, así como el saldo insoluto por título</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> en caso de amortizaciones parciales de principal.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los intereses que devenguen los Certificados Bursátiles Fiduciarios se </span><span style="font-family:'Times New Roman'; font-size:12pt">liquida</span><span style="font-family:'Times New Roman'; font-size:12pt"> los días 25 de cada mes durante la vigencia de la Emisión o en su caso el día hábil siguiente, si alguno de ellos no lo fuere, contra la entrega de la constancia correspondiente que para tales efectos expida la S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Iniciado cada periodo mensual, la Tasa de Rendimiento Bruto Anual determinada no sufre cambios durante el mismo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Representante Común utiliza la siguiente fórmula para calcular el nuevo Saldo Insoluto de Certificados Bursátiles Fiduciarios en circulación: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIPi</span><span style="font-family:'Times New Roman'; font-size:12pt">=SIPi-1-AM</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En donde: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIPi</span><span style="font-family:'Times New Roman'; font-size:12pt"> = Saldo Insoluto de Principal de todos los Certificados Bursátiles de la Serie correspondiente en circulación. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIPi-1= Saldo Insoluto de Principal</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de todos los Certificados Bursátiles Fiduciarios de la Serie correspondiente en la Fecha de Pago inmediata</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">anterior. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">AM = Monto de la Amortización de Principal. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Para determinar el Saldo Insoluto por Título en Circulación, el Representante Común utilizará la siguiente fórmula: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIPi</span><span style="font-family:'Times New Roman'; font-size:12pt">= SIP / número de títulos en circulación de la serie correspondiente </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En donde: </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIPi</span><span style="font-family:'Times New Roman'; font-size:12pt"> = Saldo Insoluto de Principal de cada Certificado Bursátil de la Serie correspondiente </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SIT= Saldo Insoluto de Principal</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de todos los Certificados Bursátiles de la Serie correspondiente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La Emisión no contempla el pago de rendimiento mínimo, el pago de Intereses y amortizaciones parciales de Principal se realizará conforme al procedimiento descrito en el Macrotítulo de la Emisión atendiendo en todo momento la prelación de pagos establecidas en el Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">En cada Fecha de Pago, el Fiduciario podrá efectuar amortizaciones parciales anticipadas del monto de principal de los Certificados Bursátiles Fiduciarios, por una cantidad</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">igual al</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">monto que se determine para tal propósito de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">conformidad con la</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Cláusula Decimo</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Segunda</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del</span><span style="font-family:'Times New Roman'; font-size:12pt"> Fideicomiso. </span><span style="font-family:'Times New Roman'; font-size:12pt">Si el Fiduciario no</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">efectúa</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">amortizaciones</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">parciales anticipadas</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">del</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">monto</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">principal de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Certificados Bursátiles Fiduciarios, dicha</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">circunstancia</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">ningún caso</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">se considerará</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">como</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">una Causa</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de Vencimiento Anticipado.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cada amortización anticipada de principal será aplicada a prorrata entre la totalidad de los Certificados Bursátiles Fiduciarios emitidos y en circulación en sus distintas series. En el caso </span><span style="font-family:'Times New Roman'; font-size:12pt">de una amortización anticipada de principal no habrá obligación de pagar prima por amortización anticipada alguna.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Los Certificados Bursátiles Fiduciarios dejan de causar intereses a partir de la fecha señalada para su pago, siempre que el Fiduciario Emisor hubiere constituido el depósito del importe de la amortización y, en su caso, de los intereses correspondientes, en las oficinas de Indeval a más tardar a las 11:00 A.M. de dicha fecha.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">La falta de pago de los Certificados Bursátiles Fiduciarios no da lugar al pago de interés moratorio alguno. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">De conformidad con el Título que documenta la presente misión, el Título no tienen cupones adheridos. </span>
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<span style="font-family:'Calibri Light'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Toda vez que los Certificados Bursátiles Fiduciarios Serie B y la Constancia a ser emitidos por el Fiduciario de conformidad con el Programa tienen por objeto el obtener los recursos que constituyen el aforo de la emisión para beneficio de los tenedores de los Certificados Bursátiles Fiduciarios Serie A, los Certificados Bursátiles Fiduciarios Serie B y la Constancia tienen menores derechos que los Certificados Bursátiles Fiduciarios Serie A y están estrictamente subordinados a los Certificados Bursátiles Fiduciarios Serie A y cualquier cantidad que en su caso el Fiduciario le adeude a MBIA en términos del Contrato de Seguro de Garantía Financiera. Ello resulta de, entre otras cosas, el hecho que el principal e intereses de los Certificados Bursátiles Fiduciarios Serie B y la Constancia son pagados después de haberse hecho los pagos que en términos del Fideicomiso corresponda a los Certificados Bursátiles Fiduciarios Serie A y a MBIA, en la medida en que el Fiduciario cuente con recursos disponibles para realizar pagos a los Tenedores de los Certificados Bursátiles Fiduciarios Serie B y la Constancia. Por virtud de lo anterior, los Certificados Bursátiles Fiduciarios Serie B tienen una menor calificación crediticia y en el caso de la Constancia, ésta no puede considerarse como instrumento con grado de inversión. En consecuencia, existe el riesgo a que los tenedores de los Certificados Bursátiles Fiduciarios Serie B y la Constancia no reciban las cantidades de principal y en su caso interés, que se les adeuden bajo dichos instrumentos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Toda vez que el Indeval, en términos del artículo doscientos ochenta y dos de la Ley del Mercado de Valores, tendrá la custodia y la administración de los Títulos que amparan la presente Emisión de Certificados Bursátiles Fiduciarios, tanto el reembolso del saldo insoluto como el pago de intereses se efectuará en esta Ciudad de México, Distrito Federal, en Paseo de la Reforma No. 255, 3er. Piso, Col. Cuauhtémoc, C.P. 06500. El Fiduciario entregará al Representante Común vía electrónica, el día hábil anterior al que deba efectuar dichos pagos a </span><span style="font-family:'Times New Roman'; font-size:12pt">más tardar a las 11:00 horas el importe a pagar correspondiente a los Certificados Bursátiles Fiduciarios en circulación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Altor</span><span style="font-family:'Times New Roman'; font-size:12pt"> Casa de Bolsa, S.A. de C.V.</span>
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S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V. (
La tasa de retención aplicable respecto a los intereses pagados conforme a los Certificados Bursátiles Fiduciarios, se encuentra sujeta (i) para las personas físicas y morales residentes en México para efectos fiscales, a lo previsto en el artículo 153, 135, 54 y demás aplicables de la Ley del Impuesto Sobre la Renta vigente, y (ii) para las personas físicas y morales residentes en el extranjero para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la Ley del Impuesto Sobre la Renta vigente. El régimen fiscal vigente podrá modificarse a lo largo de la vigencia de cada una de las Emisiones. Los posibles adquirentes de los Certificados Bursátiles Fiduciarios deberán consultar con sus asesores, las consecuencias fiscales resultantes de la compra, el mantenimiento o la venta de los Certificados Bursátiles Fiduciarios, incluyendo la aplicación de reglas específicas respecto de su situación particular
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">No aplica.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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Los títulos se encuentran inscritos en el Registro Nacional de Valores
La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.
Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado
Del 1o de enero al 31 de diciembre del 2025
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Administrador</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, HSC en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">su carácter</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">administrador de</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Créditos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Hipotecarios, o cualquier Administrador Substituto de conformidad con los términos del Contrato de Administración.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Administrador Substituto </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, cualquier tercero que substituya al Administrador conforme a lo previsto en el Contrato de Administración</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aforo Inicial </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Porcentaje de Aforo de 1% (uno por ciento).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aforo Objetivo </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Porcentaje de Aforo de 2.8% (</span><span style="font-family:'Times New Roman'; font-size:12pt">dos punto</span><span style="font-family:'Times New Roman'; font-size:12pt"> ocho por ciento), que deberá ser alcanzado cuando se llegue al Porcentaje Objetivo Serie A y al Porcentaje Objetivo Serie B.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Agencias Calificadoras </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, en forma conjunta, las sociedades denominadas Standard & </span><span style="font-family:'Times New Roman'; font-size:12pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A. de C.V., Moody’s de México, S.A. de C.V. y Fitch México, S.A. de C.V., o cualquier otra agencia calificadora que substituya a cualquiera de ellas (con el consentimiento previo y por escrito de MBIA, siempre y cuando sea el Fideicomisario Controlador, y si ese no es el caso, entonces con el consentimiento previo y por escrito del Representante Común), quienes determinarán la Calificación de los Certificados Bursátiles Fiduciarios. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Anexos </span><span style="font-family:'Times New Roman'; font-size:12pt">significa el conjunto de Anexos del Contrato de Fideicomiso que se incluyen al presente y que forman parte integral del mismo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Anticipos de MBIA </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, las cantidades que MBIA tiene derecho (mas no la obligación) a su absoluta discreción de entregar al Fiduciario, mediante depósito en la Cuenta de Cobranza exclusivamente para el pago de la Comisión de Intercambio (según dicho término se define en la Cobertura SHF), a la SHF. Los reembolsos de Anticipos de MBIA deberán ser pagados por el Fiduciario a MBIA, incluyendo intereses generados a una tasa equivalente a la TIIE más una </span><span style="font-family:'Times New Roman'; font-size:12pt">tasa adicional de 2% (dos por ciento), de conformidad con lo previsto en la Cláusula </span><span style="font-family:'Times New Roman'; font-size:12pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:12pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aseguradora </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la institución de seguros que se haya contratado para suscribir las pólizas de los Seguros que corresponden a los Créditos Hipotecarios; y en el caso que el Administrador decida en momento determinado el cambio de Aseguradora en el futuro, dicha institución de seguros que contrate el Administrador para suscribir las pólizas de los Seguros deberá ser alguna de las ya aprobadas por las partes del Contrato de Fideicomiso, las cuales se encuentran listadas en el Anexo “A” del Contrato de Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Aviso de Venta </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el aviso que MBIA podrá dar de conformidad con el inciso 3 (c) de la cláusula Décima Octava del Contrato de Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Banco de México </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el banco central de México que fue establecido por la Ley del Banco de México publicada en el Diario Oficial de la Federación el 23 de diciembre de 1993.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BMV </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Bolsa Mexicana de Valores, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Calificación de los Certificados Bursátiles Fiduciarios </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la calificación otorgada a los Certificados Bursátiles Fiduciarios por las Agencias Calificadoras</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cantidad Faltante </span><span style="font-family:'Times New Roman'; font-size:12pt">tendrá el significado que se le atribuye al término “</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Deficiency</span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic"> </span><span style="font-family:'Times New Roman'; font-size:12pt; font-style:italic">Amount</span><span style="font-family:'Times New Roman'; font-size:12pt">” en la Póliza.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cantidades Excluidas </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, (a) cualquier cantidad devengada (sin importar cuando ésta sea efectivamente cobrada por el Administrador) con respecto a los Créditos Hipotecarios con anterioridad a (e incluyendo) la Fecha de Corte, incluyendo, sin limitación, (i) cualquier pago de principal devengado hasta (e incluyendo) la Fecha de Corte, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) cualquier indemnización devengada en relación con los Seguros antes de (e incluyendo) la Fecha de Corte, y (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el producto de la venta o cesión de cualquier Crédito Hipotecario o parte del mismo devengada antes de (e incluyendo) la Fecha de Corte y (b) intereses ordinarios y moratorios y comisiones pagados (sin importar cuando se hayan devengado) antes de (e incluyendo) la Fecha de Cierre.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cantidades Incluidas </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, (a) cualquier cantidad devengada (sin importar cuando ésta sea efectivamente cobrada por el Administrador) con respecto a los Créditos Hipotecarios en o en cualquier momento después de (y sin incluir) la Fecha de Corte, incluyendo, sin limitación, (i) cualquier pago de principal devengado a partir de (sin incluir) la Fecha de Corte, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) cualquier indemnización devengada en relación con los Seguros a partir de (sin incluir) la Fecha de Corte, y (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el producto de la venta o cesión de cualquier Crédito Hipotecario o parte del mismo devengada después de la Fecha de Corte y (b) intereses ordinarios y moratorios y comisiones pagados (sin importar cuando se hayan devengado) a partir de (sin incluir) la Fecha de Cierre.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Carta de Prima </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la carta compromiso fechada en la Fecha de Cierre en la cual se especifica el monto de la prima pagadera a MBIA por la emisión de la Póliza.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Causa de Incumplimiento </span><span style="font-family:'Times New Roman'; font-size:12pt">Se considerará que ha ocurrido una Causa de Incumplimiento (sea cual sea la razón para dicha Causa de Incumplimiento y ya sea que se efectúe voluntaria o involuntariamente o por efecto de ley o en relación con cualquier juicio, decreto u orden de cualquier juzgado o con cualquier orden, regla o regulación de cualquier organismo o dependencia administrativa o gubernamental): (i) que en una Fecha de Pago no se pague íntegramente el Monto de Pago de Interés de la Serie A o el Monto de Pago de Interés de la Serie B, o que en la Fecha de Vencimiento no se pague íntegramente el Saldo Insoluto de Principal más los intereses devengados a esa fecha respecto de los Certificados Bursátiles Fiduciarios, o el Fiduciario incumpla en el pago de cualquier otra cantidad adeudada bajo el Contrato de Fideicomiso en la fecha en que dicho pago requiera ser pagado conforme a dicho </span><span style="font-family:'Times New Roman'; font-size:12pt">Contrato; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que el Fiduciario proporcione información falsa o errónea a los Tenedores o a MBIA de cualquier asunto importante relacionado con la emisión de los Certificados Bursátiles Fiduciarios, la Póliza o el cumplimiento de las obligaciones del Fiduciario bajo cualquier Documento de la Operación, y dicha información no sea corregida dentro de los 30 días naturales contados desde la fecha en que el Fiduciario conozca que dicha información es falsa o errónea; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que el Fiduciario esté en incumplimiento de cualesquiera otros términos, obligaciones o condiciones del Contrato de Fideicomiso o los demás Documentos de la Operación por (a) quince días naturales (o cualquier otro periodo de gracia mayor o menor establecido en el contrato respectivo), después de notificar al Fiduciario, en el caso de cualquier incumplimiento que pueda ser subsanado mediante el pago de una cantidad en dinero; o (b) por 30 días naturales después de notificar al Fiduciario en caso de cualquier otro incumplimiento; en el entendido, sin embargo, que si algún incumplimiento no monetario no pudiera ser remediado razonablemente dentro de dicho periodo original de 30 días naturales, y el Fiduciario ha comenzado a remediar el mismo dentro de dicho periodo de 30 días naturales y a partir de entonces proceda diligentemente y de manera expedita a remediar el mismo, dicho plazo de 30 días naturales se extenderá por un periodo adicional de 30 días naturales; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) que el Fiduciario rechace o impugne la validez u obligatoriedad de los Certificados Bursátiles Fiduciarios o de los demás Documentos de la Operación; o (v) que ocurra y continúe durante un periodo de más de 30 días naturales, un incumplimiento de HSC a los Documentos de la Operación (con excepción del Contrato de Administración) que tenga un efecto adverso importante en los Certificados Bursátiles Fiduciarios o en MBIA; o (vi) que el Fiduciario transfiera o afecte cualesquiera de los bienes o derechos que integran el Patrimonio del Fideicomiso de una manera distinta a lo expresamente permitido bajo el Contrato de Fideicomiso o los demás Documentos de la Operación; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">vii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que cualquier declaración realizada por el Fiduciario en cualquiera de los Documentos de la Operación, certificado, reporte, estado financiero o cualquier otro documento sea falsa o errónea en cualquier aspecto importante a la fecha en que dicha declaración fue realizada, en el entendido, sin embargo, que si las circunstancias que provocaron dicho incumplimiento en las declaraciones bajo los Documentos de la Operación, certificado o reporte entregado conforme a cualquiera de los Documentos de la Operación sea remediado, dentro del periodo especificado en el contrato correspondiente como periodo para remediarlo, dicho incumplimiento de las declaraciones en sí mismo no deberá constituir una Causa de Incumplimiento del Contrato de Fideicomiso; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">viii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que el Fiduciario inicie, en relación con el presente Fideicomiso, cualquier procedimiento relacionado con un concurso mercantil, quiebra, insolvencia o reestructuración de pasivo; o que sea designado un interventor, conciliador, síndico, liquidador o fiduciario en relación con el presente Fideicomiso, o si el Fiduciario es declarado en concurso mercantil, quiebra o insolvencia, o si cualquier solicitud o demanda de concurso mercantil o reestructuración de pasivos es presentada respecto del presente Fideicomiso de conformidad con la Ley de Concursos Mercantiles, o cualquier ley federal o estatal similar, o que dicha declaración, solicitud o procedimiento fueren involuntarias o no consentidas por el Fiduciario, y subsistan sin cancelarse o desecharse por un período de 60 (sesenta) días naturales; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">ix</span><span style="font-family:'Times New Roman'; font-size:12pt">) que se vuelva ilegal para el Fiduciario actuar en dicho carácter y no se nombre un fiduciario sustituto de conformidad con lo establecido para tal efecto en el Contrato de Fideicomiso, dentro de los 60 (sesenta) días siguientes a la fecha en que ocurra dicha circunstancia; en el entendido de que si el fiduciario sustituto ha sido designado, MBIA, siempre y cuando sea el Fideicomisario Controlador, y si ese no es el caso, entonces por el Representante Común, deberá aprobar dicha </span><span style="font-family:'Times New Roman'; font-size:12pt">designación y las Agencias Calificadoras deberán haber confirmado por escrito que dicha designación no resultará en la disminución o remoción de la Calificación de los Certificados Bursátiles Fiduciarios (sin considerar la Póliza); o (x) que haya ocurrido y continúe una Causa de Sustitución del Administrador o que el Contrato de Administración sea terminado por el Administrador y un Administrador Sustituto no haya sido designado de conformidad con los términos y condiciones previstos en el Contrato de Administración dentro de un plazo de 60 (sesenta) días naturales contado a partir de que ocurra la Causa de Sustitución o la terminación del Contrato de Administración. (xi) que el Fiduciario por cualquier motivo deje de ser el legítimo propietario de los Créditos Hipotecarios o del Patrimonio del Fideicomiso; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">xii</span><span style="font-family:'Times New Roman'; font-size:12pt">) que se realice cualquier reclamación válida bajo la Póliza. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificados Bursátiles Fiduciarios </span><span style="font-family:'Times New Roman'; font-size:12pt">significan en forma conjunta los Certificados Bursátiles Fiduciarios Serie A y los Certificados Bursátiles Fiduciarios Serie B emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso de conformidad con los artículos 61, 62, 63 y 64 de la LMV.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificados Bursátiles Fiduciarios Serie A </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, conjuntamente los Certificados Bursátiles Serie A1 y los Certificados Bursátiles Fiduciarios Serie A2. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificados Bursátiles Fiduciarios Serie A1 </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal cada uno de 100.00 (Cien) UDIS, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificados Bursátiles Fiduciarios Serie A2 </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal cada uno de 100.00 (Cien) UDIS, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Certificados Bursátiles Fiduciarios Serie B </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, los títulos de crédito que sean colocados entre el gran público inversionista por el Fiduciario, con un valor nominal cada uno de 100.00 (Cien) UDIS, emitidos por el Fiduciario con cargo al Patrimonio del Fideicomiso, de conformidad con los artículos 61, 62, 63 y 64 de la LMV, los cuales se encuentran subordinados a los Certificados Bursátiles Fiduciarios Serie A y a cualquier cantidad que, en su caso, se adeude a MBIA, en cuanto al derecho y prioridad para recibir pago de principal e intereses del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">CNBV </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Comisión Nacional Bancaria y de Valores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cobertura de Pagos en SMGV </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto a los Créditos Hipotecarios, el convenio por medio del cual HSC acordó con el Deudor Hipotecario respectivo, acreditar en forma mensual contra el saldo de dicho crédito un monto en UDIS igual a la diferencia que pueda existir entre el monto del pago efectuado por el Deudor Hipotecario respectivo (indexado al aumento del Salario Mínimo) y el pago programado bajo dicho crédito (denominado en UDIS) y el Deudor Hipotecario se comprometió a pagar una contraprestación por el monto que se especifica en dicho convenio.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cobertura SHF </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, respecto de los Créditos Hipotecarios, el contrato de intercambio de flujos en la forma del Anexo “I” del Contrato de Cesión, celebrado entre la Sociedad Hipotecaria Federal y el Fiduciario en la Fecha de Cierre. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cobranza </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto a los Créditos Hipotecarios el monto total de las Cantidades Incluidas que sean efectivamente cobradas por o a cuenta del Administrador en un Período de Cobranza menos (i) el monto de la Comisión por Administración que le corresponda al Administrador durante dicho periodo y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) las cantidades que de conformidad con el Contrato </span><span style="font-family:'Times New Roman'; font-size:12pt">de Administración, no deban de ser depositadas en la Cuenta General, incluyendo sin limitación, los Gastos de Cobranza</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> y las primas de Seguros, así como las cantidades que se identifiquen como Montos Recibidos Por Aplicar. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Comisión por Administración </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la contraprestación que el Administrador tiene derecho a percibir en términos del Contrato de Administración.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Constancia </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, las constancias que acreditan a sus tenedores como titulares de los derechos de Fideicomisario en Cuarto Lugar, conforme al Contrato de Fideicomiso, incluyendo el derecho a recibir el porcentaje de las Distribuciones que se efectúen de conformidad con la cláusula Décima Segunda del Contrato de Fideicomiso, y en general, la proporción que</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponda del Remanente que pueda haber en el Patrimonio del Fideicomiso después del pago total de los Certificados Bursátiles Fiduciarios, las cantidades adeudadas a MBIA conforme al Contrato de Seguro de Garantía Financiera, las cantidades adeudadas bajo el Contrato de Fideicomiso y los demás Documentos de la Operación, suscritas por el Fiduciario en los términos de la cláusula Quinta del Contrato de Fideicomiso y sustancialmente en la forma del Anexo “B” de dicho contrato. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Administración </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el contrato de administración y cobranza que celebrará el Fiduciario y el Administrador, para que éste como Administrador lleve a cabo la administración y cobranza de los Créditos Hipotecarios, sus accesorios y los Seguros, mediante una comisión mercantil con responsabilidad del Fiduciario en términos del original firmado que se anexa al Contrato de Fideicomiso como Anexo “C”. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Cesión </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el contrato de cesión irrevocable, en términos del Anexo “D”, celebrado en escritura pública entre HSC como cedente, y el Fiduciario, como cesionario, por medio del cual HSC cede a favor del Fiduciario, para beneficio del Patrimonio del Fideicomiso Créditos Hipotecarios, y sus accesorios, incluyendo la Hipoteca, los Seguros, la Cobertura de Pagos en SMGV y los derechos derivados del Convenio de Colaboración respecto de los Créditos Hipotecarios Cofinanciados. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Cesiones Adicionales </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el contrato de cesión en escritura pública por medio del cual HSC substituya un Crédito Hipotecario con otro crédito hipotecario junto con el beneficio de sus accesorios, incluyendo la Hipoteca, los Seguros, la Cobertura de Pagos en SMGV y los derechos derivados del Convenio de Colaboración respecto de los Créditos Hipotecarios Cofinanciados, en su caso, conforme a lo establecido en el Contrato de Cesión. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Depósito </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Contrato de Depósito y Administración de Archivos de fecha 10 de octubre de 2003, celebrado entre el Custodio y el Administrador, mismo que fue reformado el 15 de noviembre de 2003 y el 27 de septiembre de 2004. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:12pt">significa el contrato de fideicomiso irrevocable número F/234036 celebrado por HSC en su carácter de fideicomitente, con el Fiduciario, en su carácter de fiduciario, el Representante Común, en su carácter de representante común de los Tenedores de los Certificados Bursátiles Fiduciarios y MBIA, de fecha 23 de octubre de 2007, constituido con la finalidad de afectar al Fideicomiso por parte de HSC, los derechos respecto a los Créditos Hipotecarios, las Hipotecas, el derecho a efectuar reclamaciones bajo los Seguros y la Cobertura de Pagos en SMGV, con el fin principal de emitir los Certificados Bursátiles Fiduciarios y colocarlos entre el gran público inversionista.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Contrato de Seguro de Garantía Financiera </span><span style="font-family:'Times New Roman'; font-size:12pt">tendrá el significado que se le atribuye en la Declaración I (g) del Contrato de Fideicomiso</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Convenio de Colaboración </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Convenio de Colaboración de fecha 9 de junio de 2004, celebrado entre el Fideicomitente y el Infonavit, para establecer las bases, condiciones y procedimientos para el otorgamiento de Créditos Hipotecarios Cofinanciados.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Convenio de Reconocimiento de Adeudo y Pago de SHF </span><span style="font-family:'Times New Roman'; font-size:12pt">significa conjuntamente, (i) el convenio de reconocimiento de adeudo y pago a ser celebrado entre el Fideicomitente y SHF y/o FOVI en la Fecha de Cierre o en la fecha de celebración del Contrato de Cesión Adicional aplicable, según sea el caso, que establece el pago de las cantidades adeudadas por el Fideicomitente a SHF y/o FOVI y la liberación de las hipotecas en primer lugar y grado a favor de SHF y/o FOVI sobre los Inmuebles respectivos respecto de los Créditos Hipotecarios, y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el poder especial irrevocable a ser otorgado por SHF y/o FOVI a favor del Fiduciario en la Fecha de Cierre o en la Fecha de Cesión Adicional aplicable, según sea el caso, a efecto de cancelar las hipotecas en primer lugar y grado constituidas sobre los Inmuebles a favor de SHF y/o FOVI. </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crédito Hipotecario Reestructurado </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Crédito Hipotecario respecto del cual el Deudor Hipotecario y el Cedente han acordado por escrito, la modificación de las condiciones del Crédito Hipotecario en relación con cualesquiera de los siguientes temas (i) disminución de la tasa de interés, o (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) cambios de la denominación de un crédito en UDIS a Pesos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crédito Hipotecario Vencido </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Crédito Hipotecario con respecto del cual más del equivalente de tres (3) pagos mensuales previstos en el contrato de crédito respectivo se encuentra pendiente de pago más allá de la fecha debida conforme al mismo (incluyendo, sin limitación, todas las cantidades que, por concepto de principal, intereses ordinarios, comisiones, primas de Seguros y primas por la Cobertura SHF o por cualquier otra cobertura, en su caso).</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crédito Hipotecario Vigente </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Crédito Hipotecario con respecto del cual no haya más del equivalente a tres (3) pagos mensuales previstos en el contrato de crédito respectivo se encuentra pendiente de pago más allá de la fecha debida conforme al mismo (incluyendo, sin limitación, todas las cantidades </span><span style="font-family:'Times New Roman'; font-size:12pt">que</span><span style="font-family:'Times New Roman'; font-size:12pt"> por concepto de principal, intereses ordinarios, comisiones, primas de Seguros y primas por la Cobertura SHF o por cualquier otra cobertura, en su caso).</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Crédito no Elegible </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, (a) un Crédito Hipotecario con respecto del cual una o más de las declaraciones hechas por HSC, en términos de la cláusula Quinta del Contrato de Cesión respecto a dicho crédito, es total o parcialmente incorrecta 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:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) 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 y tiempo que correspondería si esa o esas declaraciones hubieran sido correctas; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) los derechos de MBIA se vean sustancial y adversamente afectados, y (b) tratándose de Créditos Hipotecarios en Jurisdicción Especial, si el Administrador no entrega al Fiduciario (con copia a MBIA, siempre y cuando sea Fideicomisario Controlador, y si este no es el caso, entonces al Representante Común), dentro de los 6 (seis) meses siguientes a la fecha en que dicho Crédito Hipotecario en Jurisdicción Especial fue cedido al Fiduciario, un documento en donde el Cedente certifique que la cesión respectiva fue debidamente inscrita en el registro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> público de la propiedad correspondiente y el Deudor Hipotecario respectivo ha sido debidamente notificado de la misma, en ambos casos, en términos de la legislación aplicable. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Créditos Hipotecarios </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los créditos con garantía hipotecaria y sus accesorios, incluyendo los Seguros y Cobertura de Pagos en SMGV correspondientes a cada uno de dichos créditos, incluyendo los Créditos Hipotecarios Cofinanciados y sus accesorios, originados y administrados por HSC, que se listan en el Anexo “E” del Contrato de Fideicomiso y que forman parte del Patrimonio del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Créditos Hipotecarios Cofinanciados </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, conjuntamente, los créditos con garantía hipotecaria otorgados de manera simultánea por el Fideicomitente y el Infonavit, los cuales se encuentran garantizados mediante hipoteca constituida sobre el inmueble adquirido con el producto del Crédito Hipotecario Cofinanciado respectivo con la siguiente prelación y orden: (i) en primer lugar y orden a favor de la SHF y de Infonavit para garantizar las obligaciones a su favor en forma proporcional al saldo insoluto que hubiere del respectivo crédito otorgado por SHF al Fideicomitente o el Infonavit al Deudor Hipotecario al momento del incumplimiento de las obligaciones de pago que diere lugar a la ejecución de la correspondiente garantía hipotecaria y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) en segundo lugar y orden a favor del Fideicomitente para garantizar el pago del crédito otorgado por el Fideicomitente al Deudor Hipotecario respectivo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Créditos Hipotecarios en Jurisdicción Especial </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, un Crédito Hipotecario respecto del cual el Inmueble respectivo se encuentra ubicado en una entidad federativa de México en la que la cesión de la Hipoteca requiere de inscripción en el registro público de la propiedad y/o notificación al Deudor Hipotecario. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuenta de Cobranza </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la cuenta a nombre del Fiduciario, en la que HSC, como Administrador, deberá depositar todas las cantidades en efectivo derivadas de la Cobranza y los Anticipos de MBIA, conforme a lo establecido en el Contrato de Administración y en el Contrato de Fideicomiso. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuenta de Inversión </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la cuenta que el Fiduciario abra para los efectos descritos en la cláusula Octava inciso (c) del Contrato de Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuenta de Reserva </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la cuenta a nombre del Fideicomiso, en la que HSC depositará una cantidad en efectivo correspondiente al monto estimado, correspondiente a la primera Fecha de Pago, de las cantidades correspondientes a los numerales (1), (3) y (7) del inciso (b) de la Cláusula </span><span style="font-family:'Times New Roman'; font-size:12pt">Décimo Segunda</span><span style="font-family:'Times New Roman'; font-size:12pt"> del Contrato de Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cuenta General </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la cuenta a nombre del Fiduciario y manejada por éste que operará según se establece en el Contrato de Fideicomiso.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Custodio </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, </span><span style="font-family:'Times New Roman'; font-size:12pt">Fipros</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Deudor Hipotecario </span><span style="font-family:'Times New Roman'; font-size:12pt">significa la persona física que con carácter de acreditada es parte de un Crédito Hipotecario, </span><span style="font-family:'Times New Roman'; font-size:12pt">conjuntamente con</span><span style="font-family:'Times New Roman'; font-size:12pt"> cualquier otra persona que se encuentre obligada en relación con dicho Crédito Hipotecario como fiadora, avalista, obligada solidaria o de cualquier otra forma. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Día Hábil </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, todos los días, excepto sábados y domingos, en los que las instituciones de crédito están obligadas a abrir sus oficinas y sucursales de conformidad con el calendario que anualmente publica la CNBV. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Distribuciones </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los pagos que el Fiduciario, con cargo al Patrimonio del Fideicomiso, deba de efectuar en una Fecha de Pago de conformidad con la cláusula Décima Segunda del Contrato de Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Documentos Adicionales </span><span style="font-family:'Times New Roman'; font-size:12pt">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, por ejemplo, (i) la solicitud de Crédito Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la carátula de resolución; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la autorización para investigación y monitoreo </span><span style="font-family:'Times New Roman'; font-size:12pt">en materia de crédito por una sociedad de información crediticia; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) todos los avalúos disponibles con respecto al Inmueble sobre el cual se constituyó la Hipoteca; (v) el acta de nacimiento y fotocopia de identificación del Deudor Hipotecario; (vi) la carta de comprobación de ingresos del Deudor Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:12pt">vii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la carta de constancia de empleo otorgada por el patrón del Deudor Hipotecario; (</span><span style="font-family:'Times New Roman'; font-size:12pt">viii</span><span style="font-family:'Times New Roman'; font-size:12pt">) en su caso, certificado de zonificación para uso de suelo relativo al Inmueble objeto de la Hipoteca; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ix</span><span style="font-family:'Times New Roman'; font-size:12pt">) la tabla de amortización del Crédito Hipotecario; (x) el documento emitido por la Asociación Mexicana de Sofoles en el que se explica a los acreditados las características generales de los crédito con garantía hipotecaria; (xi) oficio de subsidio al impuesto sobre adquisición de inmuebles, en su caso; y (</span><span style="font-family:'Times New Roman'; font-size:12pt">xii</span><span style="font-family:'Times New Roman'; font-size:12pt">) los contratos celebrados con la Sociedad Hipotecaria Federal en relación con los Créditos Hipotecarios.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Documentos de la Operación </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la referencia conjunta al Contrato de Fideicomiso, al Contrato de Cesión, a cada Contrato de Cesión Adicional, al Contrato de Administración, a los Certificados Bursátiles Fiduciarios, a la Cobertura SHF, a la Cobertura de Pagos en SMGV, al Contrato de Seguro de Garantía Financiera, a la Póliza, al Convenio de Colaboración, al Contrato de Depósito y al Convenio de Reconocimiento de Adeudo y Pago de SHF.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Emisión </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la emisión de los Certificados Bursátiles Fiduciarios. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Expedientes de Crédito </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto a cada Crédito Hipotecario, el expediente que contiene, como mínimo, (i) el testimonio de la escritura pública en la que consta el Crédito Hipotecario y la Hipoteca, con la evidencia de su registro en el Registro Público de la Propiedad correspondiente o en su defecto copia de la boleta de entrada en el Registro Público de la Propiedad o una certificación del notario público ante el que se otorgó la escritura pública por virtud de la cual certifique que el testimonio se encuentra en trámite de inscripción ante el Registro Público de la Propiedad correspondiente; y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) en aquellos casos en que la Cobertura de Pagos en SMGV esté documentada en forma independiente, un ejemplar firmado de dicho contrato.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Cierre </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el día en el que se lleve a cabo la liquidación de la colocación de los Certificados Bursátiles Fiduciarios en la BMV. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Corte </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el 1 de octubre de 2007.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Determinación </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, </span><span style="font-family:'Times New Roman'; font-size:12pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:12pt"> cada Fecha de Pago, el segundo Día Hábil siguiente a la Fecha de Transferencia que corresponda a dicha Fecha de Pago.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Determinación TIIE </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, respecto al primer Periodo de Cobranza, 2 Días Hábiles previos a la Fecha de Cierre, y respecto a los demás Periodos de Cobranza, 2 (dos) Días Hábiles previos a cada Fecha de Pago. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Pago </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el día 25 de cada mes calendario de cada año en que el Fideicomiso esté vigente, y en caso de que cualquiera de dichas fechas no sea un Día Hábil, el Día Hábil inmediato posterior, en el entendido que la primera Fecha de Pago será el 26 de noviembre de 2007.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Transferencia </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, </span><span style="font-family:'Times New Roman'; font-size:12pt">en relación a</span><span style="font-family:'Times New Roman'; font-size:12pt"> una Fecha de Pago, el día que ocurra 10 (diez) Días Hábiles después del último día calendario del Periodo de Cobranza que corresponda al mes calendario inmediato anterior a esa Fecha de Pago. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fecha de Vencimiento </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el 25 de enero de 2034.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Fideicomiso Irrevocable número F/234036 junto con las modificaciones que sean acordadas en el futuro </span><span style="font-family:'Times New Roman'; font-size:12pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:12pt"> la cláusula Vigésima Octava del mismo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomiso de Garantía FMO </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Contrato de Fideicomiso Irrevocable de Administración y Garantía No. F/00241 de fecha 23 de diciembre de 2005 celebrado entre Banco J.P. Morgan, S.A., Institución de Banca Múltiple, J.P. Morgan Grupo Financiero, División Fiduciaria y HSC. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomiso de Garantía IFC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Contrato de Fideicomiso Irrevocable de Administración y Garantía No. F/0388 de fecha 2 de diciembre de 2005 celebrado entre Banco J.P. Morgan, S.A., Institución de Banca Múltiple, J.P. Morgan Grupo Financiero y HSC.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomitente </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, HSC. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisario Controlador </span><span style="font-family:'Times New Roman'; font-size:12pt">significa (i) MBIA, en todo caso excepto en el caso de que hubiere ocurrido y continuara un incumplimiento por parte de MBIA en sus obligaciones de pago bajo la Póliza; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el Representante Común, únicamente en caso de que hubiere ocurrido y continuara un incumplimiento por parte de MBIA en sus obligaciones de pago bajo la Póliza.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisario en Primer Lugar </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Tenedores Serie A.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisario en Segundo Lugar </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, MBIA.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisario en Tercer Lugar </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Tenedores Serie B.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fideicomisarios en Cuarto Lugar </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, los tenedores de las Constancias.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fiduciario </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, HSBC México, S.A., Institución de Banca Múltiple, Grupo Financiero HSBC, División Fiduciaria o la institución que lo sustituya de conformidad con el Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fiduciario del Fideicomiso de Garantía FMO </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, Banco J.P. Morgan, S.A., Institución de Banca Múltiple, J.P. Morgan</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Grupo Financiero, División Fiduciaria, en su carácter de fiduciario del Fideicomiso de Garantía FMO. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fiduciario del Fideicomiso de Garantía IFC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, Banco J.P. Morgan, S.A., Institución de Banca Múltiple, J.P. Morgan Grupo Financiero, División Fiduciaria, en su carácter de fiduciario del Fideicomiso de Garantía IFC.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Fiduciarios de Garantía </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Fiduciario del Fideicomiso de Garantía FMO y el Fiduciario del Fideicomiso de Garantía IFC. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">FMO </span><span style="font-family:'Times New Roman'; font-size:12pt">significa</span><span style="font-family:'Times New Roman'; font-size:12pt">, The Netherlands Development Finance Company.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gastos de Cobranza </span><span style="font-family:'Times New Roman'; font-size:12pt">tienen el significado que se le atribuye en el Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Gastos Mensuales </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los gastos correspondientes a un Periodo de Cobranza, pagaderos con cargo al Patrimonio del Fideicomiso, a prorrata en el orden que se indica en función de las cantidades disponibles en la Cuenta General: (i) los honorarios del Fiduciario, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) los honorarios del Representante Común, (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) los gastos directos, indispensables y necesarios para cumplir con las disposiciones legales aplicables, para mantener el registro de los Certificados Bursátiles Fiduciarios en el RNV y su listado en la BMV, y aquellos derivados de cualquier publicación, (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) los gastos derivados de los honorarios del auditor independiente que elabore el dictamen anual sobre el Patrimonio del Fideicomiso en el mes que corresponda, (v) los honorarios de las Agencias Calificadoras (salvo en el caso de que no existan en una Fecha de Pago fondos suficientes en las cuentas del Fideicomiso para el pago íntegro en esa Fecha de Pago de las Distribuciones descritas en el inciso (1) de la cláusula Décima Segunda inciso (b) del presente, en cuyo caso el monto de dichos honorarios no se considerará un Gasto Mensual). </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Hipoteca </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, cada uno de los contratos de hipoteca por medio del cual cada Deudor Hipotecario ha constituido un gravamen en primer lugar y grado de prelación sobre un Inmueble con el fin de garantizar el cumplimiento completo y puntual de las obligaciones a cargo de dicho Deudor Hipotecario derivadas de su Crédito Hipotecario. Lo anterior, en el entendido que (1) en aquellos Créditos Hipotecarios originados por el Fideicomitente con </span><span style="font-family:'Times New Roman'; font-size:12pt">financiamiento por parte de la SHF, las Hipotecas respectivas se constituyen en primer lugar y grado de prelación a favor de la SHF y, en segundo lugar y grado de prelación a favor del Fideicomitente y, en el entendido, asimismo que, una vez liquidados los financiamientos otorgados por SHF en los términos contemplados en el Contrato de Fideicomiso, la Hipoteca otorgada a favor del Fideicomitente constituirá un gravamen en primer lugar y grado de prelación sobre el inmueble respectivo a favor del Fideicomitente y (2) en aquellos Créditos Hipotecarios Cofinanciados, las Hipotecas respectivas se constituyen en primer lugar y grado de prelación a favor de la SHF, así como a favor del Infonavit y, en segundo lugar y grado de prelación a favor del Fideicomitente, en el entendido que una vez liquidados los financiamientos otorgados por la SHF en los términos contemplados en el Contrato de Fideicomiso, la hipoteca se encontrará constituida en primer lugar y grado de prelación a favor del Infonavit y, en segundo lugar y grado de prelación a favor del Fideicomitente. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">HSC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa Hipotecaria Su Casita, S.A. de C.V., Sociedad Financiera de Objeto Múltiple.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">IFC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa International </span><span style="font-family:'Times New Roman'; font-size:12pt">Finance</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Infonavit </span><span style="font-family:'Times New Roman'; font-size:12pt">significa el Instituto del Fondo Nacional de la Vivienda para los Trabajadores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Indeval </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inmueble </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, cada bien inmueble sobre el cual un Deudor Hipotecario ha constituido una Hipoteca para garantizar el cumplimiento de las obligaciones a su cargo, derivadas de un Crédito Hipotecario. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inmueble Adjudicado </span><span style="font-family:'Times New Roman'; font-size:12pt">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:'Times New Roman'; font-size:12pt; font-weight:bold">INPC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Índice Nacional de Precios al Consumidor anunciado de tiempo en tiempo por Banco de México o, en caso de que el mismo no sea anunciado, el índice equivalente que el Banco de México anuncie como su substituto. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Intermediario Colocador </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, conjuntamente ING (México), S.A. de C.V., Casa de Bolsa, ING Grupo Financiero y Casa de Bolsa BBVA Bancomer, S.A. de C.V., Grupo Financiero BBVA Bancomer.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Inversiones Permitidas </span><span style="font-family:'Times New Roman'; font-size:12pt">significa la inversión a un día (overnight) en: (i) valores gubernamentales denominados en Pesos o </span><span style="font-family:'Times New Roman'; font-size:12pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:12pt">, emitidos o garantizados por el Gobierno Federal de México; (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) reportos sobre dichos valores gubernamentales; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) depósitos a la vista con instituciones de banca múltiple con calificación crediticia de "mxA-1+" o mejor (en la Escala Nacional </span><span style="font-family:'Times New Roman'; font-size:12pt">CaVal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Calificaciones de Corto Plazo de Standard & </span><span style="font-family:'Times New Roman'; font-size:12pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> o su equivalente), o "MX-</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">1" o mejor (en la Escala Nacional de Calificaciones de Corto Plazo de Moody's o su equivalente); o (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) certificados de depósito en Pesos con instituciones de banca múltiple con calificación crediticia de "mxA-1+" o mejor (en la Escala Nacional </span><span style="font-family:'Times New Roman'; font-size:12pt">CaVal</span><span style="font-family:'Times New Roman'; font-size:12pt"> de Calificaciones de Corto Plazo de Standard & </span><span style="font-family:'Times New Roman'; font-size:12pt">Poor’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> o su equivalente), o "MX-1" o mejor (en la Escala Nacional de Calificaciones de Corto Plazo de Moody's o su equivalente). </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">LGTOC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Ley General de Títulos y Operaciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">LIC </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Ley de Instituciones de Crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">LMV </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Ley del Mercado de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">MBIA </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, MBIA México, S.A. de C.V.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">México </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Modificación Sustancial </span><span style="font-family:'Times New Roman'; font-size:12pt">significa la modificación o variación en (i) la tasa de interés de los Certificados Bursátiles Fiduciarios, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) el saldo principal insoluto de los Certificados Bursátiles </span><span style="font-family:'Times New Roman'; font-size:12pt">Fiduciarios, (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) las Fechas de Pago; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iv</span><span style="font-family:'Times New Roman'; font-size:12pt">) la Fecha de Vencimiento; (v) la prioridad de pagos prevista en la cláusula Décimo Segunda del Contrato de Fideicomiso; en el entendido de que en este último caso, no se considerará una “Modificación Sustancial”, si la modificación de que se trate se refiere al pago a los tenedores del Residual; (vi) el inciso (b) de la cláusula Décima Novena del Contrato de Fideicomiso; (</span><span style="font-family:'Times New Roman'; font-size:12pt">vii</span><span style="font-family:'Times New Roman'; font-size:12pt">) la cláusula Tercera del Contrato de Fideicomiso en cuanto a la prelación de los Tenedores de los Certificados Bursátiles Fiduciarios como fideicomisarios en primer lugar y tercer lugar, según sea el caso; o (</span><span style="font-family:'Times New Roman'; font-size:12pt">viii</span><span style="font-family:'Times New Roman'; font-size:12pt">) esta definición; en la inteligencia de que nada de lo anterior será considerado como una “Modificación Sustancial” si los Certificados Bursátiles Fiduciarios han sido liquidados en su totalidad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Amortización Anticipada de Principal para la Serie A </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, para una Fecha de Pago, la cantidad que sea necesaria para alcanzar el Porcentaje Objetivo Serie A, después que dicho monto sea aplicado a la amortización de principal de los Certificados Bursátiles Fiduciarios Serie A en dicha Fecha de Pago conforme la Cláusula Décima Segunda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Amortización Anticipada de Principal para la Serie A1 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, para una Fecha de Pago, el Monto de Amortización Anticipada de Principal para la Serie A hasta que los Certificados Bursátiles Fiduciarios Serie A1 hayan amortizados en su totalidad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Amortización Anticipada de Principal para la Serie A2 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, para una Fecha de Pago, el Monto de Amortización Anticipada de Principal para la Serie A menos el Monto de Amortización Anticipada de Principal para la Serie A1.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Amortización Anticipada de Principal para la Serie B </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, para una Fecha de Pago, la cantidad que sea necesaria para alcanzar el Porcentaje Objetivo Serie B, después que dicho monto sea aplicado a la amortización de principal de los Certificados Bursátiles Fiduciarios Serie B en dicha Fecha de Pago conforme la Cláusula Décima Segunda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Pago de Interés de la Serie A </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, conjuntamente, el Monto de Pago de Interés de la Serie A1 y el Monto de Pago de Interés de la Serie A2. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Pago de Interés de la Serie A1 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el monto en Pesos que corresponda a los intereses pagaderos con respecto a los Certificados Bursátiles Fiduciarios Serie A1 en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Serie A1.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Pago de Interés de la Serie A2 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el monto en Pesos que corresponda a los intereses pagaderos con respecto a los Certificados Bursátiles Fiduciarios Serie A2 en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Serie A2.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Monto de Pago de Interés de la Serie B </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el monto en Pesos que corresponda a los intereses pagaderos con respecto a los Certificados Bursátiles Fiduciarios Serie B en una Fecha de Pago que se determinará de conformidad con los términos y condiciones establecidos en el título que documente dichos Certificados Bursátiles Fiduciarios Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Montos de Reembolso </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, todos los montos dispuestos por el Fiduciario de conformidad con la Póliza y los demás montos vencidos y adeudados a MBIA de conformidad con el Contrato de Seguro de Garantía Financiera y el Contrato de Fideicomiso, que no hayan sido reembolsados por el Fiduciario a MBIA, de conformidad con la Cláusula Décima Segunda del Contrato de Fideicomiso. Todos los Montos de Reembolso devengarán intereses a una tasa</span><span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">equivalente a la TIIE más 2% (dos por ciento). </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Montos Recibidos Aplicados </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, del Saldo de los Montos Recibidos por Aplicar al cierre del Periodo de Cobranza anterior, una vez devengada la siguiente mensualidad que se </span><span style="font-family:'Times New Roman'; font-size:12pt">hará exigible al vencimiento de ésta, esto es, al corte de cada uno de los Créditos Hipotecarios y mediante la instrucción expresa por parte del Deudor Hipotecario se aplicara las cantidades que este último especifique como adelanto de mensualidad o como prepago de principal.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Montos Recibidos Por Aplicar </span><span style="font-family:'Times New Roman'; font-size:12pt">significan, aquellos pagos recibidos de los Deudores Hipotecarios que exceden de su obligación exigible y que no hay una instrucción expresa por parte de dichos Deudores Hipotecarios para que sean aplicados ya sea como adelanto a mensualidades o prepago de principal, por lo que permanecerán en </span><span style="font-family:'Times New Roman'; font-size:12pt">éste</span><span style="font-family:'Times New Roman'; font-size:12pt"> rubro hasta que se pueda aplicar a alguno de estos conceptos. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Notificación al Infonavit </span><span style="font-family:'Times New Roman'; font-size:12pt">tendrá el significado que se le atribuye a dicho término en la cláusula Segunda del Contrato de Cesión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Notificación de Requerimiento de Pago </span><span style="font-family:'Times New Roman'; font-size:12pt">tiene el significado que se indica en el inciso (b) de la cláusula Décima Primera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Notificación de Vencimiento Anticipado </span><span style="font-family:'Times New Roman'; font-size:12pt">significa la notificación en la forma del Anexo “O” del Contrato de Fideicomiso, que MBIA podrá (pero no estará obligado a) presentar al Fiduciario en caso de que ocurra una Causa de Incumplimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pagos de Principal </span><span style="font-family:'Times New Roman'; font-size:12pt">tiene el significado que se le atribuye en el inciso (a) de la cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pagos por Intereses </span><span style="font-family:'Times New Roman'; font-size:12pt">tiene el significado que se le atribuye en el inciso (a) de la cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Patrimonio del Fideicomiso </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los bienes y derechos que han sido o sean cedidos o de cualquier otra forma transmitidos al Fiduciario en beneficio del Fideicomiso durante la vigencia del Contrato de Fideicomiso junto con todos sus frutos, productos y accesorios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Periodo de Cobranza </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto a la </span><span style="font-family:'Times New Roman'; font-size:12pt">primera Fecha de Pago y el primer Periodo de Cobranza</span><span style="font-family:'Times New Roman'; font-size:12pt">, respecto a Cobranza recibida por concepto de principal, el periodo de tiempo que inicia (sin incluir) la Fecha de Corte y que termina en (e incluye) el primer día del mes en que ocurra la primera Fecha de Pago. En el primer Periodo de Cobranza no habrá Cobranza por concepto de intereses. Respecto a cualquier otra Fecha de Pago subsiguiente, Periodo de Cobranza significa el periodo de tiempo que inicia (e incluye) el segundo día de cada mes calendario inmediato anterior al que dicha Fecha de Pago ocurra y que termina (e incluye) el primer día del mes calendario inmediato siguiente a dicha Fecha de Pago. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pesos </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la moneda de curso legal de los Estados Unidos Mexicanos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Porcentaje de Aforo </span><span style="font-family:'Times New Roman'; font-size:12pt">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">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">100-[SIP/CHV]*100</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = Monto de Principal de los Certificados Bursátiles Fiduciarios Serie A y los Certificados Bursátiles Fiduciarios Serie B en la Fecha de Pago para la que se haga el cálculo después de efectuar las Distribuciones que correspondan a dicha Fecha de Pago.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">CHV = monto total de principal de todos los Créditos Hipotecarios Vigentes al último día del Periodo de Cobranza. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Póliza </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la póliza de seguro de garantía financiera para beneficio de los tenedores Serie A que emitirá MBIA, sujeto a los términos y condiciones previstas en el Contrato de Seguro de Garantía Financiera. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Porcentaje Objetivo Serie A s</span><span style="font-family:'Times New Roman'; font-size:12pt">ignifica que el saldo insoluto de Certificados Bursátiles Fiduciarios Serie A que represente el 88.9% (ochenta y </span><span style="font-family:'Times New Roman'; font-size:12pt">ocho punto</span><span style="font-family:'Times New Roman'; font-size:12pt"> nueve por ciento) del saldo insoluto de todos los Créditos Hipotecarios Vigentes. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Porcentaje Objetivo Serie B </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el saldo insoluto de Certificados Bursátiles Fiduciarios Serie B que represente el 8.3% (</span><span style="font-family:'Times New Roman'; font-size:12pt">ocho punto</span><span style="font-family:'Times New Roman'; font-size:12pt"> tres por ciento) del saldo insoluto de todos los Créditos Hipotecarios Vigentes.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Producto de Liquidación </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el monto total de las cantidades recibidas por la liquidación de un Crédito Hipotecario Vencido o la enajenación de un Inmueble </span><span style="font-family:'Times New Roman'; font-size:12pt">Adjudicado,</span><span style="font-family:'Times New Roman'; font-size:12pt"> ya sea que ésta se obtenga a través de la enajenación extrajudicial, judicial, indemnizaciones de Seguros, u otro tipo de indemnizaciones, incluyendo sin limitación aquellas derivadas de expropiación o cualquier otro acto o procedimiento administrativo similar. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Producto Neto de Liquidación </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el monto total del Producto de Liquidación cobrado por el Administrador después de descontar los Gastos de Cobranza correspondientes al proceso de cobranza del Crédito Hipotecario respectivo de conformidad con el Contrato de Administración.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Remanente </span><span style="font-family:'Times New Roman'; font-size:12pt">tendrá el significado que se le atribuye en la cláusula Quinta del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reporte de Cobranza </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el reporte en la forma del Anexo “F” del Contrato de Fideicomiso, que el Administrador deberá preparar y entregar al Fiduciario en términos del Contrato de Fideicomiso, en el cual se detallará la Cobranza y los Montos Recibidos por Aplicar obtenidos durante un Periodo de Cobranza. El Reporte de Cobranza detallará asimismo cualquier Crédito Hipotecario que hubiera sido substituido durante el Periodo de Cobranza.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Reporte de Distribuciones </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el reporte en la forma del Anexo “G” del Contrato de Fideicomiso, que el Representante Común deberá entregar al Fiduciario, a MBIA y a los tenedores de las Constancias de conformidad con la cláusula Décima Primera del presente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Representante Común </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, </span><span style="font-family:'Times New Roman'; font-size:12pt">Altor</span><span style="font-family:'Times New Roman'; font-size:12pt"> Casa de Bolsa, S.A. de C.V</span><span style="font-family:'Times New Roman'; font-size:12pt"> en su carácter de representante común de los Tenedores de conformidad con el título que ampare los Certificados Bursátiles Fiduciarios o quien lo substituya en su caso, </span><span style="font-family:'Times New Roman'; font-size:12pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:12pt"> lo dispuesto en dichos títulos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">RNV </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, el Registro Nacional de Valores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Saldo de los Montos Recibidos por Aplicar </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, del Saldo de Montos Recibidos por Aplicar al cierre del periodo anterior, menos los Montos recibidos Aplicados, más los pagos recibidos durante el periodo del reporte que se clasifiquen según lo establecido en la definición de Montos recibidos Por Aplicar, dará como resultado el Saldo de los Montos Recibidos por Aplicar al final del periodo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Saldo Insoluto de Principal </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la suma del Saldo Insoluto de Principal de cada Serie.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Saldo Insoluto de Principal de cada Serie </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">significa, en relación con los Certificados Bursátiles Fiduciarios de dicha Serie, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto en Pesos igual al valor nominal de los Certificados Bursátiles Fiduciarios de dicha Serie 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 Pesos que resulte de la siguiente fórmula</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SIP = SIPI-1 – AM</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios de dicha Serie.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI-1 = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios de dicha Serie en la Fecha de Pago inmediata anterior (antes de aplicar las amortizaciones de principal correspondientes a dicha Fecha de Pago).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">AM = Monto en Pesos igual al monto de la amortización de principal que se haya efectuado con respecto a los Certificados Bursátiles Fiduciarios de dicha Serie 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:'Times New Roman'; font-size:12pt">El Saldo Insoluto de Principal de cada Certificado Bursátil de dicha Serie se calculará en base a la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI = SIP / número de títulos en circulación de dicha Serie.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil de dicha Serie.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Saldo Insoluto de la Cuenta de Reserva </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto igual al equivalente en pesos de los numerales (1), (3) y (7) del inciso (b) de la cláusula Décima Segunda del Contrato de Fideicomiso, y a partir de la primera Fecha de Pago y hasta que la Cuenta de Reserva haya sido reconstituida en su totalidad, el monto en pesos que resulte de la siguiente fórmula:</span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">SICR = SICR-1 – RCR</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:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SICR = Saldo Insoluto de la Cuenta de Reserva</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">SICR-1 = Saldo Insoluto de la Cuenta de Reserva en la Fecha de Pago inmediata anterior (antes de aplicar la Reconstitución de Principal correspondiente a dicha Fecha de Pago)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">RCR = Reconstitución de Principal de la Cuenta de Reserva, monto en Pesos correspondiente a la cantidad aplicada para reconstituir el Saldo Insoluto de la Cuenta de Reserva, conforme a la prelación de pagos indicada en la cláusula Décima Segunda del Contrato de Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Seguros </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, en forma conjunta los Seguros de Daños y los Seguros de Vida e Incapacidad.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Seguro de Daños </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto de cada Inmueble, el seguro contra daños contratados para cubrir cualquier daño o menoscabo que pueda sufrir dicho Inmueble (incluyendo daños derivados de incendio, terremoto, inundación y explosión) de conformidad con los requisitos establecidos en el Contrato de Administración y en los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Seguro de Vida e Incapacidad </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, con respecto de cada Deudor Hipotecario, el seguro que cubre el riesgo de muerte e incapacidad total y permanente de dicho deudor de conformidad con los requisitos establecidos en el Contrato de Administración y en los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Sociedad Hipotecaria Federal o SHF </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la Sociedad Hipotecaria Federal, S.N.C., Institución de Banca de Desarrollo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tenedores </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los tenedores de los Certificados Bursátiles Fiduciarios, quienes en todo momento estarán representados por el Representante Común. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tenedores Serie A </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, conjuntamente los Tenedores Serie A1 y los Tenedores Serie A2.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tenedores Serie A1 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Tenedores de los Certificados Bursátiles Fiduciarios Serie A1.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tenedores Serie A2 </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Tenedores de los Certificados Bursátiles Fiduciarios Serie A2.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Tenedores Serie B </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, los Tenedores de los Certificados Bursátiles Fiduciarios Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">UDI </span><span style="font-family:'Times New Roman'; font-size:12pt">significa, la unidad de cuenta denominada Unidad de Inversión cuyo valor en Pesos publica periódicamente el Banco de México en el Diario Oficial de la Federación, a la que se refiere el Decreto por el que se establecen las obligaciones que podrán denominarse en Unidades de Inversión y reforma y adiciona diversas disposiciones del Código Fiscal de la Federación y de la Ley del Impuesto sobre la Renta.</span>
</p>
<p style="margin:0pt">
<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">El siguiente resumen ejecutivo se complementa con información más detallada que se incluye en el Prospecto. Adicionalmente, se completa con la información presentada en la sección "Factores de Riesgo" del prospecto, misma que debe ser leída de manera minuciosa por los futuros inversionistas con el fin de tomar conciencia de los posibles eventos, que pudieran afectar al Patrimonio del Fideicomiso Emisor correspondiente, los Certificados Bursátiles Fiduciarios descritos en cada Suplemento, el desempeño de cada Administrador, y los demás riesgos de cada Emisión.</span>
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<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">El Programa:</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">El propósito del Programa es establecer el marco para una serie de bursatilizaciones de Créditos Hipotecarios aportados por Su Casita, o en su caso en conjunto con otros Fideicomitentes, o por Su Casita con cofinanciamiento, a distintos Fideicomisos Emisores. Con respecto a cada Fideicomiso Emisor se efectúan ofertas públicas de Certificados Bursátiles Fiduciarios, cada uno de los cuales se celebra a efecto de realizar las distintas Emisiones al amparo del Programa.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por la cesión de Créditos Hipotecarios, los Fideicomitentes, reciben una contraprestación que el Fiduciario de cada Fideicomiso realiza con los recursos que se obtienen del público inversionista por la oferta y colocación de los Certificados Bursátiles Fiduciarios de cada Emisión. </span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Una vez que el Fideicomitente haya llevado a cabo la cesión de los Créditos Hipotecarios el Fiduciario de cada Fideicomiso emite una o más Constancias a favor del Fideicomitente o de la persona que el Fideicomitente designe, con cargo al Patrimonio del Fideicomiso respectivo, entonces, el Fiduciario lleva a cabo la emisión y colocación de los Certificados Bursátiles Fiduciarios. Los recursos obtenidos de la colocación de los Certificados Bursátiles Fiduciarios sirven para cubrir el importe derivado de la cesión onerosa de los Créditos Hipotecarios realizada por Su Casita en favor del Fiduciario perfeccionada a través del Contrato de Cesión. Una vez realizado lo anterior, el Patrimonio del Fideicomiso Emisor correspondiente consiste principalmente de Créditos Hipotecarios y de la Cobranza derivada de los mismos. </span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los Créditos Hipotecarios aportados a cada Fideicomiso reúnen ciertos criterios de elegibilidad que cada Contrato de Cesión establece y se describen en el Suplemento correspondiente. Para el caso de que alguno de los Créditos Hipotecarios no reúna dichos criterios, Su Casita está obligado a substituirlo por otro Crédito Hipotecario que cumpla con los criterios de elegibilidad establecidos en dicho Contrato de Cesión o en su caso por efectivo. </span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las Constancias que emite el Fiduciario de cada Fideicomiso otorgan a su titular el derecho a (i) ciertas distribuciones de conformidad con el Contrato de Fideicomiso bajo el cual se emiten y (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) en general, del remanente que pueda haber del Patrimonio del Fideicomiso Emisor </span><span style="font-family:'Times New Roman'; font-size:12pt">correspondiente después del pago total de los Certificados Bursátiles Fiduciarios, las cantidades adeudadas bajo los términos del Contrato de Fideicomiso y los contratos celebrados de conformidad con el Contrato de Fideicomiso respectivo de conformidad con lo que se establezca en el Contrato de Fideicomiso y en el Suplemento de cada Emisión. </span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En ningún caso el Fiduciario de cada Fideicomiso Emisor puede, con cargo al Patrimonio del Fideicomiso, otorgarle crédito a Su Casita ni entregarles recursos del Patrimonio del Fideicomiso, con la excepción de lo que se encuentre descrito en cada Fideicomiso Emisor.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Los Deudores Hipotecarios bajo los Créditos Hipotecarios a través del Administrador, pagan a cada Fideicomiso el principal e intereses que adeuden bajo dichos Créditos Hipotecarios, de la forma en que el Administrador les indique, quien a su vez deposita los recursos provenientes de la Cobranza en la Cuenta de Cobranza de cada Fideicomiso Emisor.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Cada Emisión que se haga al amparo del Programa tiene un patrimonio independiente compuesto de Créditos Hipotecarios y puede incluir apoyos crediticios o garantías de conformidad con lo que se señala en el Suplemento correspondiente, los cuales garantizan el pago de una determinada serie de Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, el Fiduciario de cada Fideicomiso puede, en su caso, celebrar con la Sociedad Hipotecaria Federal la Cobertura SHF mediante la cual la Sociedad Hipotecaria Federal se obliga a pagar en forma mensual al Fiduciario de cada Fideicomiso la diferencia entre el incremento en el salario mínimo general vigente en el Distrito Federal que, de tiempo en tiempo, determine la Comisión Nacional de Salarios Mínimos, y el valor de la UDI con respecto a los pagos efectuados por los Deudores Hipotecarios bajo los Créditos Hipotecarios.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Cada Emisión de Certificados Bursátiles Fiduciarios vencen, para todos los efectos legales, en la fecha en que se indique en el título y en el Suplemento respectivo, en la cual los Certificados Bursátiles Fiduciarios respectivos deben haber sido amortizados en su totalidad. Si en esa fecha aún queda pendiente cualquier monto de principal y/o intereses bajo dichos Certificados Bursátiles Fiduciarios, los Tenedores tienen el derecho de exigir su pago de conformidad con lo descrito en cada uno de los Suplementos correspondiente a cada Emisión. Los Certificados Bursátiles Fiduciarios pueden vencer antes de esa fecha en el caso de que ocurra una causa de incumplimiento, según se determine en el Suplemento correspondiente de cada Emisión.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">A partir de su Fecha de Emisión y en tanto no sean amortizados en su totalidad, los Certificados Bursátiles Fiduciarios causan intereses ordinarios sobre el saldo insoluto de principal a la tasa de interés que se fije, y en la forma que se establezca, en el Suplemento correspondiente. Los Certificados Bursátiles Fiduciarios pueden ser amortizados anticipadamente por el Fideicomitente de conformidad con lo establecido en el suplemento informativo relativo a cada emisión bajo el Programa.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">La forma en que se paguen los Certificados Bursátiles Fiduciarios se encuentra directamente relacionada con el pago de los Créditos Hipotecarios por parte de los Deudores Hipotecarios, al evaluar la posible adquisición de los Certificados Bursátiles Fiduciarios los posibles adquirentes deberán considerar las características generales de los Créditos hipotecarios.</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Garantías o Apoyos Crediticios</span>
</p>
<p style="margin:0pt 0pt 6pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las emisiones de Certificados Bursátiles Fiduciarios al amparo del Programa pueden contar con las Garantías </span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt"> apoyos crediticios de alguna institución nacional </span><span style="font-family:'Times New Roman'; font-size:12pt">ó</span><span style="font-family:'Times New Roman'; font-size:12pt"> extranjera </span><span style="font-family:'Times New Roman'; font-size:12pt">de acuerdo a</span><span style="font-family:'Times New Roman'; font-size:12pt"> lo que se indique en el Suplemento respectivo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Bonos Respaldados por Hipotecas (</span><span style="font-family:'Times New Roman'; font-size:12pt">BORHI’s</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">Los Certificados Bursátiles Fiduciarios son consideradas como </span><span style="font-family:'Times New Roman'; font-size:12pt">BORHI’s</span><span style="font-family:'Times New Roman'; font-size:12pt">, al cumplir las siguientes características:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">a) Serán bonos emitidos en oferta pública con base en la afectación en fideicomiso de créditos con garantía hipotecaria o fiduciaria, destinados a la adquisición de vivienda;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">b) Cada emisión al amparo del programa cuenta con al menos dos dictámenes sobre calidad crediticia expedidos por cualesquiera de las instituciones calificadoras de valores, en las cuales se le asigna una calificación equivalente al grado de inversión más alto en la escala nacional;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">c) Los pagos de interés y principal de los Créditos Hipotecarios deben ser transferidos bajo el mismo concepto y de forma directa a los </span><span style="font-family:'Times New Roman'; font-size:12pt">BORHI’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> respaldados por tales créditos, siempre y cuando se respete la prelación de pagos que al efecto se señale en cada uno de los suplementos informativos correspondientes a cada una de las emisiones que se lleven a cabo al amparo del Programa;</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">d) Previo a la emisión de los </span><span style="font-family:'Times New Roman'; font-size:12pt">BORHI’s</span><span style="font-family:'Times New Roman'; font-size:12pt"> se ha designado a la Depositaria como custodio de la documentación relativa a los créditos que los respaldan. Asimismo, ni el Administrador ni el Fideicomitente fungen como custodio de </span><span style="font-family:'Times New Roman'; font-size:12pt">la misma</span><span style="font-family:'Times New Roman'; font-size:12pt">; y</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">e) En el Contrato de Administración correspondiente a cada emisión, se establece una mecánica para designar a un Administrador Sustituto en los supuestos ahí previstos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Principales eventos del periodo</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Modificaciones a los documentos de la operación.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Por lo que respecta a los </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos de</span><span style="font-family:'Times New Roman'; font-size:12pt"> la operación,</span><span style="font-family:'Times New Roman'; font-size:12pt"> i) co</span><span style="font-family:'Times New Roman'; font-size:12pt">n la intención de dar cumplimiento a las resoluciones adoptadas en la Asamblea de Tenedores</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A2</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">de fecha 24 de enero de 2023</span><span style="font-family:'Times New Roman'; font-size:12pt">; </span><span style="font-family:'Times New Roman'; font-size:12pt">con fecha </span><span style="font-family:'Times New Roman'; font-size:12pt">6 </span><span style="font-family:'Times New Roman'; font-size:12pt">de marzo de </span><span style="font-family:'Times New Roman'; font-size:12pt">2023</span><span style="font-family:'Times New Roman'; font-size:12pt"> el Fiduciario</span><span style="font-family:'Times New Roman'; font-size:12pt">,</span><span style="font-family:'Times New Roman'; font-size:12pt"> MBIA México, S.A. de C.V., Banco </span><span style="font-family:'Times New Roman'; font-size:12pt">Invex</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A., Institución de Banca Múltiple, </span><span style="font-family:'Times New Roman'; font-size:12pt">Invex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Grupo Financiero</span><span style="font-family:'Times New Roman'; font-size:12pt"> y</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> Altor</span><span style="font-family:'Times New Roman'; font-size:12pt"> Casa de Bolsa, S.A. de C.V., celebraron un convenio de sustitución por virtud del cual </span><span style="font-family:'Times New Roman'; font-size:12pt">Altor</span><span style="font-family:'Times New Roman'; font-size:12pt"> Casa de Bolsa, S.A. de C.V., sustituyó a Banco </span><span style="font-family:'Times New Roman'; font-size:12pt">Invex</span><span style="font-family:'Times New Roman'; font-size:12pt">, S.A., Institución de Banca Múltiple, </span><span style="font-family:'Times New Roman'; font-size:12pt">Invex</span><span style="font-family:'Times New Roman'; font-size:12pt"> Grupo Financiero como “Representante Común” de los tenedores de los Certificados Bursátiles Fiduciarios</span><span style="font-family:'Times New Roman'; font-size:12pt">; </span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) p</span><span style="font-family:'Times New Roman'; font-size:12pt">ara efectos de implementar lo mencionado anteriormente, se llevó el canje del Título el día 26 de junio de 2023</span><span style="font-family:'Times New Roman'; font-size:12pt">;</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) </span><span style="font-family:'Times New Roman'; font-size:12pt">con motivo de las resoluciones adoptadas por la asamblea de tenedores de los Certificados Bursátiles Fiduciarios Serie A2 que se llevó a cabo el 17 de julio de 2023, el día 18 de julio de 2023 se celebró el contrato de transacción entre el Fiduciario y MBIA México, S.A. de C.V. (“MBIA”), con la comparecencia de Altor Casa de Bolsa, S.A. de C.V. como representante común de los tenedores de los Certificados Bursátiles Fiduciarios Serie A2 (el “Contrato de Transacción”)</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">por virtud del cual la Póliza de Seguro de Garantía Financiera Número 504220 con fecha efectiva del 25 de octubre de 2007 (la “Póliza de Seguro”) cesaron sus efectos, por lo que los respectivos derechos, obligaciones y responsabilidades de las partes </span><span style="font-family:'Times New Roman'; font-size:12pt">bajo el Contrato de Seguro y Reembolso y la Póliza de Seguro han terminado. Asimismo, de conformidad con los términos del Contrato de Transacción, MBIA transfirió al Fiduciario las cantidades necesarias para realizar el pago a los tenedores de los Certificados Bursátiles Fiduciarios Serie A2 conforme a los términos del Contrato de Transacción, mismas que fueron distribuidas a través del Indeval el 19 de julio de 2023.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Factores que pueden afectar significativamente el desempeño de los activos que respaldan</span><span style="font-family:'Times New Roman'; font-size:12pt"> la emisión y la fuente de pago </span><span style="font-family:'Times New Roman'; font-size:12pt">de los instrumentos. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No ha habido cambios significativos en los Factores de Riesgo listados en el Suplemento de la emisión.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Términos y condiciones del contrato de fideicomiso o cualquier otro contrato relevante p</span><span style="font-family:'Times New Roman'; font-size:12pt">ara la operación, tales como el </span><span style="font-family:'Times New Roman'; font-size:12pt">de administración u operación, cesión, entre otros.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo de revisión, no ha habido cambios significativos en términos del contrato o cualquier otro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Cualquier incumplimiento relevante con lo establecido en los contratos a que se refie</span><span style="font-family:'Times New Roman'; font-size:12pt">re el párrafo anterior; en este </span><span style="font-family:'Times New Roman'; font-size:12pt">sentido, en caso de que no exista ningún incumplimiento relevante, se deberá hacer una mención al respecto.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Administrador, el Representante Común y el Fiduciario no tienen conocimiento de ningún incumplimiento en</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">los contratos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Procedimientos legales pendientes en contra del originador, administrador u operador de los acti</span><span style="font-family:'Times New Roman'; font-size:12pt">vos, fiduciario, así </span><span style="font-family:'Times New Roman'; font-size:12pt">como cualquier otro tercero que sea relevante para</span><span style="font-family:'Times New Roman'; font-size:12pt"> los tenedores de los valores o procedimientos que puedan ser </span><span style="font-family:'Times New Roman'; font-size:12pt">ejecutados por autoridades gubernamentales.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El Administrador, el Representante Común y el Fiduciario no tienen conocimiento de ningún procedimiento</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">legal que pudiera afectar el desempeño de los bonos o que impact</span><span style="font-family:'Times New Roman'; font-size:12pt">e al patrimonio del fideicomiso </span><span style="font-family:'Times New Roman'; font-size:12pt">directamente.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Únicamente se tiene conocimiento de los juicios relativos a la cartera de créditos</span><span style="font-family:'Times New Roman'; font-size:12pt"> que forma parte del patrimonio </span><span style="font-family:'Times New Roman'; font-size:12pt">del Fideicomiso y cuya atención se encuentra a cargo del Administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Procesos legales que hubieren terminado durante el periodo cubierto por el reporte, reve</span><span style="font-family:'Times New Roman'; font-size:12pt">lando la fecha de terminación y </span><span style="font-family:'Times New Roman'; font-size:12pt">una descripción del resultado final. Lo anterior en el entendido de que un proceso legal só</span><span style="font-family:'Times New Roman'; font-size:12pt">lo requiere ser revelado en los </span><span style="font-family:'Times New Roman'; font-size:12pt">reportes correspondientes al periodo en el que se haya convertido en relevante y en rep</span><span style="font-family:'Times New Roman'; font-size:12pt">ortes posteriores únicamente si </span><span style="font-family:'Times New Roman'; font-size:12pt">han existido cambios significativos.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Desviaciones relevantes entre las estimaciones que, en su caso, se incluyeron en el prosp</span><span style="font-family:'Times New Roman'; font-size:12pt">ecto de colocación y las cifras </span><span style="font-family:'Times New Roman'; font-size:12pt">observadas realmente durante el periodo que se reporta, </span><span style="font-family:'Times New Roman'; font-size:12pt">explicando las causas de dichas </span><span style="font-family:'Times New Roman'; font-size:12pt">desviaciones.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Información de deudores relevantes para evaluar su riesgo de crédito, cuando el cumpl</span><span style="font-family:'Times New Roman'; font-size:12pt">imiento de las obligaciones del </span><span style="font-family:'Times New Roman'; font-size:12pt">fideicomiso dependa total o parcialmente un solo deudor o deudores.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No existen deudores relevantes en la operación.</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; color:#333333">Los inversionistas que así lo deseen podrán consultar los documentos de carácter público que han sido entregados a la CNBV y a la BMV a través de sus páginas de Internet www.gob.mx/cnbv y www.bmv.com.mx, respectivamente. Asimismo, esta información se encuentra a disposición del público en el Centro de Información de la BMV, el cual se encuentra ubicado en el Centro Bursátil, Paseo de la Reforma No. 255, Col. Cuauhtémoc, C.P. 06500, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">También podrán obtenerse a petición de cualquier inversionista mediante una solicitud al Representante Común al número +52 </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">55 8659 53</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">00</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> a la dirección de correo electrónico</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><a style="color:#333333" href="mailto:repcomun@invex.com"><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">repcomun@</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">altorcb.com</span></a><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">o acudir directamente a sus oficinas ubicadas en </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">Paseo de los Tamarindos 90, Torre 1, Piso 7, Col. Bosques de las Lomas, C.P. 05120, Alcaldía Cuajimalpa de Morelos</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">, Ciudad de México, o bien con el Fiduciario Emisor al teléfono +52 55-5721- </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">2222</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">, a la dirección de correo electrónico,</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><a style="color:#0563c1" href="mailto:gabriela.yanez@hsbc.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0563c1">gabriela.yanez@hsbc.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">y/o</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><a style="color:#0563c1" href="mailto:grisel.garcia@hsbc.com.mx"><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline; color:#0563c1">grisel.garcia@hsbc.com.mx</span></a><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">;</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">acudir directamente a sus oficinas ubicadas en Avenida Paseo de la Reforma 347, piso</span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333"> </span><span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">19, Col. Cuauhtémoc, C.P. 06500, Ciudad de México.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt; color:#333333">Finalmente, durante la vigencia de cualquiera de las emisiones de Certificados Bursátiles Fiduciarios realizadas al amparo del Programa, el Fiduciario Emisor estará obligada a divulgar de manera periódica información acerca de la situación financiera y resultados del Patrimonio del Fideicomiso, así como de ciertos eventos relevantes por medio de la BMV y CNBV, en cumplimiento de los requisitos impuestos por la Ley Aplicable.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo presentado no existen otros valores emitidos</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo presentado no existen cambios en los valores inscritos en el registro.</span>
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NO
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<span style="font-family:'Times New Roman'; font-size:12pt">La información del patrimonio del Fideicomiso se encuen</span><span style="font-family:'Times New Roman'; font-size:12pt">tra detallada en los siguientes a</span><span style="font-family:'Times New Roman'; font-size:12pt">partados.</span>
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" 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" 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" 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" 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" 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stIpkQsJFNRSFimchLjmppN6xx6IIQQIitIpkQsJFNRiFemmIjtpptuylK56667zu19l5jws9vb/mSeQgghsoRkSsRCMhWFeGXqlVdesYy/DbaMIrPjL398xN2/6Zyx/3uz1k+YHdgVekIIIUS8SKZELCRTUciSTOUbbhnFF8Rfrnrs3MoUEakub5qtnxd6QgghRLxIpkQsJFNRyFUyBVM7+fNcCSGEyBKSKRELyVQUcp1MMZqPW9UIIYTIEpIpEQvJVBRynUz9cNSsyT3KmxJCiCwimRKxkExFIdfJFPQrabb889ADIYQQ8SCZErGQTEUhV8rU/IFmw6qGHgghhIgHyZSIhWQqCrlSppiVvcXDZseOhJ4QQggRC8mUiIVkKgq5UqZ+8CSq/fPejzuPN14WQogUQzIlYiGZikKulCmgm2/+oNADIYQQsZBMiVhIpqKQa2Vq5QSzvsXMTpwIPSGEECIzJFMiFpKpKORamdq9yazVY2bHDoeeEEIIkRmZydSBAwds1qxZtmmTd2314L08PvMav2HDBps7d657/wmvMbtixQpbsGCB+x8WL15sW7dudf9v2bLFjh/XvVRTCclUFHKtTHFrmXbPmW1T3pQQQsRDNJlChNq2bWuzZ8+2UqVK2Z49e+zDDz90j9esWRN6lzlJql27tn3xxRfWsmVLmz9/vrVo0cJ69+5tw4YNc2LF882aNbODBw9ar169TkqWSA0kU1HItTIF45qZTesUeiCEECIzoskUEaQKFSpYhw4dnCghTYUKFbL27dvbxo0bQ+8y++yzz+zTTz+1H374wcqVK2e1atVydQDiVLJkSZs4caKNHz/eGjRoYIMHD3YixmsidZBMRSFXy9S6uf6Nj4UQQkRl165drvtu4cKFTnC2b98eesVn3bp19uyzz9qhQ4esZs2a7j1EnY4ePWoVK1Y8KUQDBgywMWPGuGgTESwK9QtyVaBAAbeeunXrGnUx7+X16tWr244dO9znRc4nZWRq+PDh1rx5c/eXA3DQoEHuMbZ/5MgRa9OmjTVt2tQdyAH79++3Jk2aONvnoOdAb9y4sX388ce2d+/e0Lsik6tlinypxnebHcx8GwghhIgemUJ2kCagnlm0aJGra6ijypYt67r9YNKkSda/f39XV1WtWtV15y1ZssTVQ1WqVHHvAaJTiFvDhg2tR48ervtPpAYpIVPHjh07KVEcuKtXr3atABL0KlWq5Ey+X79+tnv3bitfvrx7H/Tt29eFTwm9Vq5c2erVq+cEafLkya5POjNytUzBJwXMVk8PPRBCCBGNzHKmunbtaq1atXIFuUKqaNzT0Of16dOnu+5AJApJ6tOnj6tb6O6j/po3b55bFonpQ4YMcfUd9dxHH310UsZEzidlIlMclAMHDrQaNWo4+yd5Dzg4OfBmzJjh5KpIkSIuxArI09q1a51c5c+f3/Vt0xJAZPhcZuR6mZrR1Wxs5ttACCFEdJkSIiClcqYQKiJMo0ePdmFSQIoYJTFlyhRn9PQ18xfo0lu1apWTKySLVgDRq5UrV7qRE5Ggj5s+ck6eZcuWuf8zK88880y2ZGratGkRl3euytYlU+1wiydt04b1EV9XUVFRUfELXW+SKZEZKSFTyBC5T8gUkSkkh5Dp4cOHrXTp0jZz5kwXVmX0BGLF+4AuPrr6li9f7iJZvIe5PBgt8fnnn7v3RCPXR6YO7zNr+5R/vz4hhBBRUWRKxCJlIlMkjzOfB/3LyBJChRwReeIxiXsdO3a077//3vVPI010+w0dOtS6dOniRlvQJ92tWzf3XKwJ0XK9TEH/UmbLx4UeCCGEiIRkSsQipbr5ziVpIVPzB5sNrRx6IIQQIhKSKRELyVQU0kKmtq8xa/VE6IEQQohISKZELCRTUUgLmeLWMs0fMtu9OfSEEEKIM5FMiVhIpqKQFjIFI2uYze0beiCEEOJMJFMiFpKpKKSNTP1zklmvQqEHQgghzkQyJWIhmYpCqsgUs7lfc801dtVVV2epMD2EgykSmt5rduSA/1gIIcRpSKZELCRTUUgVmfrkk08s4/5ykdcTrTxW192f0EHeVKc3zDYs9B8LIYQ4DcmUiIVkKgppI1MwoYXZFB0DQggRCcmUiIVkKgppJVPr5pp1e9uPUgkhhDgNyZSIhWQqCmklU/t3mrV8zOyg7lAuhBBnIpkSsZBMRSGtZAq6vWW2dnbogRBCiADJlIiFZCoKaSdTM7qajW0UeiCEECJAMiViIZmKQtrJ1JaVZu1fCD0QQggRIJkSsZBMRSHtZIrk82YPmP1nW+gJIYQQIJkSsZBMRSHtZAoGljFbOib0QAghBEimRCwkU1FIS5laONTs00qhB0IIIUAyJWIhmYpCWsrUnq1mLR4xO3oo9IQQQojMZGrPnj22bt0627hxo504ccLVHTzmbzi7du1ydcqRI0fc+7Zu3XryM7Bp06aT69i7d+/J50VqIJmKQlrK1LHDZh1e9H78qtATQgghMpOpmjVr2sCBA23ixIl26NAhK126tA0bNszmz58feofZ999/bzVq1LDevXu7Snf58uVWt25da9WqlY0fP95Wr15t9erVs+bNm9vhw4fddf34cU2inEpIpqKQljIFIz4y+6p/6IEQQojMZKpEiRLWtWtXd03fvn27FStWzF2XEaiAL774wt1c/tixY1a+fHmrX7++rVixwvbv3+/ka8KECU6qGjZsaKNGjbK1a9eGPilSBclUFNJWpr6eZNa7iPePQsxCiPSGrjm63xYuXGhr1qxxshQOXXHDhw+3ffv2uQgVEoQY7d6926pVq+aiTNC/f38bPXq0e3/JkiVdoX754YcfLH/+/K6+4f1Eqvr162dly5a16tWru/WL1EAyFYW0lam9W80+fsDs+LHQE0IIkd5Ei0zRFbdhwwb3f506dWzJkiWu7uB5hAipAqJOgwYNsqNHj1rVqlWtUaNGrqsPCatU6dSgny+//NLmzp3rIlQ9evRw0SuRGkimopC2MkVEqv3zZlv/GXoshBDpTTSZIrLUuHFjlzNFVGnz5s1OlIhE9ezZ00WiFi1a5KJbRJo6d+7sCssjh4rPIlBw8OBBtxyiWRUrVnQ5VDt37nSviZyPZCoK6StTHhNaeE2kDqEHQgiR3mSWM4X8bNu2zSWfA9Em6g9EC/gc/wfPkzcFdOHt2LHD/Q9Es4JuQd7LKEGROkimopDWMrVxkVnHPKEHQgiR3mQmU0JAysgUw07pk27btq3rd27durUrjHxg3o527dpZ06ZNXaJgACMlmjVr5vqf169f75IDmzRpYi1atHDzeGRGWsvUca9F1eRubwOeGo0ihBDpimRKxCIlZAp5Klq0qAujkryHiNSuXfvkPByIVt++fV3YtEKFCifDq4yKYGTFli1brEqVKm44KlI1adIkN99HZqS1TEHPd82+mRp6IIQQ6YtkSsQiZSJTJPKRjFe4cGEXYSpevLiLUnXq1Mm6dOliM2bMcHJVpEgRJ19AAh/vRa4KFCjgRIuIFCJDtCoSvBdpI2GQobD8n1l56aWXsiVTS5cujbi8rBaSGbMjUyQ+RlpeUI5M6Ww/jKgV8TUVFRWVdCqMqpNMicxIGZliAjTm4QifVRbKlSvnuu2mTJniEvtKlSp1MsEPYVi1apWTKySLERIMVV25cqX7TCRIACQpEJH6+uuv3f+Zleeeey5bMsXw10jLy2qhezM7MkWXaaTlBWXPqnl2uNXTtmPbloivq6ioqKRLYcoDyZTIjJSQKeSocuXKTm6Aexp1797dRat4fs6cOS5KxX2O6P7jeWBuD7r6aFUwTT85VpwUQ4YMsbFjx7r3RCPtu/mO7Ddr/YQ/75QQQqQx6uYTsUgJmeIgJgKDMPGX3Kjp06e7x0gP8jRu3Dj3Y5ihlhypxYsXuy47xImusAMHDriEdKb957kg3yoaaS9TMLCM2bIxoQdCCJGeSKZELFKmm+9cI5nyWDjUbEiF0AMhhEhPJFMiFpKpKEimPHZuMGvxSOiBEEKkJ5IpEQvJVBQkUx7knrV6zGyH7mAuhEhfJFMiFpKpKEimQoyuaza7Z+iBEEKkH5IpEQvJVBQkUyFWTTXrUTD0QAgh0g/JlIiFZCoKkqkQh/eZffyg2UHddFMIkZ5IpkQsJFNRkEyF4D59Xf5mtmFB6AkhhEgvJFMiFpKpKEimwpjUxmxyu9ADIYRILyRTIhaSqShIpsJYP8+sy5t+lEoIIdIMyZSIhWQqCpKpMA7sNvv4IT9/Sggh0gzJlIiFZCoKkqkz+KSA2TfTQw+EECJ9kEyJWEimoiCZOoNZPczG1As9EEKI9EEyJWIhmYqCZOoMvvvGrPWToQdCCJE+xJIpbrZ/7Ngx9//Ro0ft0KFD7m84vM7zvBeOHDlihw8fdv8D/3Nzfgj+itRBMhUFyVQEmj9stuvb0AMhhEgPYsnUmDFjrE6dOk6QSpQo4SrWCRMmhF4127Nnj1WtWtWaN29uPXr0sDVr1lilSpXso48+slmzZtmGDRvc4xYtWjgJ69atm4QqxZBMRUEyFYHB5cwWjwg9EEKI9CAzmdq3b5+VKlXKGjVqZDt27LAyZcrY2LFjbe/evaF3mE2cONEGDBjgRKl8+fLWuHFjW7p0qVtm2bJlnXiNGzfOGjZsaF988YWtXLky9EmRKkimoiCZisDikb5QCSFEGrB7927btGmTLVy40NauXWvbt28PvXKKnj17OhkiqvT9999b//797euvv7Z69eqd7OrjudGjR7suvpIlS7pC/UL0KX/+/LZx40arXLmyNWnSxPr06eMiVvXr11eeVgohmYqCZCoCe7aatXrc7Mj+0BNCCJF7QX4oRKaINAX5TgHI03vvvWe1a9e2V1991Xbu3OkiVcePH3cRql27drn3ff755zZkyBCXN1WlShUnWgjXgQMHrEKFCu49iNX06dNtxowZLkLFtX3FihXuNZHzSapMcaARolywYIFNmjTJmjZtanPnzg29mlpIpiJw7IhZhxe9jbMq9IQQQuR+YuVMrVu3zkWmNm/e7Oq9yZMnG/UqUkV+FJGnmjVr2ogRI6xNmza2aNEiF4Xq0qWLi1gBCehEsBCsihUrWrNmzVw9JFKDpMoUFt6gQQN3UBQvXvzkQZGKiXSSqSiMqm02u1fogRBC5H5iyRSJ54H4bNmyxZYsWeKeA7oJ6e7jefKkghF9SBa5UUG0i6gVieqAlK1fv979L1KDpMoU9o1tByMXgFDnmUNEUwHJVBT+9aVZr/dDD4QQIvcTS6aESKpMHTx40I1S6Nq1q+sfpquPUGUqIpmKwr4dZk3u0X36hBBpg2RKxCLpCehIyLx581zIctmyZSkZlQLJVCb84xWzTctCD4QQIncjmRKxSKpMcbCxrLZt254sqTr5mGQqEya19Uqb0AMhhMjdSKZELJIemcotSKYyYfMKsw4veP+cPkxYCCFyI5IpEYuky9SqVavcEFGiUgz7REqSAUNN69ata+3bt3ddh0OHDnXrYagpoyY6dOjg8rMWL14c+oS50YRM38/MtEzXz+gIhq22bNky5okhmcoE8qWaPWD2n22hJ4QQIvcimRKxSHo3H3NpBBOVbd261U1OlijIU9GiRV2COxOezZ8/362H7kOmXhg8eLCbNZYJ05gALehWZM4O5r1imCmjC5lRlvlAmNqf92eGZCozTpj1KuSP7BNCiFyOZErEIqkyRfSH0XzhfPjhh6fdGTu7IEhIWuHChW3mzJkuKgXMFMsNIpk1lgnSihQpcjLpHXniFgB8tkCBAk60mMUWkeFzkWAZfF/mBmEeEP7PrLz00kvZkimS8yMtL6uF6F92ZIr9FGl58ZYj07rb8WEfRXxNRUVFJTcVZiJPZ5kqV67cabnQ6Vq4j2I0UkamiDpVr17dvvrqKzfRWRBZQYpq1aplU6ZMcdLEDScZSQh079HtiFwhYUSxuNcSnw9k7Ez4rtysEpFiun/+z6w899xz2ZKpOXPmRFxeVgs7ODsyxR3OIy0v3rJ71Vd2uOVTtmPrpoivq6ioqOSWwiSc6SxTyqv2yWw7JFWmuE8RYhNucuQ5BXKTXYL7GS1fvtw9RqzotkN8mBSU+xm1a9fOvv32W3ePpGBGWbr46OoL5KtVq1ZuBtpPP/3UPvvsM/eeaKibLwZHDvr36du7NfSEEELkTtK9m08y5XPOZIqDjWUFIoVYcYPHRGG5rVu3dstEmogucW8j7nEUTMc/duxYt24kiGn7SUQnUkU+VadOnWz//v3uBpR0iw0aNOhkXlU0JFNxMLi82eKRoQdCCJE7kUxJpuCcyVQkKleuHFNcciKSqThYMspsUPQ+ZCGEyA1IpiRTcN5lKrjhYyohmYqDPVvMPn7Q7MTx0BNCCJH7kExJpuCcyRTdbSR7I08URsQxhUEqIpmKhxNmbZ8225qc3yKEEDkRyVRijkDeM3UV8z4mUoJ5JEn1QV7mzp3rHgfgHQw6OxMGrnXs2NGl+yTCOZOpICeJL01h4x06dCj0amohmYqTsQ3NZnQPPRBCiNyHZCoxR0B+Mi683DL+Wj375dY3rXz58m555GIzHRKFgWn4BgPLJkyY4MSJybwHDBjgbmfHyHz2HyMyybFOhHMmU7kJyVScrJll1u3t0AORDnBuFCxY0E03wsjaBQsW2GuvveYm6D2zS3/06NFuglyi1t27d7cXX3zRevXq5Yabc8cC7mjA3G7Dhg1zk/EKkRORTCVBpn55tWU83z775Z4PTsoUI/cRJ74X80ky1dE777xjGzdudAPOmHuS57km8b7Vq1e7a1GiMwtIprKBZCpODu4xa/mo2QF/1nuR+6E1yIUjT548brRs3759nQz9+c9/Pq3lx6jZq666yk1Xsn37drvrrrts/PjxdsMNN1i/fv3cBRApo6LKly9fUuajE+JsIJlKzBHooWKeR+aBTKSMGjXKLQ9poiFGhIq6lFH+PXv2dNJGZApxYvQ/I/6JSBG5Ymok7oCSCJKpbCCZipMTP5h1zWe2fl7oCZEOEEW66aabTuYncBw+/vjj7mIWQH4DU5oEc7/RKpw6dardc8897vjn4soAFSJUXCSZ0iTRlqMQZwPJlBwBzrlMYYvYIWE2Js5MRSRTWWCKd/xMaBV6IHI7hNgRH1qGhNM5lsmX5JZN3IA8HK4tyBTQQrz77rtt0qRJ7jFwu6eSJUu6cHy1atXc8SxETkMyJZmCcypTtEDp12SGcXIkuB+epkY4o+Q2mfr3ArPOb2iKhDSha9eu9sILL7hjn8gTNyHntlF0402bNs2+/PJLF4aHQKYI89MN+MYbb7jE0GBUDa9xr03uqUkCKRP9CpHTkExJpuC8yBT36Js1a5ZrbZJgmmpIprLAYe8i0+ResyMHQk+I3AyNI447Ru6S58RtpJCqkSNHunMdWQqObyLUyBXnE7eWojRp0sT27NnjlkNeFZ/h/US6iHgJkdOIJlPUd+TiNG3a1FWmHNPcFJjnuCtHwIEDB1xDgfvFDhkyxDZv3uyiutwmjZveb9u2zf1PXcz5wCCNnDTZtWTK55zKFHDDYxLAuDCuX78+9GxqIZnKIr3eN/vX5NADIYTIPUSTKXL8yB9kfkWis9QbSBK3Ozt48GDoXWaTJ092gy6QLYINXH95D40K5IsRZ6THcON+btrPazkJyZTPOZcpbib80UcfuXwp5ntIRSRTWWROH7OR6qIRQuQ+MuvmI5I0cOBA1wuzdetWN7KMaCzX2GBABa+PGTPGRbI++OADV6hfiD4xpJ+5kBo0aOCitr1793Z/iW4R0coJSKZ8zqlMcbAQrkSiCPEzWicVR+hIprLIzg1mzR/mAAg9IYQQqc2uXbvcnTwWLlzohIcpPs4kSGOh3mPoPY8pZcuWdfOwAT01TB+CPFEn1qhRw42EJZeQ9wEiRs4hUSwGbzHhZKKTTCYLyZTPOZUpoP+Y+R169OjhDhoEK9WQTGWD1o+b7UhsHg8hhMhpRItM0b1HLwzX86pVq7rZuLntCRLENRapQsCoS8gXnD17tos6kU9MjiCCRY5hsCzmbGNkLF2F1KE5JYdQMuVzzmWKA4jJ+egD5sBIRSRT2WBoZbOFpw+NF2nO1xPMNuas/A8hskpm3XzUFdR1wQhWru2kuAQ5U19//bWLQBGJol5kOQQY5s2b5/KjgmAD+VQsC1gfeVM5JRAhmfI55zLF0Gn6e5mBlFBlThqVEC+SqWywbIzZgNKhByLtWTHOrNxFZjWvNdu8PPSkEKlHZjKVDkimfM6pTBGVIrku1ZFMRYZESm4H8sADD7iWGKHt3//+91asWDH7YafXMmvzlB0/uNcNAeZWIsE8Y48++qhdffXVLiTOkGHu68ZwehIsuU1A0CKLBXkLzKB97bXXurnMWNY111xj9913n5tMMoDnL7/8crv11lvd7U9uvvlmu/LKK+1Xv/qVGyBRokQJK1SokPtuhNMZTSOSyOoZZuV/aVY8wy8fXWW269T+ESKVkExJpuCcyhRhSSbgo6JjMj6S0BGsVEMy9WMYSEAOHDLC5ItEHW+//XbX/4/c7N2906zDC7Z9+Qy77bbb3LxD3LuNOVUee+wxmzNnjpMn5iDr37+/m+yROVeIYMYLy+zcubObh+XNN990s2fzPfg+rCuAW5QwOia43Qlww93SpUu78DpSh9CRw/D+++/rNibJZskos9I/PSVTpf7HbE5vs6OHQm8QInWQTEmm4JzKFJB8x9wbFG4hoQT0M0qKd/NxCxAiPeQCEHm67rrr3I1qnTSPqW9relW3Cy+80F588UU3UzbywuzXTzzxhItaIjhErsgzePfdd13eQDBsOB4QspdfftlJFMtg/TfeeKMbDQN8D0TtpZdeclKH0HMhZP3ffPONm32bG19SEK7hw4e7ySODkTciAdiHi4abffyg2fCPzCpealb/NrPFI/x7OLZ9xhOtkd5OkryK1EEydQ5k6j/bvRZ7fHdLWbFihevZoDEe3hCmpyG8AR1AIj/X+0QDO+dcpqgYuU0EE5ARDUhFJFORYUJWbhtChIib2tKNhjTzlyHEtmqqfdvoaXcTXIYJ33LLLS5yxUHPTL/333//yblTOnXq5KJMdBFyb7Z47uPIiUP3HMOJSeosWLCgu1s40SXkKngPtzLiBCL6xOtExZArRswEcIGki5Eb7iJTDFmOB07YvXv3uvXwPxPvUYJbpATwOxmAgSRyEnMxDt7D53jMa5Rgm6Q0ezab9S7kXVVe8U6gb3yx2rDQbPsa//UfvIsej7sXMGv5mD9Y4VjWI1VsS+bxIcKJHHN8MZScwuioAI4PjokOHTq4/5FlcjnHjRvntjnD0Dl/SBTmNcQ8XqEX6YVkKkFH+MG77k79h9ln9SOXUbXNal3vNbjejPx6UP493y2OIE2LFi1cQ5hpJ3ANJkNlSiZGRzKikgY713ZGWNI7Qh2UUjLFxSg8Z4pKL7wCSxUkUz8GecifP79dccUVTl4YmfLUU0+5KBE3sEVealeraN9VuNryvvaKPf300/a3v/3NHfgI2DPPPOOGB3NAc/sEpAghQ6YQGSq3WDB0+Oc//7nr4iPXicgSEac77rjDzc/CLU7IkWICPb4b8saFkGHIPBfAd+DkI7rGMmjlIHSxQHroUkQWybvifnJE3cjPyps378mTdfXq1a4LFJlENvneRMn4npzcdE+WKVPGRc0QvTp16iR8op83fvBakws/NWt6n9m0Tv6FM1M8Yfl2iVkvT7xaP2E2t5+3YXeHXosNLU+ON7bZQw895CKfTMPC/mZalgC6jzlOOD453osXL+62+Z133unmDeJ55IobLyNmEydODH1SiNORTCVBpuYNMJvVM3KZ1sWs7i1eY6xI5NeDEhoZvHjxYnftJN2Dc5jZ57kekzdLHYBEMb1E9erVXUMZLxk1alRqyRTwYxjRxw/FHlOxtSeZ+jGMylywYIFNnTrVFeSJ+7JNnz7dJaMjzbx+uP2rtnPReCc1yBKQOE5+EvdyAybDC4YSc8shPhfPcUIXY7B+pIQIDydV0J3MRQ9RYz2sj/UC+zI8QZ3fQqgYuEiS3xfPNB5OGGvXdt+dPDF+P5KJSCFzARz3vI/ZkJnMD/HjO7733nvuOaJknB/kjvEcEb+UhEEHPd8z65zXbNs3oSfjhP397WKzAV7jq9XjZjO6mx3cG3oxOuwvJJj9G0Q62c9PPvnkaV21HFd0/SLNSPwjjzzioqNvv/22k2C2Ozl0DD7gf44lISIhmUquI0SEyHacOZVEmqlfOO/pJaAhzvWV6z51Nw2uoJ7gGg38TdRFzqlMUUlxUeJCRjcPPzoVkUwlwJcdzMa3CD3IfdC6IZpFpcz/nMivv/76aVOA1KxZ00VGkCWieUCXFLldiADdVETLuF8X+wKxIoKVMhz3fuuCIWaN7vJajD0SSyw/4bUWv1ttNricWWNveUS3Dp/eZXomyGzQ3QzIK2H9cLhwMiiB9yGrRLHY9nQN01rlIowcEz2nuwCxIkIlxJlIps6BTKUA50ymONjIgyFHISiE3zXP1Bklt8vUtlVm7Z7zK8lcBhU0kaXHH3/85MWVyhgZCicYTUjSI12YtKDoDgzPCyPPqkCBAjZ06FAnA0SriHLleJjlvtvbZl3+ZrbLjy4mjT1b/Mlfm9xjNqGl2b4d3pOntyaJdj744INOWGm0cX2hi4/cKWC7cv7ymOkwyIUiQkWXHzlUDz/8sIuEAl2EdAdwPzT2IQMmUvF6Jc4ukinJFJxTmWJZtMiDwsUrWRcnulEYKUg0gFY9eS70g9K9xA9BEAj1BRD+b9mypZu+n5YsckQlx+dinRiSqQRgREaLR71ab3PoidwD0VZGKpJ3Q8SJ0DFzaJGDA3QXcrzRp488UYhCEQ255JJLXGUdRFPIo6IS573kUDGyMUfnTbFfiUI1f8hsbl//8dmCez2OquMdR4+Yfd7YO5Y2hV7wk0+fffZZl4PHNkOeyNMMRnMyx1hw/eE9FASYKT2IIBLBInqOGDNQAdHl+sB0GeyPeGCfcu4TyWJZDKRg35K7ceY+ZN1EwohC8h4KzxHRrFWrluumJoLPcZMSMp2GSKYkU3DOZOpsQt8n0QAuQIyIIh8lkDQki4sg+RIkngUXM7L6GbnDKDOSj4kUkHNDjkSsUYaSqUQ44ScSfp37EnoRdLqKKPTLI/IIVpBvQ9dRkJtFBU3khOORv8HngrweKn8+x+tU6EHffiwYLfuXv/zFiQQXeCpmpqog4T+84cKymfON3DLeR7dk0NVFsnW5cuVc9xaj2Tg/Ms0ZIwLV+Q3vgHvHbPva0JPnACb6HNfUrMm9ZqPreRt4W+iF8wfHAJExri1INTLE1CAksnMshMO2ZqJYBI57tJGzhUzR/Ui3IiOR2A/kcLEfRc5EMiWZgnMmUxxsSA95IsmOTNFioyWPTO3YscNVEiyfRHcKSdBUSjwfjB5kqDSVFOunO4U5kajsEBmGUkaCZVAJMZQS8eL/zApdM9mRqSB5OtFCsn92ZIpWcKTlJascm9HD2wF/suP/nh/x9XNRjn/n7fsd6yO+lqqF4zdPnjwu+ZrGBZXxW2+95eSIyjr8fSRVX3rppe69nJPIFBFdpoOga4sKnfOFv0RwSd4MXxfl6EFPsGZ2t2P17rAjs/vZkUMHf/Ses1+877Xb+21jmtjRere7+atO7PAENsL3PReF7YR4MmKTEZpEFhm1yZ0AECTklPfR6GOkKlE0rkU8x5xqr776qvs83Yps/2BqD5aHUIevSyV6IULJJMJEIoNjF8GlsRG8h+epg2gscJwjwjSyGfXJIBiWQcOShg/7jX0S7L/wQo+IZEqcM5ni4oGwMHIm2TIFVAjIVDiM1GFOCS5SrIfukiBUTmswiB4w3xBRK/ItODH4TCQ4+aiUuLDxPv7PrDz33HPZkikquEjLy2phG2dHphhWHml5SSkb19p/Pn7SzXx9pNLvbfvC8ZHfdzbLsul2qMof7WCNG237iuRs65xUmE6BCpzj6E9/+pNLsv7rX//qEq15ncRqurUQLiKxdEdxrjDXCqPeqHSQKiK6yBjTXNB1RUT25Hq8bbin+bN2ouf7tnf98lPPn8eyc9M6OzGxjR1r+oDt6FjQ+44zbPt32yK+92wWIhX33nuvO/8YWICkcs3glknkY/Eeok00tl577TUntkQskScuuuHLIl+O6xENPqYLIY8r/HWVHxeOc6KzpGxwOymkiAYq25/pL4L30ZgmiohI0eCmWzfojkWqaGDQS0Hjgig/khW+nqAgzOksU/QEkYOY7oU8zWgkVabIQUBeSDrnoA1yGJJFIFMsl9Yc6+MkIE+Fixndeex0ngcqDE4YQu20PpiPgjA7Cb/c7iYz1M2XAMOqnrqNCKXald6R9opZp9dOL8yIPbC0V8pELoPLm33RLHoZ7wkxcxSdWWZ+YtbgjlPrZ4RYMHFkLoDjH3GiFc0FnoEe/GXiVCr5AM4DoiKMEmRgCFM0cNyTiB2cI5ynfJ45WpAtl/vF7ORTvGvCxw/5I/Zizht1Hti/00XMrOWjZv1KmG1ZGXrh7EOjjRw4ZAoZ5ZrCnGLkY3LfSK5DREeQWASJ/cL+olJmKgckN4AIIhU6+40oFve6DJLjczoIBpISDDknQsQAi/DGM8PXyRWj0Dili5trMv/DokWLTn6G3Ld4R7TSYGabIag0Ktjm9DZwz1C2YQCie/3117vubfYJjX3kijw65DeY7JHzgOhgtK72dO/mYxoZJD/dC8IejbOWM8VJQ/cb3VDJikxxEQpyUGhF0yqkO47HnCj8DioaWuWc6KyXG/MyooqwOicDiaI8FyvRUzKVABsWmVX+rS8yH/yvcYsZ27jYn6gxvKybY7bMk9poZfFws+mdoxdm1GXm3DPLpxVPv8lu2Z+7Lker5xVuZ8JkkaNq+ZXxPyf6ow8PeRfKowd9cQiJRk6E45bEd3Kk6DriOCdvhwkpudkzxz7iRIQ1XKbmzp3rJrqkVU7DAzhHqez5DBERukxmDPW2yd9fNutT3J/3JadzeJ/ZV/3Nmv/Vz9Pb7F3smLYhgH0Z/jgJEIEP5hGjkCfF9iUiz3lNGgLbmOsSIFWkP7A/AvENIKKCUPAaUUMS1WNdm4D38z0owLpYLvs9HK6B4c8Hj1lHsIzgNbqz4lk3IJCII8cPMsjM0wgjxyCN2ABkiyR7hAahQhjJL0Mq6VpjAlwkn0oKGc3KxKlc07n+IkTIGd+DQQTIUbDtSdWg0cF3Qn6JDBKVYr9x/tBrwXlAAIB6gvOIz9MFGE66y5SITdJlioMT6eFApWshGOWUakimEmTNTLMaV/vJw1Ro55qlo32hqvQbs5UT/OeOeBUP4vSvKX4Ea2wjTxqKmrV/zqzR3f7Ekf941axHQT+6NrWjV2uM9cXv+/VeLeq1WpntO172bfeuwpO935+8EXpUfERWufhTOEZpnVNhUDlROZJUTsUIdN9RuQNRAm63ErxGwyQ4DudMm2yfV3nBTjR7wL+3XqrBfpk/2NuHj/myvNYTdffcIE+yCnsbLndVhEgH+VpICl29dHcxiSz3wyTaBQgFuULM1s/UEUgDIsFcZ0RoaGnT1Uu3GMcEEhFMZBsLGrF0eyCJ3MSc0Yh0qSFTZ0bW6DmguzNoVHOs8phIHVFSphZBOBGd4NiMBb+N9z///PNufZwT3F3gsssuc91+yBVRKbYTUSh6MlgnDXzuysBvDlI9kCS6uuk6ZxuQ90YPSziSKRGLpMoULQVODlorRKRordAiCFoJqYRkKgl8722/83lDW4Rq+efeP3HIHPeN+893Zlu9/bJ2tn/fOOY5GvShP4qNaA1zZ7V5yqzja34X5KS2nngM88WRbkSiWwH83/55szI/N5vdM/RkDuXbpb5E9v8g9aezILrIPmF/EYX88EI/OskoRKJYuQS6FxEFch+5ZQYRLsSZaTqC9AqSrZnjjMfkFyHZ5NYRIaJrjUgYETRGhfJZuseIVsULEc0gHwmQOEYmkk4RwLWfaBSyE0DaBbl8/CVyRIOb70kaBzkpdAPGgsgR35vBGBQaBsB62DYslxQQGhdEvIjmEv2ijuJ3klsbdOmROkJPB4EABuZQH5KEHo5kSsQiqTJFy4NWMhISFB5n5QTNKUimxEk4fqmkydNBNjYt80RtjJ9XNKya19R+36+4mQ2cXK0OL/lD+U92M/7ClzN3HuSgc4F5oiZ7QtjU+678nvMpvsmGCOSHF5zaByX+n5+nN6e3J7+z/MlBaeTltH2SBYgOMfiAyBSQ6sB9Ks+8NRESRRcXCdgXX3yx62YjosNgHLqEafQWLVrUCQWRG4QjFogTU3FwmyS6BvkckR66P5EYrvkUhIVoFfUA0Ssa28gTt/ZhSgmgmzOQMH4DXdFBFCunIJkSsThrOVOpjmRKZAuka9NS/wa+QUX+wU/N6txs1uJhs+75zUbUMJvdy78DOpNRcj+6JOf1xGTDQj/SNqC0t/74bzKcUtDFXOp//H3Q+G4/R478PbpxybGqf7tZK28/dXvL7NNKvhwvH2u25Wtfmt1+yZmCSRcZQsJoaSIq5IIiLIwcDM87QpDoDuR6QyG/jigOSduBHDCJLCJDAjYj25gmIxZ0y9HFGHQt0i3GKFHypuju4/sgVySGI29BbhfiRkI+3Y1Ef5Am5v8j7wypovstyOnLSUimRCwkU1GQTImE4DYo5B+RgD+xtV8pEw359zyzhZ+ajW3oj2Zs/4JZhxfNOr7q35tuelc/p2ubd3wcOgvdUnQ/fuHte0bBrRhndiJnRQCSCoI6uo5/axpuyHwmxw77M62zT5aM9PfTwLJmf3/JE81n/f1ClJEcLGZhnz/QbPUMf98QpYwH5BpxTnIXI4MFLrjgAjfAgJQKclRJ6kZmEBhypcgBQqQQHvKFyGVFbBjxhrTQBUdXIFEp5IzuLz4XTzdbuiGZErGQTEVBMiUShtm753kVcGbRDSr0vVvNDe1fNsaf7qFvMT/np9n9/u1UyGWa3M6Xnx1rsxbFQhYCGFFJzhf5Xu6ed2kAozMPnD4yKzYn/MEK7JfvvjFbNdWfboMRoHTpsm+IbDHlBvl0DFaY1tnbP1+Ybf2n99lQvg37dkAZs5L/7X2u8KnnkwCDDUiyppATRXSKawpSBESfmGqA54L3EQmie45cpeAG9HyO7kLgNSJM8Y7oSycykynkk1GE9erVc9uTkYJE+pgqIoDEenK3yMkij5jBAOSH8Tnyu8gBI/+N5Hy6RxnVmdO6OkXmSKaiIJkS5w+vMkfAqIyZnmDleLMvPZmiS67t0/40D/xFuphvCwnbvtqXBiIh5AFRlozyRzSO894zrokfKUMMcuENqM8ZbNdg3xzc41nNIrNFQz0JbuHvH6JZTMGBaDX8i1mJ/wrlbHl/2V+HzkOXrvD3VwJEkykkiRwxonyMkGQEIVFDkvMRqwCS3BlRiMQyYpDRl+SMkVPG5+maZQ44ujyZZoOookgtJFNRkEyJHAvRFiJUTLtAt+Cgcn63VOsn/agJI9cYhRg+1xb5WkztIM4NiC25cUHOFtGpBn/2Byp0yeu9VtNswWB/2g1GkUpwzx7kB7b1zo8EJnaN1c1HpJC7bJD8z7xajEwk9yuILhFpIrmeqBNTLzAdBPULrzMqkcgh8yYynRDRKepkum/PnDdM5FwkU1GQTImUg3woJIupHZjqIBApJ1OP+FErce5gtOTw6r5QIbeH95vt2ep3t341wHutmllnT6xaP+XPj0VkiyR58rL2SXyTwkZPVmte658D9W/zzo+s3QmB7jdy0BiBSGJ90I0aDvUE0SZmVA8gUkWSPd15QJI/oyp5ntuakZvG+5GlDz74wL2HqRu4WTbTVtDlh0whcSI1kExFQTIlUhq6oOhyKv5f/qg1JEuce5i/jO7WaN1MdBkiwbs2+iMJP2/kjzYkab7pfWY93zOb1Mbsn5P8CNbRQykWxTrh/a5xfi5gtr433ao/+NFY5JQGwZED/jZjUMGWFWb/+tKfU4753JgbjhGbDCRg21W94vRGRYcXQsvNGpl18zFrOt17TCnBqEQqVSQKISL/DGFCxJipnfwocqqY14sIFN1/SBMQpWIOMASOWeGZkf3MaS5EzkUyFQXJlEh56GrqX9KfPFWkHsjTN9P8wQfM1M+ABLpymcqBUYqLR/hdVwwmiJqH5ckIkcrwgQjnEpLy6W5mni8kB8lnJCTJ/TvW+fOBMZUIQrTEE6IZ3X155Pf1L+Un7nd906xjHn8qD7qrP37AbyAwmIIILNtmaBV/hCzd3txeCDFlFvy5ff27ICBS3CP039m772E0meI5ppPgOkxhCghu30R+VPB+cqN4npnaeS+yRISKRHQmPOV/IJ8qkCdmp588ebLrFhSpgWQqCpIpIUSOgsgO818xP9mcPmZDKvhTapAvh2jQlcg0DMjT3m3+Zxi8UO5iX8Syeq9FkuURNaQO6WGkIuLDjP8URpcypQS3H5rWyZ+na2IrsxEf+d2bfYubVbjkVFSI7k4msyVvjLsDEDn9x8unhIipQcY29pfD7/t6gt/lSZI/69/pXY8PeCKW1VGRKz43q3uLt6zpoSeyTqycKSEkU1GQTAkhcjx0ExLpYTQnXV1j6vkTwyJPDW73ROqiUzLDaM7PGvgTlFJ6vutHucjbavmIH/VpdKd/T00Knw+6GxEghO0fr5j1eMcv/Ur402wgdYwqpYvtyw7+dCAUokOdXz+1/rq3mn272Bc0IlR02dF9dy7I8vQYpyOZErGQTEVBMiWESGkWjzxdpkjAZr4s7l1IoQtx3Vy/64tuwN3fJiwdP4IoEsLGHQC4WXiKIpkSsZBMRUEyJYRIeeYN8G+2TTcX0avzgUuw90QthZFMiVhIpqIgmRJCpDzB5K0JzLEkJFMiNpKpKEimhIgfJink1hhZKdwIV6OVRCogmRKxkExFQTIlRPzccsstlvFk46yVX/xW9x8TKYFkSsRCMhUFyZQQ8eNkqvj8Hx9rmZVfXSuZEimBZErEQjIVBcmUEPEjmRK5GcmUiIVkKgqSKSHiRzIlcjOSKRELyVQUJFNCxI9kSuRmJFMiFpKpKEimhIgfyZTIzUimRCxSSqa4ESQFgjt0Hzzo36fp+++/d/LDXbrD2bZtm23cuNHdTJLC/zwXC8mUEPEjmRK5GcmUiEXKyBTSVKZMGZs+fboTqnr16rk7bteqVcu+/fZbN29Nt27drEePHifnrlm9erV7vW3btjZmzBj77LPPrF27dla/fn1bsWKFe080JFNCxI9kSuRmJFMiFikjU7NmzbJKlSrZtGnTbM2aNdaoUSP3fJ06daxly5Y2btw4O3z4sH3wwQcno1NI1JIlS+zAgQNWokQJq169uu3YscMWLVrkpCozJFNCxI9kSuRmJFMiFinVzccsy8gUMsTsyUCUCYEiYkU3XsGCBe3oUf9O5DVq1LC1a9e6C3bevHldZGvv3r1OZGrXru3ecyYsg89v2bLFfZb/MysvvfRStmRq+fLlEZeX1dK1a9dsyVSTJk0iLk9FJTvl5ptv9o6trMsUUeZIy1NRyUll5cqVkimRKSkpU0hOw4YN3XN097Vv394+//xzF5mqWLHiydYu0afFixfb/v37rXz58icjUwsXLrQuXbq495wJyyAqRRchJxD/Z1aeffbZbMkUkbZIy8tqadOmTbZkCpmMtDwVleyUG264wTu2si5TNFoiLS+rhcjB6NGjs1To9ifvMtLyVFTCC/WIZEpkRkrKFMLToEED69mzp9WtW9ddkKtVq+akqk+fPk6YVq1a5S6UPN+sWTP74osvXKF7izyqWN1snEDq5hMiPs53Nx/d/hm/+7NlXPtM3OX/XXKdEyohYqFuPhGLlJIpugSOHDly8n9G5SFWwIG+fft2d3EmLEueFOzevdvJFUnpFP7nuVhIpoSIn/MtUwxAyXimZeT1RCt/KWzDhg0LLUGI6EimRCxSSqbOJZIpIeJHMiVyM5IpEQvJVBQkU0LET7rLFFO3TJgwIWJuVmaF3EyR84klU/R47Nmzx/0/f/58t28XLFjgHgewDHJ7GQRFL8mcOXNs0qRJbtATj6dOnXqyziFFhedF6iCZioJkSoj4SXeZouL8yaXXWcaf3oq/XPuMFSlSJLQEkZPJTKaYMPqZZ56xefPmOamuUKGCu76HTw7NXIjk93711VfWuHFjmzlzplHvjhgxwvr16+cS3KmMmzZt6gZMkfsbzJcoUgPJVBQkU0LET7rL1Ny5cy3jhpcjrydaea2Pvfvuu6EliJxMZjKFIDHIib9bt261QoUKuZHk4df4UaNGuWON4/3DDz90I8u/+eYbl/NbvHhx+/LLL90AKQZWIVesjzpIpA6SqShIpoSIH8mUZCo3smvXLtu0aZObTofJohnkFInu3bs7mSKqxJQ6TBzNND3BQKiBAwe6u3AQbWJexNKlS7v6heP/nXfecV1/zP3HvIG8l9eZviaeW5+JnIFkKgqSKSHiRzIlmcrNxMqZCmRq586d7r0c12XLlnWSBESe+vbt60ajV61a1U06zeTT5FkxfU/A2LFjbenSpW4eRW6NFuu2ZyLnIJmKgmQqdShQoIBdcOkVdsGvr4y7XH7lH+OaIiMeaEle8KvfRlxPtHKh9/6RI0eGlpAYJKpyEafVnJVCKzpZSKYkU7mZWDJF1xzRK+SJayuTKSNGwN05qE+49RnzoQ0dOtTNjVi5cmWrUqXKSWEiikV3IOcEcyEyITU39BepgWQqCpKp+GC+L27Tkz9//iyVWPdGzAp//etfLePdyZF/a7Ry2Z1OKJJBixYtLOPROpHXE63cX8HdmDsZcJz+4leXWcavb42/XHK92w/JQjIlmcrNxJIpISRTUZBMxQcjWaiYM17tEX95oYM9+OCDoSUkTrrLFImsGX98JPJ6opW3Rrr7SiYLyZRkKjcjmRKxkExFQTIVH06muI1HpPVEK+99KZmSTEmmkixTgwYNckPrs1K4JZeIjWRKxEIyFQXJVHxIpiRTIJk6/zL1uyuusoyHa2apXPTrK0KfFpkhmRKxkExFQTIVH5IpyRRIpnKATP3xhsjryaRcdNl1oU+LzJBMiVhIpqIgmYoPyZRkCiRTkilGpbVv3z5LpUuXLm4up5yOZErEQjIVBclUfEimJFMgmZJMlShRwjJufdMyHqgQf/ntHTZlypTQEnIukikRC8lUFCRT8SGZkkyBZEoy5WTq5a4R1xO13JJXMiVyBZKpKEim4kMyJZkCyZRkSjIl0hnJVBQkU/EhmZJMgWRKMnW+ZYrbufz6d1fYhb+5Mv5yyWVxXQslUyIWkqkoSKbiQzIlmQLJlGTqfMvU559/bhm3F4i8nmjlhQ5Wvnz50BKiI5kSsZBMRUEyFR+SKckUSKYkU5Ipkc5IpqIgmYoPyZRkCiRTkinJlEhnJFNRkEzFh2RKMgWSKcmUZEqkM5KpKEim4kMyJZkCyZRkSjIl0hnJVBQkU/EhmZJMgWRKMiWZEulMysrU4cOHbePGjfbtt9/a0aNHXdmwYYPt3bs39A6fgwcPuucPHDjgHu/Zs+fkZzJDMhUfkinJFEimJFOSKZHOpKxMDRkyxAnB6NGjnSC1a9fOevbsaZUqVTopTlyoGzVqZP369bPq1avbtm3b3EWX9/HDT5w44d4XCclUfEimJFMgmZJMSaZEOpOyMtWqVStr3bq1zZgxw0WfPvjgA/d8586d3YUNdu7caZUrV3b/N27c2P3YgQMH2rFjx6xChQq2b98+91okJFPxIZmSTIFkSjIlmRLpTMrK1Pjx423z5s02YMAAGzp06EmZIgo1atQo9z8yREQKEC9OmpEjR7qIVKlSpSLerRwx27Rpkzt5li1b5v7PrDzzzDPZkqlp06ZFXF5WS8uWXgWSDZmqUaNGxOVltSxfvjxbMnX33XdHXF52yj333JMtmVq6dGnE5WW11KpVK1sy1bx584jLy2qhQZEdmXrqqaciLi875YYbqMizLlN0wUdaXlZLmTJlsiVTXbt2jbi8rJYxY8ZkS6by5s0bcXnZKb++4trI68mkXPC7ayIuKzvlnXfeyZZMffrppxGXl9XSp0+fbMlU0aJFIy4vvCxcuFAyJTIlJWUKGeIAp1WLVHXs2PGkTHXq1MmWLFni/g+PTDVt2tRFApAvIlNVq1Y92R0YCUWm4kORKUWmQJEpRabSNTK1detWW7BggWt8h6eOkH7C89RDQJ21aNEi12CnDuL//fv3u89Q32SWdiJyPikrU+Q99e7d29q3b++kh7/du3d3OVN039GSOHLkiOve69Wrl7vYcsDyl/chYJkdvJKp+JBMSaZAMiWZSleZ4tijUT9//vyTdQqyVLduXZswYYJVqVLFDZYigk2OL70k48aNs7Zt21qXLl1cXRP0mIjUJWW7+ThYt2zZ4uw/eEy3Hwc8B+Xu3bvd30OHDrnnaQ0Ao/34nEbzSaYkU5IpyZRkKhGZoo4pVqyYtWnTxhYvXhx61q8/qlWr5v5v0qSJEyi6M6mnypUr59IzVq5c6QRr8ODBLnqVrHNBnB9SVqbONpKp+JBMSaZAMiWZyo0yRV5tkDO1Zs2aH10zkCmiT0AeavD6unXr3GNAnFgHUSneX7JkSZs3b57rRSHPi+tA6dKlXX4vr4vURDIVBclUfEimJFMgmZJMpWNkiuOX16BOnTpOuIDrIt17wPQ8PXr0cPm69IiQr0uPCeLUt29fmzp1qhtlzjFMaopITSRTUZBMxYdkSjIFkinJVDrK1PHjx921lDqUuQ6ZTBo54i+jdbk21K5d20W4kCgGQpHvi0itWrXKZs6c6dJO+A7169dXZCqFkUxFQTIVH5IpyRRIpiRT6ZqAjgARcUKsIDimz3yev+RMBcLE3+B/PhO8T6QmkqkoSKbiQzIlmQLJlGQqXWVKCJBMRUEyFR+SKckUSKYkU5Ipkc5IpqIgmYoPyZRkCiRTkinJlEhnJFNRkEzFh2RKMgWSKcmUZEqkM5KpKEim4kMyJZkCyZRkSjIl0hnJVBQkU/EhmZJMgWRKMiWZEumMZCoKkqn4kExJpkAyJZmSTIl0RjIVBclUfEimJFMgmZJMSaZEOiOZioJkKj4kU5IpkExJpiRTIp2RTEVBMhUfkinJFEimJFOSKZHOSKaiIJmKD8mUZAokU5IpyZRIZyRTUZBMxYdkSjIFkinJlGRKpDOSqSjEkqkuXbrYH/7wB/vZz35mGW8Os4xb/2YZv/itZTxYxT9J351kGZffYxlvjz514r4/zTKuecoy/vtnNnLkSHfxufrqq+03v/lNlivWZcuW2V133WWXXHKJZdz3oWU82dQyLrzCr1Q9Wcl4vL5lXPQHy7jRu8AXC6/kvP///L5bNzfhfPLJJ9134M7mwU03s8K8efMs4yf/axmX3Ogq6IynmlnGxVd5v/0+yyg44dR6i31lGXcV97ZPJff9HnjgAatbt65VrFgxtKTssWfPHr8iv+D33jZo7K/r/am+4L3S/dT68/T2vtfVlvGb2/x948nU73//e3vzzTcTukiyzT744APL+NlFrmLIKOpVqm4bv+dV1oVOrb/QdMu49ll/n7zwdydTV1xxhd10001uGybCF1984Y6pjN/cbhkFvAoFsbvwSv9YeH/Kqe/wUFXvGP2dZVx6k2XkHWw///nP3frHjRsXWlLWOXTokJUtW9Z+8pOf+L/7PW99Vz5kGX8b7B/vVz/u/+aXOp36Hn/2tssFl1vG//sfd6f8V1999eR5MGnSpNCS44d98NZbb1nGzy/1jq/K3rb29v/VT/jHxOMNT62XwvbhvHxnnNs/nD/33HNPwmI9YMAAy/ifn1vGdc9565/hHwd3FvG3efj67y7l74PL/mIZr/Z0v/3pp592QpwIvXv3tp/89/942+DXvtS94jWyOA9/8yfvN489/TvkG+qJ7HXeeTDRLvjt1Va5cmXXKEuELVu22AUXXGAZ/9+v/P3NteCKB/z/X+x4at35ve/Cb7/oj5bxfAd3zlx66aV2/fXX2+TJk0NLyx5uH/zvLyzj997+fTP0G39xmf+dCk70189+ucW7VnNseDKd8Xw7u+iii+zOO++0BQsWhJb0YyRTIhaSqShkJlPc3ZtW0IQJE1wFkPG3IZbx9MeW8Vg9F3XiIuWkCbnhohJcSLiwc7H9/d3u87B161Z79NFHbfPmze5xvHTu3Nn69+9vDRt6y7z1TX+9z7bxL1RcpC7xWqnPtbWMR2p7IuMJT/Ad8g5ylU7RokXdOp944glbunSpqxSzA5WhE5c/eZUZUsdf1kFF/pS3TYL13l/eMn55jfeesk6mqMQuu+wyJ3WJ8NVXX9lPf/pTX+KoJJE2InU/8SqWlzqfWv/r/fzHV9zvt569Sob9d99992V6EY0F2+3mm2/2fxeVFwL5Wh//An7b26fWz7r/8FdfpNg2dxVzv519uGLFitDSske5ct7vZZnXv2AZf/3IE+hX/ePusru8iixMYm58xRPOJv53zNPTHnnkEZsxY4YTW8Q6O9SsWdOuu86rtDIyfIm9/kVfFvIO9M4H79jgO7FvXut76ntQEH6vQlu7dq1bztdff+2kAjnOKjt37rQLL7zQExevIcM5h0hwHrzgnQeeNGcU9Y4J1olA/fFRfz8hGHe8Z82bN7dnn33WbYfsQnTt5Zc9gUFi2A/PtLKMe71zAXnnuA//3dc87UfQiKR6x8nvfvc7J5JU1onyuyu98+u6550gZNxe0DIeqOA3ph6tdWr9Ref4gvsL77rlHQf/feFlduONN1rHjh1DS8k+LjJ1vbf+29/xtrUn+M9516O/eEJ5l/d8sP5nWnjfq6J3LWzgC68nU6VLl7ZVq1ZlqzEXcOzYMXv99df94+2Rmn6DifU93dw/7oP1F/C+F9uERi7Hivdd3nnnHXce5s+f313bIyGZErGQTEUhnm4+okm0alwriEqcEDPRicIzvQuVdzLTKgyXKSpcWmr/9xvr0KGDW0aDBg2sVatW7v+ssnv3bidiGfeW9qMRv7zWMn59i/99fvZLXxx+e8epyoS/fL8bXnIyRUTktttus4ceesi1TrPT5eIiU7QGL/BagPmG+et5a4TrwnERu+C3U5Hx+0MyRWu0WLFiVrJkydCSsgeVr5OZi72WLlGJ/J/5FdZvbz9dpihEp9gnyJ5XyfK5hx9+OFsVeDilSpXyf/8fPaEtNM0ybn7NF5pwmeKi7m13IkLuO3j74U9/+pNrEQ8ZMiS0pOzhIlNExi660m/5s77X+3v7wBPqICrBvkcwrnzQO0a87eVtmxtuuMHq1atn1157re3atSu0tKyBkFeo4FXayBQVNaLmNRacTN3zgb9ffnOrX8EF24KC9GX818ljrnDh7He57d+/30UZXaX50wss4w1v3Zff68v7/d53C9bJeUklH0Rr/lLYatSoYffee68tWbIktLSsQwX83nvv+b+bCC3HIcf7Pd5xES5T7AOigkRsaIB4+4CKnPMvKTLliZkTJaIvNBiQuQsv946JMae+w1PecUhkEJHw9hXdfGyDpMnUzy/xfzvrKjLL/61/re49DouO8zyNTaL4N+VxXf5ch8aOHRtaUtahUUOjwF1f2Qdce9jfXANp7AbrDgrHI40br3HB54iuki5w5MiR0BJPRzIlYiGZikJmMsUJ9+mnn7pK+PHHvYsX0QZa3+97rW0u4LS66Vo7U6a4yN7kVbRXPWYFChRwlcBjj2Uvf+rw4cOWL18+u/VWr6JCpv74sN/q4wLxRCP/YkkuF6HuguP99RMdoIL1WudcwCdOnGjDhw+3RYsWuQtadqJTRCYyfu19B1qj93jfg24UHhOpO6170StErpCpPL1cF2mePHmczGzbti20tKwzc+ZMPzLFbya8f2u+U91pdxY9te5XuvmyRwV/ZzEnnUQH6eacPn16aGlZhwssUuK6MC/1JAWpRWjZH0TKghYyUUKikuwDnr+9oFWvXt26du3qZCQRnMxdcZ9/bFFxvT3Kj0w+395bd2gfULFQefGX49I7Xq+55hq3//7yl7/YgQMHQkvLOnTVOpliXezzQKYQGeSdc4NoQLAvqOyJ4PzXfzuZIu8OqaRxkF0+/NA7tq59xo+KPdfOlykiNESmCnuVd7DuIrNPyZQnu4MGDbJmzZq5Rk0i0EXlzjX2A1EX1sWxFi5TdP/R7VfY+8t7vfcVLFgwiTLlCT2RaNZFhJjtf7O3/YnYud/ubQeOvdvy+/L9XBsnUxwDSZMpok00LIn80L3njndPaIp4os134Pjgu9HYYDtc/4JrDDRu3NhJXXbhmsy1NOM2r0F73QuW8WxrX6qRqWDdQSEyyDn6tieZL3Rwx16ZMmVc/mu0BqVkSsRCMhWFzGSKE65IkSL24osv2sUXX+xHAX53hy8yFC4m4TL15qf+RZTWEpXcBZdZ+/btbd26da6bKTsnaZs23oXwooucBLmI2M2vO0nK+NX1/gWMVjq5K7SAkTuEiwruoWquVUgXD7kyVKT8jlq1akUNcWcGx47LVeHi9Gg9v0IjH4YcMiJBVOBEyriIBTLltRSpyJFBZDSRfBVyx375y1/6v5UQPwLBOomI3F3Sa/138qNCj9TytwWtVt7zm9tcvsrtt9+eUDcbAur2AZEw9m2env42plLhQk4UjG2P4HA88BzS6VWydI9RkQ4ePDi0tOyBCLgcEKIe/NYrvRY6UQn2Aeu/r5wfLeTYpDuYYzVPHxcdJAmdruJEiCpTwfH++7u87V/DE9qufjfje554EB372cXuXEKIn3rqqdDSsg5dlEi5i8LSzUUkgv3Mb0Vg+e10/fLdwmXqjoIu75BzYPz48aGlZR26pxAy133IMRZEBwOZojK/t4y/TqKDRI+QPU/wkyVTfIffXX6l353Nuu/1zjMaFxwTyAM5lS96F/snGlrGA9538rY96QDJlCkize5YZ/3kzF3q7QMiU+QO/i10DXzK+x7k9xGl5Ty56VV3/hAd/PLLL0NLyh5uIAiSGkTnH/aOuSA6TM4i340GJr+d8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" 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" 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" 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" 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" 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<span style="font-family:'Times New Roman'; font-size:12pt">MBIA ha otorgado una póliza de seguro de garantía financiera al Fiduciario, a través de un agente de seguros, para beneficio de los Tenedores Serie A, que cubre el 100% (cien por ciento) las cantidades faltantes en el Patrimonio del Fideicomiso para pagar a los Tenedores Serie A los intereses y principal bajo los Certificados Bursátiles Fiduciarios Serie A, conforme a las </span><span style="font-family:'Times New Roman'; font-size:12pt">condiciones establecidas en la Póliza, según se describe en el Contrato de Seguro de Garantía Financiera y de la Póliza.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">No </span><span style="font-family:'Times New Roman'; font-size:12pt">obstante</span><span style="font-family:'Times New Roman'; font-size:12pt"> lo anterior, el </span><span style="font-family:'Times New Roman'; font-size:12pt">día 18 de julio de 2023 se celebró el contrato de transacción </span><span style="font-family:'Times New Roman'; font-size:12pt">(previa aprobación en </span><span style="font-family:'Times New Roman'; font-size:12pt">asamblea de tenedores</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span><span style="font-family:'Times New Roman'; font-size:12pt">, entre el Fiduciario y MBIA México, S.A. de C.V. (“MBIA”), con la comparecencia de Altor Casa de Bolsa, S.A. de C.V. como representante común de los tenedores de los Certificados Bursátiles Fiduciarios Serie A2 (el “Contrato de Transacción”), por virtud del cual, entre otras cosas, se hizo constar el reconocimiento de que</span><span style="font-family:'Times New Roman'; font-size:12pt">:</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">(i)</span><span style="width:24.67pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">el Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007, celebrado por Hipotecaria Su Casita, S.A. de C.V, Sociedad Financiera de Objeto Limitado, el Fiduciario y MBIA (respecto del cual se reitera, para efectos de claridad, que es el mismo contrato al que hace referencia el término “Contrato de Seguro de Garantía Financiera” en el Contrato de Fideicomiso y en el resto de los Documentos de la Operación, en adelante, el “Contrato de Seguro y Reembolso”) y </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">)</span><span style="width:21.34pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">la Póliza de Seguro de Garantía Financiera Número 504220 con fecha efectiva del 25 de octubre de 2007 (la “Póliza de Seguro”) cesaron sus efectos, por lo que los respectivos derechos, obligaciones y responsabilidades de las partes bajo el Contrato de Seguro y Reembolso y la Póliza de Seguro han terminado. Asimismo, de conformidad con los términos del Contrato de Transacción, MBIA transfirió al Fiduciario las cantidades necesarias para realizar el pago a los tenedores de los Certificados Bursátiles Fiduciarios Serie A2 conforme a los términos del Contrato de Transacción, mismas que fueron distribuidas a través del Indeval el 19 de julio de 2023.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Cobertura SHF</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">El Fiduciario celebró con la Sociedad Hipotecaria Federal la Cobertura SHF mediante la cual la Sociedad Hipotecaria Federal se obligó a pagar en forma mensual al Fiduciario la diferencia entre el incremento en el Salario Mínimo General Vigente en el Distrito Federal, según el mismo sea determinado de tiempo en tiempo por la Comisión Nacional de Salarios Mínimos, y el valor de la UDI con respecto a los pagos efectuados por los Deudores Hipotecarios bajo los Créditos Hipotecarios. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo reportado no se realizó ninguna emisión de valores respaldados por los mismos bienes</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style='font-family:Arial;font-size: 8pt'><html>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Las cifras (incluidos porcentajes) que se muestran en el presente apartado pudieran no ser exactas debido a redondeos realizados a fin de facilitar su presentación.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 1 de enero de 2025 el saldo insoluto de principal de los Certificados Bursátiles era de 248,932,822.61 UDIS, con un valor nominal ajustado por cada uno de los 4,252,042 títulos en circulación de 58.544300 UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 2025 el saldo insoluto de principal de los Certificados Bursátiles era de 239,124,882.86 UDIS, con un valor nominal ajustado por cada uno de los 4,252,042 títulos en circulación de 56.237658 UDIS.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
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<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">SERIE A-2</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Saldo Insoluto (</span><span style="font-family:Calibri; font-size:10pt">UDIs</span><span style="font-family:Calibri; font-size:10pt">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Títulos en Circulación</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Valor Nominal Ajustado por Título (UDIs)</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Inicio del periodo reportado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">248,932,822.61</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">4,252,042</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">58.544300</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:99.55pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt">Final del periodo reportado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">239,124,882.86</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">4,252,042</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:99.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">56.237658</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 1 de enero de 2025 el saldo insoluto de principal de los Certificados Bursátiles era de 64,851,000 UDIS, con un valor nominal ajustado por cada uno de los 648,510 títulos en circulación de 100 UDIS.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Al 31 de diciembre de 2025 el saldo insoluto de principal de los Certificados Bursátiles era de 64,851,000 UDIS, con un valor nominal ajustado por cada uno de los 648,510 títulos en circulación de 100 UDIS.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:96.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">SERIE B</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:97.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Saldo Insoluto (</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">UDIs</span><span style="font-family:Calibri; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:97.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Títulos en Circulación</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:104.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Valor Nominal Ajustado por Título (UDIs)</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:96.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Inicio del periodo reportado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">64,851,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">648,510</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:104.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">100.00</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:5.03pt; padding-right:5.03pt; vertical-align:top; width:96.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">Final del periodo reportado</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">64,851,000.00</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:97.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">648,510</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:104.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">100.00</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">Pagos Realizados a los Tenedores</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Durante el periodo reportado, se pagaron $83,483,697.43 por concepto de Pagos a Principal y $16,471,661.59 a los Tenedores por concepto de Intereses.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se presentan los pagos efectuados a los tenedores de los valores en el periodo reportado:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt">
<tr>
<td rowspan="2" style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:middle; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Fecha de Pago</span>
</p>
</td>
<td colspan="2" style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:161.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Intereses pagados (Pesos)</span>
</p>
</td>
<td colspan="2" style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:161.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Pagos de Principal (Pesos)</span>
</p>
</td>
</tr>
<tr>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Serie A-2</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Serie B</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Serie A-2</span>
</p>
</td>
<td style="background-color:#e7e6e6; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt; font-weight:bold">Serie B</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">27/01/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">864,136.77</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6,808,736.93</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/02/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">2,241,087.77</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6,652,762.28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/03/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1,991,320.55</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5,436,586.42</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/04/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">4,831,308.30</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">26/05/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">743,927.45</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5,571,594.85</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/06/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1,143,204.47</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6,109,001.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/07/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">1,739,480.96</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">5,009,476.93</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/08/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">6,560,317.28</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9,200,769.37</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/09/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7,885,945.91</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">27/10/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">435,652.84</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">8,632,065.66</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">25/11/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">282,297.59</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">9,887,821.34</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">26/12/2025</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:75.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">470,235.91</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:76.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">7,457,628.10</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:74.7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt">0</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:86.75pt; border:none">
</td>
<td style="width:86.65pt; border:none">
</td>
<td style="width:85.5pt; border:none">
</td>
<td style="width:87.1pt; border:none">
</td>
<td style="width:85.5pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">Causas de incumplimiento</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">A través de los Eventos Relevantes publicados en cada Fecha de aviso de cupón se ha dado a conocer que conforme a lo establecido en el contrato de fideicomiso y con base en el reporte de cobranza elaborado por el administrador y el reporte de saldos elaborado por el fiduciario, los recursos recibidos en el fideicomiso no son suficientes para cubrir la totalidad del monto de pago de intereses de los certificados bursátiles, tanto de la Serie A2, como de la Serie B.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Fórmulas y bases para la determinación de todos los pagos efectuados</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Los pagos efectuados a que se refieren las tablas anteriores se calculan de acuerdo con lo que se señala en el título de Certificados Bursátiles Fiduciarios de la Serie A2 "BRHCCB 07-2U" y Serie B "BRHCCB 07-3U":</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Saldo Insoluto de Principal de cada Serie</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En relación con los Certificados Bursátiles Fiduciarios de dicha Serie, para el periodo entre la Fecha de Emisión y la primera Fecha de Pago un monto en Pesos igual al valor nominal de los Certificados Bursátiles Fiduciarios de dicha Serie 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 Pesos que resulte de la siguiente fórmula: </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = SIPI-1 – AM</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios de dicha Serie.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI-1 = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios de dicha Serie 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">
<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">AM = Monto en Pesos igual al monto de la amortización de principal que se haya efectuado con respecto a los Certificados Bursátiles Fiduciarios de dicha Serie en la Fecha de Pago inmediata anterior.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El Saldo Insoluto de Principal de cada Certificado Bursátil de dicha Serie se calculará en base a la siguiente fórmula:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI = SIP / número de títulos en circulación de dicha Serie</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIPI = Saldo Insoluto de Principal de cada Certificado Bursátil de dicha Serie.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP = Saldo Insoluto de Principal de todos los Certificados Bursátiles Fiduciarios.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Para determinar el monto de </span><span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Intereses a pagar en cada Fecha de Pago</span><span style="font-family:'Times New Roman'; font-size:12pt">, el Representante Común utilizara la siguiente fórmula:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:'Times New Roman'; font-size:12pt">IDi</span><span style="font-family:'Times New Roman'; font-size:12pt"> = SIP [TB / 360 x Ni]</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">IDi</span><span style="font-family:'Times New Roman'; font-size:12pt">= Monto de Pago de Interés que corresponda a esa Fecha de Pago</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">SIP= Saldo Insoluto de Principal de los Certificados Bursátiles Fiduciarios Serie A2 o Serie B, según corresponda, al inicio del Periodo de Intereses respectivo</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">TB= 4.35% para la Serie A y 6.99% para la Serie B, según corresponda.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Ni= Número de días efectivamente transcurridos durante el Periodo de Intereses respectivo.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El interés que devengaran los Certificados Bursátiles Fiduciarios Serie A2 o Serie B, según corresponda, se computará a partir de su Fecha de Emisión y los cálculos para determinar las tasas y los intereses a pagar deberán comprender los días naturales de que efectivamente consten los periodos respectivos. Los cálculos se efectuarán cerrándose a centésimas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Todos los pagos que deban hacerse conforme a los presentes Certificados Bursátiles Fiduciarios Serie A2 o Serie B, según corresponda, en un día en que no sea Día Hábil, se efectuarán el Día Hábil siguiente y se realizaran con recursos provenientes del Patrimonio del Fideicomiso. Para determinar el importe de los pagos correspondientes en Moneda Nacional, el Representante Común utilizará el valor de la UDI correspondiente al día 25 de cada mes, independientemente de que dicha fecha no sea un Día Hábil.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">El pago y amortización de todas las cantidades adeudadas bajo los Certificados Bursátiles Fiduciarios Serie A2 o Serie B, según corresponda, en una Fecha de Pago se realizará en Pesos, para tal efecto, el Representante Común utilizará la siguiente fórmula para realizar la conversión de dichas cantidades de </span><span style="font-family:'Times New Roman'; font-size:12pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:12pt"> a Pesos:</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">$ = MAU * VUDI</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">En donde: </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">$ = Pesos</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">MAU= Monto adeudado bajo los Certificados Bursátiles Fiduciarios Serie A2 o Serie B, según corresponda, en </span><span style="font-family:'Times New Roman'; font-size:12pt">UDIs</span><span style="font-family:'Times New Roman'; font-size:12pt"> en una Fecha de Pago</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">VUDI= Valor da la UDI en Pesos correspondiente a dicha Fecha de Pago según lo publique Banco de México en el Diario Oficial de la Federación.</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt">Buscar en la página de la BMV los eventos relevantes divulgados por la emisora, representante común o </span><span style="font-family:'Times New Roman'; font-size:12pt">calificiadora</span><span style="font-family:'Times New Roman'; font-size:12pt"> relacionados con las emisiones que se incluyen en el reporte anual.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt; text-decoration:underline">Eventos relevantes del Representante Común</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de enero de 2025</span>
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</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">207</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">8,052,975.55 (Ocho millones cincuenta y dos mil novecientos setenta y cinco pesos 55/100 M.N.), cantidad equivalente a 962,540.25 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $125,092,897.78 (Ciento veinticinco millones noventa y dos mil ochocientos noventa y siete pesos 78/100 M.N.), cantidad equivalente a 14,951,858.23 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $864,136.77 (Ochocientos sesenta y cuatro mil ciento treinta y seis pesos 77/100 M.N), cantidad equivalente a 103,286.84 UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,371,155.71 (Tres millones trescientos setenta y un mil ciento cincuenta y cinco pesos 71/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">402,940.88</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">456,786,594.05 (Cuatrocientos cincuenta y seis millones setecientos ochenta y seis mil quinientos noventa y cuatro pesos 05/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">54,597,890.99</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">enero</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado </span><span style="font-family:'Times New Roman'; font-size:12pt">por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,371,155.71 (Tres millones trescientos setenta y un mil ciento cincuenta y cinco pesos 71/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">402,940.88</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">456,786,594.05 (Cuatrocientos cincuenta y seis millones setecientos ochenta y seis mil quinientos noventa y cuatro pesos 05/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">54,597,890.99</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">enero</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">21 de febrero de 2025</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">208</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,297,979.17 (Siete millones doscientos noventa y siete mil novecientos setenta y nueve pesos 17/100 M.N.), cantidad equivalente a 869,450.33 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $132,715,071.73 (Ciento treinta y dos millones setecientos quince mil setenta y un pesos 73/100 M.N.), cantidad equivalente a 15,811,111.64 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $2,241,087.77 (Dos millones doscientos </span><span style="font-family:'Times New Roman'; font-size:12pt">cuarenta y un mil ochenta y siete pesos 77/100 M.N), cantidad equivalente a 266,993.71 UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,065,117.95 (Tres millones sesenta y cinco mil ciento diecisiete pesos 95/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">365,165.17</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">461,665,157.56 (Cuatrocientos sesenta y un millones seiscientos sesenta y cinco mil ciento cincuenta y siete pesos 56/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,000,831.87</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de febrero de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, en virtud del cual, las partes haciendo recíprocas concesiones para prevenir cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro y de la póliza, quedando terminada y sin efectos la relación jurídica de MBIA bajo dichos documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, </span><span style="font-family:'Times New Roman'; font-size:12pt">División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,065,117.95 (Tres millones sesenta y cinco mil ciento diecisiete pesos 95/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">365,165.17</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">461,665,157.56 (Cuatrocientos sesenta y un millones seiscientos sesenta y cinco mil ciento cincuenta y siete pesos 56/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,000,831.87</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de febrero de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">21 de marzo de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">209</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,043,756.85 (Siete millones cuarenta y tres mil setecientos cincuenta y seis pesos 85/100 M.N.), cantidad equivalente a 836,787.72 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $138,163,098.46 (Ciento treinta y ocho millones ciento sesenta y tres mil noventa y ocho pesos 46/100 M.N.), cantidad equivalente a 16,413,568.27 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del </span><span style="font-family:'Times New Roman'; font-size:12pt">monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $1,991,320.55 (Un millón novecientos noventa y un mil trescientos veinte pesos 55/100 M.N), cantidad equivalente a 236,565.89 UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">2,967,826.05 (Dos millones novecientos sesenta y siete mil ochocientos veintiséis pesos 05/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">352,573.27</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">466,049,647.22 (Cuatrocientos sesenta y seis millones cuarenta y nueve mil seiscientos cuarenta y siete pesos 22/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,365,997.05</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">marzo</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">2,967,826.05 (Dos millones novecientos sesenta y siete mil ochocientos veintiséis pesos 05/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">352,573.27</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">466,049,647.22 (Cuatrocientos sesenta y seis millones cuarenta y nueve mil seiscientos cuarenta y siete pesos 22/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,365,997.05</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">marzo</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de abril de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certifi</span><span style="font-family:'Times New Roman'; font-size:12pt">cados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">210</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,805,423.34 (Siete millones ochocientos cinco mil cuatrocientos veintitrés pesos 34/100 M.N.), cantidad equivalente a 924,024.27 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $143,718,989.82 (Ciento cuarenta y tres millones setecientos dieciocho mil novecientos ochenta y nueve pesos 82/100 M.N.), cantidad equivalente a 17,013,790.10 UDIS, sin embargo conforme a lo establecido en el Contrato de </span><span style="font-family:'Times New Roman'; font-size:12pt">Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes, por lo cual, el próximo 25 de abril de 2025 no se pagarán intereses de los Certificados Bursátiles Serie A. </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,297,358.22 (Tres millones doscientos noventa y siete mil trescientos cincuenta y ocho pesos 22/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">470,666,241.48 (Cuatrocientos setenta millones seiscientos sesenta y seis mil doscientos cuarenta y un pesos 48/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,718,570.32</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">abril</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,297,358.22 (Tres millones doscientos noventa y siete mil trescientos cincuenta y ocho pesos 22/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">470,666,241.48 (Cuatrocientos setenta millones seiscientos sesenta y seis mil doscientos cuarenta y un pesos 48/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">55,718,570.32</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">abril</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">22 de mayo de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certific</span><span style="font-family:'Times New Roman'; font-size:12pt">ados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">211</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,812,256.52 (Siete millones ochocientos doce mil doscientos cincuenta y seis pesos 52/100 M.N.), cantidad equivalente a 921,881.87 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $152,009,505.48 (Ciento cincuenta y dos millones nueve mil quinientos cinco pesos 48/100 M.N.), cantidad equivalente a 17,937,814.37 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el </span><span style="font-family:'Times New Roman'; font-size:12pt">Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $743,927.45 (Setecientos cuarenta y tres mil novecientos veintisiete pesos 45/100 M.N), cantidad equivalente a 87,786.83 UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,307,914.43 (Tres millones trescientos siete mil novecientos catorce pesos 43/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">475,480,953.21 (Cuatrocientos setenta y cinco millones cuatrocientos ochenta mil novecientos cincuenta y tres pesos 21/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,108,919.29</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">mayo</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,307,914.43 (Tres millones trescientos siete mil novecientos catorce pesos 43/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">475,480,953.21 (Cuatrocientos setenta y cinco millones cuatrocientos ochenta mil novecientos cincuenta y tres pesos 21/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,108,919.29</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">mayo</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de junio de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">212</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,561,093.16 (Siete millones quinientos sesenta y un mil noventa y tres pesos 16/100 M.N.), cantidad equivalente a 889,760.40 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $159,521,771.43 (Ciento cincuenta y nueve millones quinientos veintiún mil setecientos setenta y un pesos 43/100 M.N.), cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">18,771,909.41 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $1,143,204.47 (Un millón ciento cuarenta y tres mil doscientos cuatro pesos 47/100 M.N), cantidad equivalente a 134,527.91 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,210,141.09 (Tres millones doscientos diez mil ciento cuarenta y un pesos 09/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">377,757.08</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">480,125,018.83 (Cuatrocientos ochenta millones ciento veinticinco mil dieciocho pesos 83/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,499,268.27</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt">B</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">junio</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,210,141.09 (Tres millones doscientos diez mil ciento cuarenta y un pesos 09/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">377,757.08</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">480,125,018.83 (Cuatrocientos ochenta millones ciento veinticinco mil dieciocho pesos 83/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,499,268.27</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS</span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">junio</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de julio de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">213</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,559,012.80 (Siete millones quinientos cincuenta y nueve mil doce pesos 80/100 M.N.), cantidad equivalente a 887,154.45 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $166,381,305.49 (Ciento sesenta y seis millones trescientos ochenta y un mil trescientos cinco pesos 49/100 M.N.), cantidad equivalente a 19,527,141.90 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $1,739,480.96 (Un millón setecientos treinta y nueve mil cuatrocientos ochenta pesos 96/100 M.N), cantidad equivalente a 204,152.09 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,218,684.82 (Tres millones doscientos dieciocho mil seiscientos ochenta y cuatro pesos 82/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">377,757.08</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">484,621,547.61 (Cuatrocientos ochenta y cuatro millones seiscientos veintiún mil quinientos cuarenta y siete pesos 61/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,877,025.35</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">julio</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación </span><span style="font-family:'Times New Roman'; font-size:12pt">jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,218,684.82 (Tres millones doscientos dieciocho mil seiscientos ochenta y cuatro pesos 82/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">377,757.08</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">484,621,547.61 (Cuatrocientos ochenta y cuatro millones seiscientos veintiún mil quinientos cuarenta y siete pesos 61/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">56,877,025.35</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">julio</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">21 de agosto de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">214</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,809,461.32 (Siete millones ochocientos nueve mil </span><span style="font-family:'Times New Roman'; font-size:12pt">cuatrocientos sesenta y un pesos 32/100 M.N.), cantidad equivalente a 914,523.97 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $172,581,960.23 (Ciento setenta y dos millones quinientos ochenta y un mil novecientos sesenta pesos 23/100 M.N.), cantidad equivalente a 20,210,144.26 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $6,560,317.28 (Seis millones quinientos sesenta mil trescientos diecisiete pesos 28/100 M.N), cantidad equivalente a 768,243.44 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,333,335.52 (Tres millones trescientos treinta y tres mil trescientos treinta y cinco pesos 52/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">488,919,943.12 (Cuatrocientos ochenta y ocho millones novecientos diecinueve mil novecientos cuarenta y tres pesos 12/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">57,254,782.42</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">agosto</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de </span><span style="font-family:'Times New Roman'; font-size:12pt">Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,333,335.52 (Tres millones trescientos treinta y tres mil trescientos treinta y cinco pesos 52/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">488,919,943.12 (Cuatrocientos ochenta y ocho millones novecientos diecinueve mil novecientos cuarenta y tres pesos 12/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">57,254,782.42</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">agosto</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de septiembre de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">215</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,780,738.31 (Siete millones setecientos ochenta mil setecientos treinta y ocho pesos 31/100 M.N.), cantidad equivalente a 910,488.01 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $173,959,471.89 (Ciento setenta y tres millones novecientos cincuenta y nueve mil cuatrocientos setenta y un pesos 89/100 M.N.), cantidad equivalente a 20,356,424.80 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes, por lo cual, el próximo 25 de septiembre de 2025 no se pagarán intereses de los Certificados Bursátiles Serie A. </span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,335,797.06 (Tres millones trescientos treinta y cinco mil setecientos noventa y siete pesos 06/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">492,616,788.84 (Cuatrocientos noventa y dos millones seiscientos dieciséis mil setecientos ochenta y ocho pesos 84/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">57,645,131.40</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">septiembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de </span><span style="font-family:'Times New Roman'; font-size:12pt">Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,335,797.06 (Tres millones trescientos treinta y cinco mil setecientos noventa y siete pesos 06/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">492,616,788.84 (Cuatrocientos noventa y dos millones seiscientos dieciséis mil setecientos ochenta y ocho pesos 84/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">57,645,131.40</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt 0pt 0pt 14.15pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">septiembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará f</span><span style="font-family:'Times New Roman'; font-size:12pt">acultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">24 de octubre de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">216</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$8,017,020.59 (Ocho millones diecisiete mil veinte pesos 59/100 M.N.), cantidad equivalente a 936,290.44 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $182,098,706.54 (Ciento ochenta y dos millones noventa y ocho mil setecientos seis pesos 54/100 M.N.), cantidad equivalente a 21,266,912.81 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $435,652.84 (Cuatrocientos treinta y cinco mil seiscientos cincuenta y dos pesos 84/100 M.N), cantidad equivalente a 50,878.95 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,450,195.79 (Tres millones cuatrocientos cincuenta mil ciento noventa y cinco pesos 79/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">402,940.88</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">496,930,889.99 (Cuatrocientos noventa y seis millones novecientos treinta mil ochocientos ochenta y nueve pesos 99/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,035,480.38</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">octubre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos </span><span style="font-family:'Times New Roman'; font-size:12pt">sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,450,195.79 (Tres millones cuatrocientos cincuenta mil ciento noventa y cinco pesos 79/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">402,940.88</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">496,930,889.99 (Cuatrocientos noventa y seis millones novecientos treinta mil ochocientos ochenta y nueve pesos 99/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,035,480.38</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">7</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">octubre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 28.52pt; text-indent:0pt; text-align:justify; padding-left:7.48pt; font-family:serif; font-size:12pt">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">21 de noviembre de 2025</span>
</li>
</ul>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certi</span><span style="font-family:'Times New Roman'; font-size:12pt">ficados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">217</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,265,764.17 (Siete millones doscientos sesenta y cinco mil setecientos sesenta y cuatro pesos 17/100 M.N.), cantidad equivalente a 844,980.59 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $190,481,966.28 (Ciento noventa millones cuatrocientos ochenta y un mil novecientos sesenta y seis pesos 28/100 M.N.), cantidad equivalente a 22,152,324.30 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $282,297.59 (Doscientos ochenta y dos mil doscientos noventa y siete pesos 59/100 M.N), cantidad equivalente a 32,830.13 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,139,958.55 (Tres millones ciento treinta y nueve mil novecientos cincuenta y ocho pesos 55/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">365,165.17</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">502,496,498.19 (Quinientos dos millones cuatrocientos noventa y seis mil cuatrocientos noventa y ocho pesos 19/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,438,421.26</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. </span><span style="font-family:'Times New Roman'; font-size:12pt">(doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,139,958.55 (Tres millones ciento treinta y nueve mil novecientos cincuenta y ocho pesos 55/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">365,165.17</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">502,496,498.19 (Quinientos dos millones cuatrocientos noventa y seis mil cuatrocientos noventa y ocho pesos 19/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,438,421.26</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">noviembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">23 de diciembre de 2025</span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-2U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-2U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, </span><span style="font-family:'Times New Roman'; font-size:12pt">División Fiduciaria, a través del Contrato de Fideicomiso F/234036 de fecha 23 de octubre de 2007 ("los Certificados Bursátiles Serie A"), hace del conocimiento de los Tenedores que</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>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">L</span><span style="font-family:'Times New Roman'; font-size:12pt">os intereses de</span><span style="font-family:'Times New Roman'; font-size:12pt"> los Certificados Bursátiles</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">Serie A del </span><span style="font-family:'Times New Roman'; font-size:12pt">cupón</span><span style="font-family:'Times New Roman'; font-size:12pt"> número</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">218</span><span style="font-family:'Times New Roman'; font-size:12pt"> corresponden a la cantidad de </span><span style="font-family:'Times New Roman'; font-size:12pt">$7,784,867.47 (Siete millones setecientos ochenta y cuatro mil ochocientos sesenta y siete pesos 47/100 M.N.), cantidad equivalente a 898,947.72 UDIS y</span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 54pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">Los intereses vencidos y no pagados de los Certificados Bursátiles Serie A ascienden a $198,871,846.18 (Ciento noventa y ocho millones ochocientos setenta y un mil ochocientos cuarenta y seis pesos 18/100 M.N.), cantidad equivalente a 22,964,474.76 UDIS, sin embargo conforme a lo establecido en el Contrato de Fideicomiso y con base en el Reporte de Cobranza elaborado por el Administrador y el Reporte de Saldos elaborado por el Fiduciario, los recursos recibidos en el fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir la totalidad del monto de pago de intereses de los Certificados Bursátiles Serie A, resultando un importe de Pago de Intereses por un importe de $470,235.91 (Cuatrocientos setenta mil doscientos treinta y cinco pesos 91/100 M.N), cantidad equivalente a 54,299.90 UDIS.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Asimismo, les informamos que los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para </span><span style="font-family:'Times New Roman'; font-size:12pt">cubrir</span><span style="font-family:'Times New Roman'; font-size:12pt">: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,380,413.56 (Tres millones trescientos ochenta mil cuatrocientos trece pesos 56/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">509,237,764.78 (Quinientos nueve millones doscientos treinta y siete mil setecientos sesenta y cuatro pesos 78/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,803,586.43</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el </span><span style="font-family:'Times New Roman'; font-size:12pt">próximo </span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">En virtud de lo anterior, en términos de lo establecido en los títulos de los Certificados Bursátiles Serie A, continúan las causas de incumplimiento por lo que hasta en tanto no sean subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el representante común estará facultado para instruir al fiduciario todas las decisiones que hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Nota: Con fecha 17 de julio de 2023, se celebró Asamblea General de Tenedores, mediante la cual se aprobó lo siguiente:</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i) Reconocer la cesación de efectos del Contrato de Seguro y Reembolso de fecha 25 de octubre de 2007 y de la Póliza de Seguro de Garantía Financiera número 504220 emitida por </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA México, S.A. de C.V., con fecha efectiva de 25 de octubre de 2007, (</span><span style="font-family:'Times New Roman'; font-size:12pt">ii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Realizar el pago de una contraprestación en favor de los tenedores serie A2, por la cantidad de $241.13 M.N. (doscientos cuarenta y un pesos 13/100 M.N.) por certificado, misma que fue pagada a través del Indeval el 19 de julio de 2023; (</span><span style="font-family:'Times New Roman'; font-size:12pt">iii</span><span style="font-family:'Times New Roman'; font-size:12pt">) Celebrar un Contrato de Transacción en términos sustancialmente similares al documento presentado a la Asamblea (el "Contrato de Transacción") y que se adjuntó al Acta correspondiente</span><span style="font-family:'Times New Roman'; font-size:12pt">, </span><span style="font-family:'Times New Roman'; font-size:12pt">en virtud del cual, las partes haciendo recíprocas concesiones para prevenir</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">cualquier controversia futura, reconocen que han cesado los efectos del contrato de seguro</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">y de la póliza, quedando terminada y sin efectos la relación jurídica de </span><span style="font-family:'Times New Roman'; font-size:12pt">MBIA</span><span style="font-family:'Times New Roman'; font-size:12pt"> bajo dichos</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">documentos, extinguiéndose cualquier obligación y/o responsabilidad bajo la póliza o el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">contrato de seguro y cualquier otro documento accesorio a dichos documentos</span><span style="font-family:'Times New Roman'; font-size:12pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">BRHCCB 07-3U</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Altor Casa de Bolsa, S.A. de C.V. en su carácter de Representante Común de los Tenedores de los Certificados Bursátiles Fiduciarios, identificados con clave de pizarra BRHCCB 07-3U emitidos el 25 de octubre de 2007 por HSBC México, S.A. I.B.M., Grupo Financiero HSBC, División Fiduciaria, a través del contrato de Fideicomiso número F/234036 de fecha 23 de octubre de 2007, (los Certificados Bursátiles Serie B), hace del conocimiento de los tenedores que, conforme a lo establecido en el Fideicomiso y con base en el reporte de cobranza elaborado por el Administrador y el reporte de saldos elaborado por el Fiduciario, los recursos recibidos en el Fideicomiso por concepto de "Pagos por Intereses" no son suficientes para cubrir: </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(i)</span><span style="font:7.0pt 'Times New Roman'">                 </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de Intereses de los Certificados Bursátiles Serie B por un importe de $</span><span style="font-family:'Times New Roman'; font-size:12pt">3,380,413.56 (Tres millones trescientos ochenta mil cuatrocientos trece pesos 56/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">390,348.98</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 50.15pt; text-indent:-36pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">               </span><span style="font-family:'Times New Roman'; font-size:12pt">El Monto de Pago de los Intereses Vencidos y No Pagados de los Certificados Bursátiles Serie B por un monto de $</span><span style="font-family:'Times New Roman'; font-size:12pt">509,237,764.78 (Quinientos nueve millones doscientos treinta y siete mil setecientos sesenta y cuatro pesos 78/100</span><span style="font-family:'Times New Roman'; font-size:12pt"> M.N.) cantidad equivalente a </span><span style="font-family:'Times New Roman'; font-size:12pt">58,803,586.43</span><span style="font-family:'Times New Roman'; font-size:12pt"> UDIS.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">Por lo cual, el 2</span><span style="font-family:'Times New Roman'; font-size:12pt">6</span><span style="font-family:'Times New Roman'; font-size:12pt"> de </span><span style="font-family:'Times New Roman'; font-size:12pt">diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> no se pagar</span><span style="font-family:'Times New Roman'; font-size:12pt">á</span><span style="font-family:'Times New Roman'; font-size:12pt">n intereses de los Certificados Bursátiles Serie B.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">E</span><span style="font-family:'Times New Roman'; font-size:12pt">n virtud de lo anterior, en términos de lo establecido en los títulos de los </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt">ertificados</span><span style="font-family:'Times New Roman'; font-size:12pt"> B</span><span style="font-family:'Times New Roman'; font-size:12pt">ursátiles serie a, continúan las causas de incumplimiento por lo que hasta en tanto no sean</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">subsanadas las mismas o se hayan pagado íntegramente los certificados bursátiles serie a, el</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:'Times New Roman'; font-size:12pt">representante común estará facultado para instruir al fiduciario todas las decisiones que</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt">hasta antes de este momento le correspondían al fideicomitente y/o al administrador.</span>
</p>
<p style="margin:0pt">
<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">Durante el periodo reportado, no se registró ningún cambio en los términos y condiciones de las obligaciones de otros terceros obligados</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A continuación, se presenta una comparativa de los últimos 3 ejercicios de la situación financiera de los bienes, derechos o valores fideicomitidos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">COMPARATIVOS AL 31 DE DICIEMBRE</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">NOTAS A LOS ESTADOS FINANCIEROS</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Efectivo en bancos e inversiones</span>
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<span style="font-family:Arial; font-size:10pt">El efectivo en banco e inversiones se integran como sigue:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
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<span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">5</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:66.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span>
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<span style="font-family:Arial; font-size:10pt">Depósitos bancarios</span>
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">10,074</span>
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">570</span>
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">1,160</span>
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<span style="font-family:Arial; font-size:10pt">Inversiones de corto plazo (menores a 3 meses)</span>
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<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">11,973</span>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
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<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">26,293</span>
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<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">1,615</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:74.35pt">
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">22,047</span>
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<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:70.95pt">
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">6,863</span>
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<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">2,775</span>
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<span style="font-family:Arial; font-size:11pt"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de</span><span style="font-family:Arial; font-size:10pt"> 2025,</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">las inversiones de corto plazo representadas por bonos de </span><span style="font-family:Arial; font-size:10pt">desarrollo</span><span style="font-family:Arial; font-size:10pt"> se integran por inversiones de gran liquidez y sujetas a riesgos poco significativos en cambios en su valor razonable. Los BONOS devengan intereses diariamente a una tasa anual nominal ponderada del </span><span style="font-family:Arial; font-size:10pt">6.27%, los GOBFED devengan intereses diariamente a tasa anual nominal ponderada del 9.30</span><span style="font-family:Arial; font-size:10pt">%</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">10.55</span><span style="font-family:Arial; font-size:10pt">%, respectivamente</span><span style="font-family:Arial; font-size:8pt">.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, los intereses devengados registrados en resultados ascienden a </span><span style="font-family:Arial; font-size:10pt">$1,499, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,410 y</span><span style="font-family:Arial; font-size:10pt"> $3,110, respectivamente.</span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
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<ol start="2" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Derechos </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">de</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> Cobro</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">, neto</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<p style="margin:0pt 0pt 0pt 18pt">
<span style="font-family:Arial; font-size:11pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La cartera está integrada por los créditos hipotecarios individuales denominados en UDIS y pesos mexicanos, cedidos por los Fideicomitentes, los cuales se encuentran en garantía en primer lugar de los tenedores de los Certificados Bursátiles, de acuerdo con las condiciones del Fideicomiso; el plazo promedio de los créditos es de </span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> años</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:11pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los derechos de cobro se presentan en el estado de situación financiera como activo circulante por aquellas partidas cuya exigibilidad es menor a un año.</span>
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<span style="font-family:Arial; font-size:10pt">La integración de derechos de cobro se muestra a continuación:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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1rCc63NalbPPPNMEYmO2WelK1gy1uIHFlKwUIE5bzfaaKPea21WQHNeW8TG0rbbbrttmc+VgF199dV7rxOuJWBDxJpDlztCLGrgGTfeeOOyGAIsM0vgOzbJJJOUZ7JiWIrYZHRIEZskSZIko0gtYk888cSyetUee+xRVtWab775yr6Pf/zjvSKWDyjxd+SRRzY33XRTs9NOOxUh638CN1boslysfUSwMF1nYQVd/FwUHLOk72c+85nS5W/hiOGJWBZZ1mJLuLqeYHX+N77xjeGK2GOOOab5xCc+UVZPc+3mm29efoeIPe+884pl1fteccUVzXLLLddMPvnkzV133VUWgXCe1bpOPvnk4jdsNTfxkiI2GR1SxCZJkiTJKFKLWBZYXezLL798c9RRRxWrpOVTiTsilpsASyj3gqmnnrqZZZZZinWStXWvvfYqg6WIWFZY3fg47bTTilg89thjy8pmhDErJ2FKMHJdICJHxBJrBS2rXz311FNlCVyuDs7nnjA8EbvUUksVC+rjjz9ewv7ud7/bzDjjjL0i1upirMVcGeacc84SNvFN8IoDVtdNNtmkrLhlhTLL21p6N0VsMjqkiE2SJEmSUaQWsfxBd9111yJMCUcCksgcf/zxi4i98847i4uBcwk9VtXYiFTikYh1Tvi1nnvuueX8vffeu/wmRg0em2222YpF1zGW3xGxxLK4sn4So+4Z14+IiCWsvVe4NRCuc801VxGxXAYuvPDC4krh9xxzzFHCDhHrvkTsNttsU66F88VLithkdEgRmyRJkiSjSFvEGrjkf9sWW2xRfF1DxD7wwAPNuuuuW449++yzxSJpYJZr+JTyo+1PxHInuO2225r77ruv+d3vftccd9xxRZByKdBlHyL29NNPLwPLCE5d+CFiv/CFLxSrMP9Uz82H1fkjImJdy43BoCw8+OCDxSWAaGU1Xm+99ZqPfexjzc0331yssmuvvXaviDUwjTWZz7DnZo3dYYcd0hKbjDYpYpMkSZJkFGmLWGKQUPRbd/+7777bK2L5xJ5yyimlq32llVYqA7oMzOITy1o5PBFrcBUr51RTTdUcfPDBzY477liEpH2E5mWXXVbOFea+++5b/Ff9DhFLQLOIbrrpps3uu+9e3AEcHxERy4+VEF1yySXLvfnqcpcgYrkWcJMQ9nbbbVcsw6y2IWJdv9BCC5V9wuM6QXynT2wyuqSITZIkSZJRpC1ideEvscQSRaSZLgu1iOXXao7Uj3zkI+WaaaedtlhGCb2YnaA/d4KHHnqoiFj7bNwSTHdliq033nijWDvjGOvoDDPM0CtiWX1ZSx3jkkBQsq56nuGJWP60RHOEbREHopSIdV9TarmXY7PPPnuJE767Z599drEK33///c30009fjhPe/IbTEpuMLilikyRJkmQUMceqOVgNmCL2uAiwqBKhsUjAq6++WgZt6UaH/XxlXWM/IQzzsYZbAeEH3e/O45YQuMY+G3/UOJeQjWex+Z8gre/hWRxzD2F7TmF7NmI0wnO+84hu4SKeJfa71vN6bgPL3MsxYXhH/3NzEEfOieOeh0+tZ4n5a5NkVEgRmyRJkiRJknQdKWKTJEmSJEmSriNFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUMcyxhuttlmZWUYm5Gszz//fHG0H1UMAjBFinkCP2jMSei9TJxtKpsxjYEbVp0xyjcZdzCAxRRCkY8s8xmDXfrDYBejr61P31d+MXWRCelNxzSyGAlvEvovfelLzTvvvNOzd8xgAM7+++/fLLLIIqUMGREMclJWWHo0acrsBfPPP39JPzEYq9vxjU3RJV+YPuwvf/lLz5GxG7M1LLzwwr15ur3Jr/3Vk46ZWmzDDTcsg9aGh7rKtz/zzDN79ow5PJsBdJY0jlkuhiopYocwRo2azsTKKaZ3sfnfZinDUSlEjTSVMYR7xx139Oz94DDxt/ciBAZDxFoq0tyK3/nOd3r2JEMdDRfTDpnb09RBpgmK+S2HV3mp0LfffvuSbkyD1ImYN9Q6+COLBqXpnDSsjBwfkxiNbvJ+qzJZtnREsLSpuUKvvfbanj3jNhdddFGZbmvnnXcelPJqMJAHGBHUCZaStXJYN2ABBkvpqj9MWfa///u/Zb7eqCstldufiLX8riWATTE2InWpOsr8wYcffnjPnjGHWR9MgeZ9Xn755Z69Q5MUsUMUFiArrKgcTz755J69TWkFykgKG4IUEvzVV1/duxG/rEzmBdR6NC+h5RIdu/LKK5sVV1yxFFj77LNP7zraP/rRj3qvt354wFLkWnME3nvvvWUuQRN2gwCNaxxzvzaejfUiljoEASkcU7RoZbr+pZdeKs+sMGEljXCtcOOvAimmmDG1TRy3Pwpdq8zYp4J+5JFHyio6LAxRCIgHcyoqGKyLHvu1eDuFlwwNTDskva+11lolPZlPU0OQBdRvSFsmdY90IP0QsJ1ErDT69a9/vZwnbxDDbRFrKiJp3DmsmPJRJ9xX/jBRvimSpG2/5QHr9Mfz1NfX6V/6Jk5rzFUax72TfIG2iHU/86DKF4Q+Ij8+/fTT5RlMum+CfEuxKiuisrfqU9zjmWeeGaUGdbfg23hPjX5Ly9Yi1iauIi4ee+yxco04l0Zcy9IJ01aJb3GvrFPOKG/iWt81INDsk45c43/p6A9/+EPPGf8xckQaU87ec889ZYspr9wvwrZJ9yHqpGvf3X5p6NRTTx1GxEob9bPZ4j3GRi699NLyXQ477LCePf/Be8R72lhexYH0fsEFF5Q5fq2Wps4TX+KFBTfO9w2jcTkiItb3j2uFUzd05JM4ZpNPoR6U510b31rD2LLCypWTTjqpt871DeN6ZU9gujXXuqc0IDz7oB6MaxyPenRsIUXsEEVi1UJcbbXVeucqhFazyadDwCrkTIitAIqN9cRxXYYm7DaBNfGmpWoy7PpclZrMtMYaa/Tu+7//+78ilt1XQWaNb5W455l88slLwSnDTDTRRL3XOHbFFVe8zzqhsvMMVpiBDGQ5QyvDqDAVDK7XFeuYjKzijHB19fi76qqrlkwpXtZcc83e46yqZ5xxRrmWOLbPJOC6k/7nf/6nrEiz+eabl2tXWWWV3utsCgdxVL97HV4yNDCnpcpHmjj66KNLpaGSUIlFF76eDdbZSAfOVYGp7NoiljVOPnCefMXqQ+iFiCX2uC6YKN45RKMlOrkGtZH3CGpd/MSHfOc36+zMM8/c+zwHHHBAqZBVtPJP7Je+rewU5QHhKa/Fcc+11VZblXdui1hWYO+hsRyVpHdz3W677VZWdYqJ9W3ykXCUP/J07FemEEIj0iXbbTACTDHFFOU9iR3uXOKciCV4LB+rvIm4mGuuuUrDgVHAil6uDbEivUmHjBLK1osvvrh3xS3b6quvXsQrttxyy7LPt7aggP99N2KNmBS+1bxiwQXf0MIFFkWQ/ojdWJI2Ni4xGkPKNsaMWNhAGol6IUSstF4/m40IGlvpS8TK7/GeNquOSavSuziL/eoyvQ3EbCzoYLNwhe+mXutPxDpOPEofca3lgoXnmEZGXa/ZrIzmW2roSFtWbfOtfVP3rc8977zziiFo6aWX7t3nmb237+l7ucazM9J4Z+L98ssvbz784Q/3XuOZNIb6s1APNilihyhaWSoKhWV/WClGBlAwymS6V1Q81sIOESvj8eEiPFlUI/MqsJxnvW6FLYuSQtsKL7pnZMoQsSpk91BoC1dXh64Y58vUMo5Cs90lSgTwI5K5FeZWvFHQ8iFELWKdy9WBmPBX2FFhh4i14oyMrvvLcYJW4a3yDhHrfVlaFUqEgAxNTBPIRIfMfsIJJ5SCjEBxfju85557rjxf0v0o5FkSI20st9xyxc88YNGSlqUxacCSmyFKicNaxBK90pT8Id9YJtRvFY/zWXaF7bf8JA1qVBI+rHjtRl5fIlaFTFBqaAnfPtY9eVjYGncqSA0zFZeKkHCxX/6wOpR3IXTkXasvjayIVWkqTzQ4hcfi6J4arDPNNFMJXxx4PpUjYTWUUN4wIoiP008/vcRNiAjlsvhUXijLzjnnnBIfyjrnsKpqBEhHylHpxjUsa8oh392qV5Z+veqqq8q1vpvGj3IwRKyy1zFpSznvW4UVUTqwDK3rLX/r/BCx7knkuM710rzj0kkIOM/CAisNewfHQ8Q6X5lNBCkrle/E+thKJxHL6mgfi6b3UFdK7xqd6j11j3QrnvQqqj/4pmtAOva1r32txIl6Tb7uT8SKU+UH1xtGEPWJsKUPjegjjzyy5DvHzj///PJM6jmNwhCxrpX/lTMaGb5l7FMf+cbqMnnON1U3Ckd6ChGrfnMP787g412lMefvueeeJTzieUTGAwwWKWKHKFrzEv3wRKyKSLe4rgrdozKtjEd8hojlDxhd5yrl2idWpaqFrkBUOamQXCODqfhCxMo8LEHQdajCUvnL6K5TUcrE0XVZo/ImDFXoCgL/y4ioRayCXuufsz6xixCmwmal0JplYVVxR+XuOKtGnKvbmIXau22zzTZFoOteATHiHs5lGWOB6BSe50qGBqwOGlcaYb6vnga9EgSe/MB1R1q2ER4qA2mCeCUsaxFrKU9hEA+uY0nRQJTvCIZHH320VD4qDnnTvbkmEMkqx7o7GH2JWCKGZZPlNYSU49x2PJvKipAkNAkm4SoD+PyquAgd6D6Vf1WoIyti0faJ3WWXXUrcxW9xoHIk0lm4hhLKPpZVFlXx6XsQQsSmcllPEoMBkS9+lR/xP1HEHcT/yiDuUhoEvqVyR6NaPBOSyiPX+q5EsHI7RCzBg0hX0glrqjSpXLv11luLICGUWPJCxHLt4iYVwizqBd9IepTGWeyFpZzUE+F4iFh5QRnP6i7tK9+9y9hKJxFrQCJxqG6QT72ngY1Eq3QunmqfWMdjxTP5MCyyUZ/0J2IfeOCBUq/prZBPpRXX+NbCJVblU0Yg99S4EbY4DhFL8IZ7U9snVoOKFVl68z2kF9d45xC+vqkGlPvBX+FIByzSjiv7pIcUsckYhyVWZaOCqbvpVIoqHF1ZMqZCTiXDMqQQCxFWi1jWmejSaotYlZBMrPDVhaoCtBHEulxDxPKjDRSQ1s1W6DpXZieC+xKxMqpMaz3xjTfeuGQ8hQXaItazyIghuokPx4UtThTSMnI8Z2xcHELEqmCEJROrdMPSilrEqvRd2ym8oVYhj8uoqOUFlQsU7NK6Qp0LjPykYtFw8+2lEUKtk4hVWcljLGYBK499RKyuOn52W2+9dcmjUInILyxv0mVNXyKW9QsqNZWodC29Ehjyiuf0Dp5T3tfojbXtdUsHhCsLmnKAZWZ0RKx7y7+OE8eBxgExxlo5lBCfyr511lmnlJNQzkg3yhjdteKCmGC1jLKD+CBWQAA7n8VTGclKplw699xzS/npWFxnIzCklxCxhDCUV76j8pEgclw606iBcte9QsQSRso1Iki4nlF4yjXPTcjp1VIfqFOIYceJWOmClU9+IJY0ljx7t4lYDU3vzyoZsGBLq0RdW8QSnNK7eJt11lnLJk5GRMT6DuJYfdPujVR/y8/i0DeTpjSEhF2LWL1FcW1bxDqPSPbsro/0otxQhoWI5ToU+LbeQQPTucqwFLHJoKHlpVUug/HNC7SiJUziVcJmRdVKdo4WpAJX5uhLxMokukudQ8Syrir4WByiwDR1Sfh1dRKxKjRWAM8BGUjF2JeIVWgrUGQyFbmKNAaB1SLWs8lsnsV7gihwXNgKI61RlbaCXMWiK4WvloJ3RESsZw4Rq2VMrMvcER6Lh/BC8CTdj7yikcYKExZKDTlp1rEQYSorDUMCQ6Ork4gl/ohM3fgqCflHflIpEbHSlTSle1b+EZ7rCAGVUtw/GBkRG4OtpE+iU36XLxzjc+uYvEPcRiNR5Up82N+XJVajMdxn+NcKL0Ss8z1PWF69o8pYnEEcEOzKIHl1KKEcJHJ8T9+GW4peJeJOGSMO/U/w+RYgcllZo7GigSNtCUfZJkyIT/HIiq1xoOzjqkE4S1P9iViNMmnOdyRgCDANFAIpRKy0RtTpKfPc4R9LxHoG54ZV2HHiz3EilgAn5BZbbLEi3qQhZW63idgYcHn88ceXukDeYxXXiyEPyU++bYhYLhjysQan76nnT5yMiIhVX6nbjK+QZ9UlGgvyvvtEo9l5GilLLrlkCbsvEcvK7/uEiJWf1cN6Ip999tlyjrQifFrB37aI9e3lXY0b8KvVIE0Rmwwa/FgkdK18Xfs2lZEKWWUio+m2ZI1R6fB1kZFc05eIVWAKxzkSs0JXq1SBqkKMeyiwFHadRCy/PPdRKDuf5Ud4fYlYGYZYcA5xwIcrrMu1iPVshIZnYbUVdhS+wlZxqzy8P0uYgpz1WQFBkI6IiFUIyNgqCYWzcz1ThKc7VnhawsnQQJe7ikqaZn2SrhT40jXfuPAr53bD70y3r3TUScRKo85TEaowiBANOmlWniTqVEbEjXwX4Umz8kDdq4KREbFEE1EkvRLRkT/ci/hQAe6+++7lXoSV41wYWF+8Y1vEyiNhpeXH63yVpnuFiNUlG+FxydFY5lpE/DpfHHh/jcsoY4YKyjJd7uJPGhC3MXBHuSE+lUviTDey+CD+fBvH4G9Y3cR9iJToDdCgFhZxJZ79T1T2J2KJMSJMOiA0pTtpzTcJEcuY4b6e37f0zYRHxPpOyjv3M/7BN/YcjktHXGa8h33eiTBzr24TsRp10rrn9o7yvnxOQKo7lQvyh+v4rOpJYKEWz3zApXlxMiIiVmNAfSpOpRV1iThXVhCu6hUC0n7pIPJZXyK2Dk8DVQ+QssZ3sd93USYR4d6zk4jVq+J9vK/zw587RWwyaEhouj84b0t8tqiQwtJChMoAjvEllUFkSs76nUSsSlTXUfj7EKAqSgVd3EOFLNOwCHQSsSpbmcV5WroqQBU1K6ewOqE1KtMRyHVXZC1itV75jrHa2qcyV6n7X4GiUtFCVUjEs7J4EdUE64iIWAMw4loFnvsR/3V44kfLPBka+JYqfRVJfGcVvEaiNMKSwXKle1flIj0QA9I8EVKLWBAJUekTFQbBhCUW0ijxqsJxjmv5gId1rmZkRCx3AiJZuiWi7WMB1QWqMoTKL6xqNmWBvKXnoy1ilQXixTs4VzkS4ilELBEVIsx9xBULUzSWbZ5Pg5fVeajBwqn8855EonKOoAuxqcwJa7jN8bp8A1HrO3DPCqQ75VYMqLJJZ9IO+hOx3FSkFYJIA8Z5Gv967oha6YSwifTnOmJVmjnuuOPKdxKu8x33bCHYwp2A4PPbRlypW9w7LM5jG51ELIj2eE8b66aGKzQGCEPfk8A0iLKuW7y3nk6GD/HZn4gVp+rbaADblDesu+pR9Q9jk/3SA398305e6iRipa3w4XfNMcccU/K4xkeEr/GoJ1L51knE6l3kZ2t2gijXaAnGpxSxyaCholExsTTatOBlikBhqOBzTIWoouSULzM4z/8qwtoCRCxqWbpG2DAwpL5HIDMZNBDnBQSl84Tvnu7hOdqWpsBzuqdCsH7+uG8tOmVoc9jqduFCIMOydETG827xrCrVEJzeyz7dbQoVvl7+Z8EN9wXvE9eqCJzj3p3CS4YO0pa0F99Zuq3Tagy8UFFIX9K7hqJziD9pO6a6kw4dc7684VppTOUfqCDtc450L911QvieRXjSrHv7TazGcflaOJFvWIMjz8uD0nGN53TMJiz5AsL3rPU+YXoH5woz8oJ8A/eP96jLkSg/bN57bKoUB5pO31r8KDvEqf8jLjo14qUfcR5lUKCcUd7EtSFgEOkx0o3v5Tl8I9+MlY0wYaAgZHQ5E5l6sJyD+G7uIWz7I634jnFvz2a///31LesyVhktDbpePhob+Plv32tWPvit3m3R3V5uZtjg4ebzOz43zP4VDnizmXPLJ5vpvvRQ2ebb/tlmper4gju/UK6zLbzrS82COz3fe64w59nmu82smz3eLL3PD4e5xyX3DesWFPj+EW/Km6hLfDN51X7pRTz7PvKyRolvYH+dj5Qh4tw10cOpXIjwpcdAnneutFYTabMu1yJ9jC2kiE2GDCoEllJdINHa1IrUHaQbNUmSJGlKlz/LcJSTNhZzfqDR2BrKvPvPfzcvvfnuB7a9/fuh1+vwQZEiNhlSaJmyMug2sVmOk2tEkiRJ8l/M1hLlpM3c2MrPcYHf/OG9Zo/zfv2BbXc++Z+ZR5LRJ0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkiRJknQdKWKTJEmSJEmSriNFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUmSJEmSJEnXkSI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskyZDlF7/4RfPDH/6wee+993r2JMnA8KMf/aj56U9/2vMr6UZ+/etfN6+//nrz7rvv9uxJuo2uE7H/+te/mgMPPLB3u/7665u//vWvPUf758knn2yOPvro5umnn+7Z835uu+225qabbiqJ+v77729uueWW5i9/+Uu5r2MDyc9//vPmzDPPbN58882ePf/FO1100UXNt7/97Z49o45M+txzz/X8GvP8+9//bp566qnmkksuaX7/+9/37B09xMett97afOMb32j+8Y9/9OwdMRRUnuX5559v/vjHPzYnnXRS89prr/Uc7YxzTzjhhJ5fw/L222+X8F544YWePaOGSvDEE09s/vCHP/TsSQaKv//9783dd9/dbLjhhs1qq63WnHrqqT1Hxn6UO4cddlgp30477bTmZz/7WdlPjB9xxBHDlH82ZZp0jccff7w56qijmoMOOqi57rrryr6+IPCPPPLIEob0/Jvf/KbnyH+x74wzzuhYxv7zn/9sHnrooeaBBx7o2TNuIL9efvnlzRprrNF86Utfam688caeI0Ob733ve80hhxxS0ou09ec//7nnyPt54oknetPnvffeO4xIVCdIb45Jq+1yVBqOa9W5I1q/jwzS7sMPP9xsvvnmzRe/+MXm8MMPHysbut///veb4447rsSFfP7iiy/2HPkPX//613vj6o477mj+9re/lf3i+6677uo9Zjv99NObH//4x+V4G3WketF5Z599dikb4FspS+pwbJ7ppZdeam6++eb3HbMpE0a2nh5VukrEyhibbbZZc8oppxRBY1t//fWbffbZp+eM/lGZSQhvvPFGz573s+OOOzZbbrllSdAvv/xy88wzz5QEcdVVV5V7DSTCnm+++UqmbeOejz32WKm4RgeJc6+99mouvPDCnj1jHiL2Jz/5SRHgA1UAiY9nn322ZOKRLWx+8IMfNCuvvHJzww03FHGjUCVE++Ott94qgrkT0oXwRrfy+uY3v9lMM8005V7JwCF9qPzWXXfdZvvtt2922223ZoUVViiF9NiONEEcadxKX/LuHnvsURq80uydd97ZW/YRUjPNNFOz7bbblsrrO9/5TrPccsuVhhGRsfXWWzfnn39+T8jDQohtt912zVe+8pVyrjg6/vjjh2lQabwTuRNMMEHz29/+tmfvf2EUmGeeeYqwHlf405/+VMSAekj87rLLLs0XvvCFUrYMZR588MGSthiNLr744majjTYqRpYQTTXqNecec8wxpd4kFK+55ppiCJKO7N95553Lvq9+9avNOuus0ytk3WfFFVcsIledJQ8Lw7UDySOPPNKsvvrqpb73LMrzgw8+uOfo2IF6RiNcHpTf5c/11luvV8h+97vfbRZffPFSVoirtddeu7n22mtL/fvOO++Ud1N+RHlBWHZqqIZG2GCDDYoodZ/dd9+99DKov5WlEYZtgQUWKFpKmaRhUx/bb7/9mhlnnLGUU4PVKOgaEStC11prrWIVIEQCFrM555yzJEofTwvLphXgL2QALQstBy0L59U4l0jyd4cddigiFj6CMPzVGll11VXL77je/66z1R/M8QizfawmROyjjz7a8Vzhe/b2eznP/zXOiTCcE8+o5aVSPOuss3rD7uvcoH6v+j71dbYoWOwXdlznr2P+Rth+x3X1frg2jtn6wnnxDsLwf8RH+z3cL47J9CFinWO/43V4QeyL64M6PAVuiNg6vCCeLfB/vJtz4znbIjbCivPqMB2LMGz1sWRYiC95mEBjjVUhqggXW2yxjr0eYwusqcqZAw44oPzvmysjVC4sLjWOERPzzjtvaTA633VEO7ErfbA0Ebht6w30MEVFJCzlp/JVpYRf/epXxTjw6U9/uvnwhz88jIh1vutnnnnmZrzxxhunROwrr7zSrLnmms2ll15atquvvroYRqS3TgJhKKDOJNqJG2WZ8u2yyy5rttlmm47uFM7dddddiwCSDqVdQp/glc4IMYYbx6RVaVT9JF0tv/zyzQUXXNB7n6997WtFMCsPBxKNNuJaGUwAEmpzzDFH6bUcG4g43mSTTXrLLBpmiy22KHEF+XPPPfcs9YHzWcnlYXHnPWgZvTrDQ8+z+izyvm/qPva3ue+++5rpppuulEttlBlhVKw12pima0QsAaLrJrrWaohTrRYWVpGvRaLCkpFUaKwRSy65ZCnwtVx8WB8eCiVC0jEiVStDGLpKdOnJYOedd16xeIw//vglYUhMuoK1Nl0366yzNvvvv39p0ciYLKju49hss81WrulkkZQQXCuDzzXXXOX/vffeu9xbpcF6RLRLxCoyhefSSy9dwtUFEnHBOqAwnWGGGcoxCVJXgkJDi4olZaqppiqVuX1a01NPPXU51yYjQ0bQfaFym3vuucuzi3Pv5TpCYJZZZinXSMi6gsSveN9qq63Ke3z+858vLVoFkd8yxO9+97vSLRrXanm7p/upRD2jezk2+eSTdywYxYd4FM/uKe532mmn8s3E3YILLtjbmleha+EvvPDC5duussoqJd6kId9u+umnL/8TOSp974df/vKXpTLyXldccUWJMwiPdasdHhEb4bHuBsLQCoaKTUt/9tlnL1YrYSgwFcq1iJUefbNll122nLfUUksVkeJdnatAi+/ruTyf+Evej/wjPbL4hIjtZDHqBpRt8jOrVY1KSuPUu0kH8qDyQVdgYJ88Ir21IXiVNVEuScfKzSuvvLJUQGFBU/7I67WIJYqdq8z58pe/PE6JWPWMd1Z+yJPE/FBHj5r6hqVfb5h6S8OpU/lDlCqP616q2MeNT55UNkrXwuHmpn4AY46GkfMds6kLaoPAQMGCzvqooUfEslyO7ahL6IBDDz20/FYX0jjKNvWHbnyWa/H1rW99q4h/1lHxyNjXl/uH+s654j2wTz1OWwSuJ5Id0+Boo0dnmWWWGa6r3kDTNSKWf6KWX12YtlFoK1w33XTTch5BqRIjOCRWEa9VqBuBKd5HIyp8aGhlEJJaP7WIlXgkHOIOWhxajEznICbd0/m64+qCnUDRHdjJGiJxfepTnyqJQmJ59dVXi0jxjG0R635EoXMUHgoClYxWssKUiCNAITEtscQS5bdrJbxzzjmnHCP0CCctYnhnoomYJOi1knVPyBgqNgn5nnvuKfFIwCm84joFDt9X8R6iUmEg3msRSwB6nrhWRUusSeyeVfdR+Op4znjWmraIJfI0TFTm4k7rX+ua4CPwZHbv47cW6hRTTDGMiCU6iUaCWgaHv57FuzmXWHS9blvdOuLeb3EivOGJWALBt9XtKK35broifUvvXotY8UiQEyvu4VlWWmml8ozizT1030K3EB+u9KXtjAKdy5E0Kc3oNvedug2VEWuIdK5hHEgf8peyTpqE/LvxxhsX39+o9KUxeZ8grXG9NKm8CouJtKQiY+WpxQmXmraIDdpl3biAfKzR7b3lc8Khk4FiKKEMIk58Z/WcxpJ6Qp3aFrLSxKKLLlrK4IDBh5FCPaKMVo/uu+++Jb0yCCif1am6svWqyruOOU+a5EbYSTSNDqzo6n5ilq5QV4ztsJQyzkV+Vr/L3+pX9Qo9QMuof5UbjB7iUFxqhDAkRYOhRpnhHEYcKBNCINfnC1Occc9ro05WX6nvBpuuEbESeojTvggRe/LJJ5cPQYgSnzIOaxoUQtF9ER8lUBgRPxJDfyJWQpGYaidpYkxCIThc73+DHoK4fw0RqwsjzlMgEDJEZFvEeq9zzz23nAetVpW0vwqU2p+HsCXOYtBYLWIVugRfjcTH6qewcm49CIwgIGiJXhZc70FoqQQnm2yyIvbEu8JIRkItYoVFtOkWChRYGhbijO8MCy1rd3zbTnHVFrFEsK7XQPhaob6V7y1jq6whs88///zvE7EyowKZ9cl7+iv+NUpCxApPZmbZjfBYI4Q3PBFLXEtjLBgKCN2OvosGB0EaIlb8+bZ115HKQCPJd7XPefJAFLbCFs9JZ+RzaUp+1oPCMstfrJuQLqRH5VBtEZE+9ZBID/IClHfSqPyrXFKWSM8qsraIDcGaInbUUG4oW5VverlYtOuyfqihLNRoV35JG4SNtKee6+TPr46RPpXzUC9wS1HW6+VkNIlxIMpS9Y+8Slh+9rOfLWILesh0lzMgKJ8HEvmJT6/nmXjiiUs3uDprbEZeo4EiXqU5+oR12/dQT8nzGrGMdIxFYThSBzHQaCi04YdMr/g+GgvqSw2RWsTSFIxUBL86sY1n0bvrvoNNV1liJTSVU1+EiPXxCA6RLaNpBRIrNpUC0UEgyFz21RAfREh/IlZm08VXuzYQecSaViermgQX99Vl3QkilnUzMrQCQrjetS1iJd66EmbZ1TpWwMR5NaxPnrktYr2/ru2IDxuBxI9F96Auyk7dAcIRLwpuYlHGUUGGiBWOggi1iNWtQfDX3UuQaQhPmUQlyH3BexDk4qVNJxHLRysQFussixSBXRdI9cCuWnSqwHWriisFg0qcMJZ2QsQKjwCqB8bVA7v6E7Fg1RU3GhwsONJdW8QSpsQqseD7OF9vge/k3p7t9ttvL1Z6hYvjLB0hQJK+0TBj9dGo0fDolLbGRqR3+VaarMsZqCg0AlU6NZFH5SN5VJ4mENoiVjmjMkoRO3ooY5RHuqXFd18jv7sdZaFyp55FQNmlfI9erBrpUL2rzFNWEVjKuRCxxFGkO2W5so9FVENeT2jdta/8ZOQYU9Zu9XZoAS6DAzEb0JhA3cHVMaygRKW8bZYAqLP0yKojwqJao55Vfxok1obRiMulMsX3IlbVw7WIpTfU2eqdTu4d8oHy6oOok7pGxGpBsGIRTDVaDszhhEhbxBK8Cmbd+brdiDN/iRAfWqYhKOquCh+6k4j1f4hYiUUCqisX01vwg1WQEXEKfffjGqAScH2bkRGxrHS1X5wCxTMoGLSwwgoK7yMeCLK2iBWmQtezxcY/iRiTQFlU7WujQtTl4BhhpyIN62Z/IpalmIh1XiBjKODCf09BJt6ErTLQfaoxUDMiIta39Gysb/VIdBlfXLVFLFiDfTctSY0OhTNqESs81v1A+hFeXyJWQU3EcqVgRTj22GPLuymcXdMWscLzXr4xvzHnRjqVxqQL39S3dCwaEPU9k2GR/6VDlSC/UXEnr/neYzO+s7SvwtCQCX/tQAXiHaS/qNACxzR4pBFuNipoFjGWljbKBlauEAfSuTJDQ7aupFLEDovvI235q7xUL3HvUZ51mmVmKMCVRdlUd7nr4ldXhAtbjfIq0qFN+iMQpTHWXGMRxB/08inHle3cDbid1YKVqFTWDbSIjfLBN2OgoBVYiMc2a6w6gxHMiP9a+4hXcVq7GRGa4kpdKg/XjVFCVb2vQdFGPDiu3BEubUFPRY821DXKHN+9jW+pTtM78UHQNSJWgUlEsaj4Hz4UM7kPZ/BCW8RK+LrYiJAwq/vrHF0WfEwkhJg31kckoDr5xBJoIWJdR8DFyD8Z0bnEi0qHKKxbQ1o0Cvs2IyNiwwfXO0l0BDjB5z4EECt1xItwCTNWKMdZXULESpjCikqJoHSu95MhVJ6Et3t4HhlCl5GWmdYy7NdNrnIbnogl5LgvhI8oCMaFFlqot5tdhet7wbeQYWOkZDCiItZ3Ixp9C88tg7FidvKJBZHIou1ZxUNYAULECo9orMOT1sInVtpgKQhLs/gUnnRDiCroVXbixDsSD20RK1ziwbm+nXtIR1rE3tdxBUvEnzht+50l/4WVglVeORADu6Qn31fPwNiMsoM1XlqXztsoa/QeSI/SZqB7VDeu61TIykZpSsNf+dGGS5T05phziX3lou7dmhSxw6KsVi5LV4wZ8r2yQlms0TkUIUg1hpR7yjFd++ofZZyyqQ0rrHSovJNe+bjqSXSdOlOaIZagLJOW1U/KXvk25h12rfrKtVE/DBTqD+V6DOzy7Vg61X1jC+Jd3U0TiKca+VF5poxTH8vDBhkyxCgXGPbEm/oO3o8OinqqRkOMIYzrn++rXva9Q9/4bgQqDdB+DqiblBEfVC9X14hYEDgygO5Bvh9EE/EUXbdtEQuVgg+iy8I1xKZWRgyIIHh0oTtmsAxBQnS1RSwhRHAq1FWSEomM4Dqik8VX5vPBZWAZ0zEbS2SnEcIjI2KJLP67CgSFp3uz/oJFhsUv4oVoZmUhqBQMfLZYl1lPiTZxqHXnXN0UCh3nqZS8l+54GZswFC4LsApR97ZrxK8R94ScxsDwRCzBJo4VGq4PVwfxyM9W5vCejuk+90xtv9gRFbHQxSXD6joRV/7ne9xJxELa4Dcp3oMQsZC5O4UXBQIrte/m+cWfkbjeUZx6XmmD/xUxxdJAwLt/LWLFoW8mXp2n8HaduJOGxZ+06h5EDHESaTgZFnlQGpXOpRnfgmCT5jr5W48tKHOkRfkqvnVsYQVzjrwsT7ch0JV/GvryrzSisRmo5KIxr4JUbvIf15UoTGVLO35SxA6LBoJ0RFwo49UPGh3ikOgaqjCIqBe50kknymzpST0rTaofw3AjHbJMc02JupEg0jiX7qRxcShdq7PEofIPwlFfO+ZajQMNLNcOJFxs1FkxsIvxRr2jThobEK/qmkkmmaRYUOuyQJ1AK9AU6kF1n/Qn7zPaiSt1lvzPaOIa5aD/o2eHISms6OromK1BPaUOYjGne+D7suCKp07lAEu7Mqs/V88xSVeJWOiSUMDHJtGHhUqhSlgQa4RUoLJXqTlfxqrdAHxw+xzjc0qs6aKXiHTHaXELnyB0jpHqkRCcG89Rm/Ud170fxzxjJ2R6iSaexzN7BqLWPYXPv5aI5RKg0iEa+cGoXGqEEfdT0CgsENZq+0NkE3Jxri2sj4j7xrH62SMObbp5CFBCWrwTfWE9FacEuneJSpHQjmt1h8Y93U/rN46pgDsJDefpbpL5fBuFUO2/5JsTf4H7iytC1/f0LFqjMqT3qN0V7Pe92vuki0B4BGodXnTn+t7x/AoWx6JFb7EKhUy8G0GqcGLxUnC7RwzakR6ID+d6ntrfTFdR3MMWreakMxo6Kl6NIhWhwn1sJ8qv+jvHJn1D/iUe+rIosyxJZwRA241AN27tkqTS0VgSvjRblwOBPCH9yn9tdDX29yxDFZW78kfvl147cTcuoLxV/kkv6kVpEeKDy56yOZAOI+3qglYPBcpLvUiOKaPbPQUa93Gt/+M+A4kw1YfEHbFHpNXP+EHj+Qj/iId6U/dHnMjjsV/vSt17o85gHHJMnafuCxiZ6sYnIRs6iOitxbx8riFR37eGvlJfDXRDY0TpOhE7LhIiNlwCkiQZMQg1jYUU/E0RDhqCycCg4mdUGddhdND4ZnDpNjTc9E5Ez+24AqPbB+XDOtCkiO0CFJa6b3QZJEmSjAr1QK4kGSg0FM0P+kGMTE9GDeNrOvW8dCMpYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkiRJknQdKWKTJEmSJEmSriNFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUmSJEmSJEnXkSI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskSZIkSZJ0HV0nYv/97383V1xxRe/26KOPNn//+997jo48v/nNb5rXX3+959fQ4Y033mhuvPHGnl/D8uc//7n55je/2bz66qs9e5IkSZIkSbqLrhKxL774YnPUUUc1u+66a3PccceV7ctf/nJz2mmn9Zwx8nzlK19pLrnkkp5fQ4cf/OAHzZlnntnza1gI3LXWWqs599xze/YkSZIkSZJ0F10jYn/1q181W265ZXPggQc2v//973v2Ns29997bzDnnnM13v/vdnj0jx2yzzTYkRWx/pIhNkiRJkqTb6RoRe8899xTh1e4Cf++998qxp59+uvzmHkDszj777GXbbLPNmp/+9Kfl2LXXXttsvvnmzZprrtmsssoqzVJLLdV89KMfbaaddtrm+OOPL64Kjz/+eLPkkks2c8wxR7nfk08+Wfa7z9prr93svvvuJdwTTzyx+eMf/1jCJISdP8ssszQPP/xwuVfNP//5z2bhhRdurr/++p49TXGBWGyxxZqHHnqohH3QQQc1c889dwl7zz33LNfgmWeeaZZbbrnmlFNOKfeYddZZm4suuqg8E5y3/fbb977vDjvs0LzzzjvN17/+9WbRRRct5/zrX/8qv5dffvkSxhe/+MVmjTXW6BWxf/nLX5ovfelL5Zgwttpqq+btt98ux+6///4SfroeJEmSJEkyNtE1IvarX/1qs9122zW//e1ve/a8n1//+tfNNtts0xx22GHF75Og3WKLLZpddtml+cMf/tCcd955zZRTTtk88MADPVcMa4nlX7v44os3d955Z/l92223FbH7/e9/v4hFYnfDDTcs4hXOm3/++Zuf/OQn5fell17aTDLJJEUU1hCphx56aBGY7777btl39dVXF2H7i1/8ojn88MOLqGRt9n477rhjc8ghhxShS1R/5CMfKcIWnt07vPbaa+V9CU7HPNMvf/nLco8LLrigueGGG5rJJ5+8iF3XEK7f/va3y7MceeSRzYQTTlhE7N/+9rdmvfXWK3EG8bTqqqs2e+yxR/mdJEmSJEkyNtI1Ipao23TTTfsVsT/60Y+aE044oXnuueeK9ZWYYz1lZfSbiGVpJNSCELFE6hFHHNFsu+22vfcgMDfaaKNynKDktlD73wqfcOXewK3h4IMPbiaaaKLme9/7Xs8Z/4GQvP3224tF1bOBRdg78V1dd911m+uuu64ITHzjG99oNthgg+b5558vInb66acfJkzWWJbVxx57rFlttdWK+K4h4K+55poiYv1PJO+9997lf7zyyivNAgssUETsz372s2avvfYqQvyHP/xhc/nllzfLLLNMs9JKK5VzkyRJkiRJxka6RsTGIK7o5u4EKyfr6f7779+sv/76pRtcF3otYnXZ14SI1QXPisvFYJ999ilhEHcsrbr6CdV55523ufjii3uubJo333yznOe6TTbZpFhFWTjbIhZEImvohRde2Pz4xz8uwvRb3/pW2Vh/CXRh2bhAuK8ZBIjYmWaaqQjPgNsCS+vdd99dXB5YitvcdNNNRcR6r5122qnEX9D2ieXm4L6s1t5hoYUWShGbJEmSJMlYTdeIWJbFddZZp1gO2+iaZ0XlP+oc1tg77rijeeutt0o3+YiIWOKYeCQmTU3FchrbCy+8ULrd2yLWLAnOd46ZE4hOXf2dRCzrL1HMp5ag5HcrTF39SyyxRPGxre/Jz9cz9SViWYBvvfXW5gtf+MIIiVgD4mIqslrEerf55puvxIFncU/WaOEmSZIkSZKMrXSNiP35z39eus51uxuoBN309hOXZ599dnPXXXcVC2IM8iLg+MP2J2J18RNwuvIPOOCAYonkSws+p7rhib0//elP7xOxwhImPAvhONlkk3UUsY6znnoHLg2sveAysMIKKzS33HJLOcfGOmtwGlHen4h1zPsafBXX/uMf/ygbIU7EEsoE8sYbb1xEPdyTS4L3YrkmvMNXVzwY+OaZkiRJkiRJxla6RsTCSH4j+s1/akotv3XRG3wF1tAVV1yxOfnkk8txAnOaaaYpooy/ZycRS+DyGeVPS3wKyyAy1xPGLJbPPvts8Zlti1hWXhZV5xrkZYDUeOONVyyynTAYS/if+MQnyiCr4KyzzirWWL6w3okllGWZC0N/ItYAMlZdrgzu6VqD3wzcIsyJWLC2Gqz1ta99rcy2YPCXY0SseDHAzDN4j5NOOqn4/nJxIIZ/97vflef+61//WsJKkiRJkiQZG+gqEQuiSxd+bIRYDFiCbng+qo7tu+++RdwRm6aIevDBB0u3eo19ziVYQSyGm4CFEKKrnoXSwK16Ci374jlsLMDuyR2gE6yixKdwWIlriGM+qcI59dRTe2c4ICA9h0FmgXuw1gbOj2cw8My1Tz31VLPbbrv1nNEUgWoWAy4TzneedwdLblxPwBPkrvWM3sk+/r9JkiRJkiRjC10nYpMkSZIkSZIkRWySJEmSJEnSdaSITZIkSZIkSbqOFLFJkiRJkiRJ1zFkRawptaw+FZsBWzE11/Cw+pYpr+qVvWoMJLNilkULDKIyK4CVt+JYrMo1EJg2y+Cu++67733L2cLgKwOxLDk7Oph9wfyxphUbLHwPA9RiSrSBwCwKBt+ZqWJkMVDPTA6eSTgvv/xyWVBieEgrBhy2MbuDGS++853v9E5hNqp4JoP1ku7mpZdeKoMs+8O0gTfffHMpt0yBF1P+QZoyIDPKtXa+Ny3fVVdd1VxxxRXDDP7sxCOPPFLOi7Dcy2wkkF6ltzgmX3TCvNJmVbFkdjK0MbNNpBez5kiLfaEuibTzxBNPlDnKo3yN/fUmrRr4rI6Tfutj7qseHGrIO3REf7rEDEUGq4sH02b6XaM8iXiKWZTamFqTfhge5tYXjsWP6vrMt7MqaNzn9ddf7znyHwz6do1jBomPbl03sgxJEWsRAKt1HX/88WXbY489yvyv9cwCfUGYzjPPPGU6rr6WuLX6lqm1LMDwxz/+scwPGxWT6b2OOeaY8v9AIIGbucB8sIR5GxnBjAcKjdHBe5tTV4EzWCjUzOSgETBQEABWazOjwsgis1oow5y6wiGuZczhIa10quSlDSuhidf2bBQji2eSjpPuxQwp0qZZQvpCI9LsJWYROeqoo8p80cqTELLmmja3tSWrpStpIuZ/VgZZrtoc1KbZ23DDDfutvEy7Zzq/KCcto608URHKl+5ttUIzunRaGVBldcYZZ5QV/gjiZOgibS299NIlTZodx+qZ0lYn0cT4Y6YddbCZgcx6wxhA9KpfIr3ZhGWVS1NFErCMTZ/73OeGOcd9RtQA1S0Qo6bRnGOOOfpsDDhH/lJmiEeLJZkOVN0E+d4x+2PFTY2LWvDLz6bUNPVoXzDY0BCW6PcdzM7k24WQpW8c8wzmzfc9Y7YiWkg5pKyQNtxLnVnPGDWmGXIiltXLalNW8QpkKhP+m4t1ePhwWkf9UYvYNhLLYIrYgUIhZanbwRSxY4KBFLGjS4rYJFAurb766mWOaJVEX7Cymm/6scceK408q+itvPLKpaGnUW1OZ/M9E5CsptLE6aefXioNFZy0RvA6rkGtcumU9kzZ9/nPf75jD4LzVVqWyJYnWMhUTiqwGj0VU089dTPXXHOliB3iaBhtvfXWJV0Rm/vtt1+Zk7zuJQiuvPLKsqiPYwTaOeecU+Zql5baEE2Weo8pJPVqSXtDGeKTeP/sZz9bFhrqS8SaS15DU6+McwhH4vKyyy4rx8Wdb2IhJkKUiPRNQvDLn4x35q7vb/EiwlecK2sIYJZW8+eba14jhZ4yJadncK911123d0pSf5VrjDjKq5irfni9TQPJkBKxPgALxM4779zbLRawVDKJM7/r7mdhIHYsYMCS5gMQujPPPHNpHZlrNhKXcHVpWKLWaltaIhYEIGJlPglLN4uW1ac//elmkkkmKYlUYnI/mVSYKiPmdvuFSSxbOcsxCxh0qghCxBKYLCvO9QyR4CTUNdZYo4hPCUkF6Hmco3K59tpry7tBgtSyjTDEAcuPwmX66advPvaxj5UlaIXlXN063tn5MkN0Gbovq4yEL5wFF1ywFFSe1b08r2tsYaVxDZcLrcWNNtqoXCczskrJjHBP/8fzsTZ5PteKZxW0/Y6zVMV71bRFrO8mA/u2rhPf7itMaKnG8yyzzDIljkPEap1axth38re2RHHhECdcPVjGYsU1i2a4v/BYLhQGIWLFvSWAA/GsMaRLWNyJJwWG55QunR/vWItY8aRS8X3dh1C2DxpsChlh+HbSITGdfHBo9PomvpMyoL/GiC496THck7ijuEZ6kz6mm266YXpddDU6Lv0QDdKZdCjdSOfSYj3HdKD8YF2V9lSAygBhgOXLojIqTcds8mHtMuBcVlziRPmWInZoo6zTSFLOSF/KJlb/Tm5srLSnnHJKz6//LEKknGp3QxNzymNpPmBVVHZHulMHR1k9FNDYZOSSLy1BrwzvJGLF80UXXdS7UBM0ICxK5DrhaNDqmQn0NFsYSXi+Cx2kvpFP+7PEMtw4L8oCjRRlBkuwuLfUf1hW5ftYUInGojXoCOIWygjaiXvBYDGkRKyPYPUqrYNOCSPg67XAAgs0hx56aPlgEgwRxtoZvrOsDj4+KwSrCBcDFYvzdfd9/OMfLyKWdVRlwDqC2hLLz0dlQOCCgFXg8yEjLLTC+N+Cv4uE3cazEIWf/OQne1s/EgiBopIhrLyLFpDWDyEq8UpMjhPbzPsyAMFIHIFVh0WIhUVibFti+cc5N/x7JVSFk3glDAm3EMiEujjQSGivisZKRMgqsIQ1xRRTFLEvXj0TcWYxB//LnJ4Bni8yocrZNSr3EGQENOHYpi1iVa4f/ehHyz3gG0w11VSlQBVHLFUKZJmXT5HWcYhYz66gIBq8Xyx5LHMTkcIkGhUcvjEBq2DXLUsUEL+6ykLEEpTETGAhDivKiRutbiI6VnvzXVnKwtofIla4lkf2/sIkwhUaRx99dIlD52goQOGjweWdk7EDabg/ESutsa7oupOfCAcVhbysHCJi/R8QtzPMMEPPr/+gHFShaSBFudQmGprym/Jj2WWXLflZ+pKHNUzlIccIEOldegukd2WZZ3JtitihjXQmrUiTRKfGuUaSMqdGXSrNqM8CZRSxVvtoO095yDgQ2GdFS+lSGK6RF9S7Q0nIBvKgOrYvEcsSqpxXr0DeZBFlwFE/aADo4QnE04wzzlhcA2vUDX2JWPWphY0IU3WtOkfeVyfWxg/PozHumWkhBjP14I477lj0UIhYZY86R93ZThtjiiElYlUAPvqIiFjiMlbWIiIItBCJ0HpkwSPYiCsZLgjB15+I9dFVQJtvvnlvl0skGIKQiGL9dE/3Rycf3BCxBA6fOkjMuvEInraIJSCjsCAwVYaEFYuOxFkLGhXdoosuWt61LWIt5yshBwSRDEKIquRYfOvKNJzytcC1Dok78SvuJp544pIRXesZ+CyjFrHPP/9873sE3m+RRRYpx7T8dK14Pu+vUKsr1aCTiCUyDXgJWL01HsSFuAkLq0yp8dIWsd6NFU2jxnuFtTUEZohY3T6uZZ2FwptIHhER639x5xrPbPlfhVRYNELEKjxY3sVhWGlr65349k71ssZ9+XYng8/wRKxKQCNIWlMZaJDoEbFfY1MeYaGB8kRDT2O4hnWW5cy1Gnp1ZRTwc4uuSBAdyhj5S6U30UQT9ZaH8rlGq+5KSP/KRuVHithxA/UDow8BJQ1zJ4iyuCYE6/BErB5E5bB0GEin/K+twgnlFiMLgdVffd6t9CdioQxnib3rrruKnmB00VPnG4hL9fHoiljahBFE41gPjHpVQ8Wy8xq17gvlhHLHvWkY+R50jzpNnUerqMcYzlLEjiKEhwqcAGhnrhoi1kdlEQVxqHIgTGROG+uHVglhQhhrAQW1T2xfItZH17IhiupKxLNpvUg8xx57bLFSxn1VPm1CxNY+sd5t8sknL+KlLWL5/cbIfNdKeAQp6227S0dil1glvFrEel7WHa3tiA8bKyWxFg7cncQRwUm8e0eJW0XMGhkiVryF9bkWsZ6faKszoP+JbJUlK6l44u4gE2n9EZRtOolYVutoAIDLiMJTQev+0V0jXmuf2BCxMDBBXBGR4t13DvEbIlZc6wlwLcRj7RPbn4h1jd4A8UxM+KuR0xaxfCbFicZRfBfHpAG+Tb6f9Kq17JgCrJOIST4Y+hOxKjN5nTVK74YKJXz8wz+Nv6F06NtytyFENWjbuFb6ElYsL90f0p9yTBrW6+EeRHPg/uG7KE0rx+TfFLFDHyKUmxXjizSobuNvXVsJA4YMZfTwRKz0pMxyrD8IOOW3nrKhxvBErDpDPcZgxM1CnhfnhKRBxxoBAyVi1amR38W1Oll91amODaMaUa3udL1n8nx6bBiqUsSOIiKNaBSZnSpuwkproy1itQolJuKLQImN2GKBlHC0QoPREbEsozHYgoWP8HAv58r8xGTNQIhYjtdEW1vEEmQSXFvEqqgIKNbPOj50KYkrhVknEes9WYC4KSh8PAdLEKE2KiLW83m3qCC9fzyLEay+Z5sREbFEJxcLBS2rpndCfyLWvVXsCl/v53v5fqhFrLQgfWBERax3dq1juujsF18KiraI1dDxHKeeeuow30Za9j2IF/e3j0VP5cH9IBk76E/ESi/ygvQlvcBf6UdelN5UeMSA7yvPSB96KDohXWnUs+QOD5WVZ+NzJy2zvNbIz4sttlhJfxre/jd4R1pktfXbc0l/ydBC3aAcrBsqGi91Q75Go0vZEyjLlMHK/0APgrpieBZW9aO6aFwUsZD/GXGinNdwJWiVFcr2ehA6XTPttNP29q4E/YlYdTDrN11SzyjAUKUcqhuyAeHKcquhDT3gnkMZofdVXcVoRn8MBkNKxEIXMcujVkkgMkUwiwWzd1vEhhDVfRYRzzeWJVLGJWCJnei+VVjHwK62iGUhI2KFYzCRMGJghcERjksgEppKKe4nsRBD7QrH8ZERsYSg91KZyBwEPV9YIk6FE47gjuuSZtWTKBUw4oSI9Z4qMc8fz+cdWFy8u+chjEMQC8szKayI6JgZwrUKMwPdhidiheVZWL4hTALYPpWxc22Bb6UAaAvpkRGxuk28s7iDVilx3knEihPP6b3tEwdBiFjWWgW49AUWVt8/RCxBywfMu9n42PIRllYVJO4drics2tJYW8RyiyBuiYkIh6VNw4jo9x2iUPRXWhuRWTmSwaE/Eaui1pBWuXMfgL++rfLF/wYLhpiQJllAuP3IB/K6xk00rqQVAlfjs40yre6xkj8MEDPgSyNIGpdnEWWZNKiiUw4pM2zKEy4/uh7rSjAZOmjkS3fK5ihz1DEa3erJNsoc7jDSjXOVi8rxEFfKVnV0Xd9COa88jrLatcpp59Zl/1BheCJW/SR/hyucOph+YPAAC6jGbXwTA5Hl99ApQX8iFuouwphlFeogLhzqHuWDb+cbxn0IVlZg31GjlxXXNY4pm1jtuWEOFkNOxEKhrqXA5G4jpAgwogRtESsREV78vIhIH0A3HfGnxaMwJ+rM2eYj+cCmregkYlleWemIZZmfoGIJ8xzOcS7hSdBJHBJyPKPftfiGTD4yItbALl3aKiNWQ4VPtID5supKdz9CUgZRkekC8qwKCxmBoHY964ownM/XUrcGVF7cBLhDEL0GgcVUIISYws01fvPpMShNRuxPxEJ3uswRz+ceMhIrkfvLHI7ZiEFdF21GRsR6by1Qz8D6qSLuNLArEL8EOYt1PUI8RCwh4fuzMriv64UXIlbm963Ei/uxZJnNgtglBohTLVhxyso82WSTlQJI+gwRC3FCmGqw2aRVszqIJ4JHQRfxRJgo6JKxg7aI1T0r70XjRRrjAiD9skL567f9UNlE/iIs5aewlmgUaaj6q7Ep/zhf4xnyXzT6pEW9MNK8ylJeYnlRkRHT8oVyzH2Uc8qmaJzVpDvBuIG6T7nne2tAS8fEqjJHOa4Bra4EYavuOP/884vxSB3g/xCsGujKL8cInxrlp/Qk3SkTGQ0YM2qxO1ToJGL5n9Mb4kUdozznOqcsYOhQtqubwGdW/SSe5HkGFIapdpx2ErH0SYzF0TjW6KCb5HH1lniPHl3GF9qAsUS9rCeGloCyw7f0DOoi9ZRySd06WAxJEQtCgUiLjSiLFopEIqJlphrdy3G+hFPDUhjHiFGFvISlUuAv6wPCACrnsIj4kBKKSss+Yi0EZbRaIkxb7d8SxHmeNyogFZ/WD2Eo0bOqqAhVdFwGCCDhyQBxv0Bii/sRqGE9MajJe9nvHdyX0Ipz3aPuWpDB7HOM/7CWGrhfeDb7/VVQKezEDxEuQ0W8ew/CVUUaEHFxT4I6nk9FLJPFMVanTnhGrcN4Ho0CmTAsW/AdZD6wDhDjwrRfnHgm4ciw/ANriAIFeo3rwtGdj5dr6vAIZu+hsHKtYwSCAkd47lXHvwE55uhUMCksHPNMtZVeo8d5zve+0d3GCkfw228jeAezQEn6p/0dVfwafvW81vKHytz3Iy4JhCAaXo5pLGlQ1nAbYqFxXOMlhAU0bgnSQPkV5xLLdR6R5qQxx2yRvttoHGpAtRvfydBDQz3KHOmYgIV0Q7xEjxaIoUg7dTkOdam6Iyz9bbh0xbXKcfXEUES9TmfUllNWVvV37CM2nSMulAnyZQ1DXMQVzRM9KzWMTPRDjTpZr0/gW6pT4z40QODbqYfiPsqvWijTCaE52nXjYDBkRey4CBHLr1bllCRJd2CwVu3bNqbQQNR7kyQDCUMAX349SMnowc+UsWZMW541MhjahgIpYocQKWKT5D/WTa4a3bLpPdFd3+nYQG58rMf0fWrL71BEGdvpvcfljcuSuV3NXtHp+EBsegwGEu5one7zQW/cgcSl7vtOxwdq44ZgOs5OxwZqqwdpj0lSxA4hdCXozu/UpZAk4wqsGLoqcxv8bSj6LtZw2+n03rmN2a2ek3wgILA63Se3gdsGazBeitgkSZIkSZKk60gRmyRJMgZhkeCDxm/QZsDeiKBXpfaVNcWOAWARTmwGRrIQGjhosEjsNyimv14Z808adBjnG2hokKH7xr56M1UXdwFh+r8+ZlBPDiAcGhhEK93VA44M/JE+6m/OB7av9GWathE5z4j3mEKqRlpyXT0LzFCBVbmOx5g9pD/Eh4FbMYA34N4S4RgYrqxRDtTlTb2J074Gypnj1TnKp3o++UDYBsgrH2qkDQNKXWsQWUzVNVikiE2SJBlDEAIqalMSma3CyGtT+cUUNX2hYjDa17RrAWFgMIYwbEZ4TzXVVGXKLeKTsDQvsSn9jD62SIvZMWLe2DamxTO1ToRnRgwVqhkPYl9sE0wwQTnXfVTCfO/NkhDH+1reNukupDszyPCfrgWTFROtYOlYfHMj4zulLWGYxcCsG0bAm+rNLDVtVxNTcbmPdFxDZEnLpuki3IYS8pcpEU2VJQ79bxaf4Qk/M41YRbOeQcSMIKbVMpuAPG/pfI0PDQZlTnwnm7xrykZTnbW7+X1nM0goLwwqM9WeGYfaM5/4Jp4hZv6B51HWmHbULD98l33P4a3ENpCkiE2SJBlDsKCYYs9KOzHNkOmqiEDT53TCtFWmx/t//+//DSNi27B+WF6YwGClJRrM+6xSIp7NRtDXhPTmmjRncbui6kS96h7MQWvgCbGSDB2kIdMRmgt7yimnHEbESmumaOvPsh+YisvAHlNCsgqee+65Za7Y9rWm5TLfelvEElTm9jaH9lATsaa4Mw9uiFFizxz08moniF5TbI0//vhl7vtaxGogEMFmh/CtiFmN5U5+6coGIjem6awxEJyAZWU1dZYyQWNYA1iDgujV22MO9w996EPDiFg9Q+ZvNw2g+yrbhEVEDxYpYpMkScYQCnYVVS34VEQsGiqNNs5lBWE5YRHpS8QSHJaUZTlRyahsXBurIsFk6CrImBO5xr1VNp5FBVivHlijEvUMsZgLrLRkIRgVomuJk3reyKT78B1Z7Iza9201jmoRa6nxWNzAfmmur29OAMVKgzBpfr3kueuINqtgWoynFrHRwGPxJfaGmogVf7UQhR4Rq3y2Ec/mYNZglM9nnHHGYa61iI7vIt+KU2FYGKV2A4EFkazk2Wkeevju5i1Xprinxrb/PatwfROzGWjgWPAiRKwFfMwPq+Gsh8a1emNcO5iuRSlikyRJBhGWKl2zsfZ4X6jAOolYlZQJx62qY5GTTsTCGlwXOllirRZkKh/WWM9C7LIS1dYy9yFYCY2YZN0+bhGsMq4lOKxCyDo7VCelH9fg20ishIglWFlNfXNphcBl8bOQTrvhIw1IFxYOCjSurPMvjYDVjoC97777isW2bYmFsHWVDzUR20YjUTd/veBPJ6yS1haxGqlWy9Ig0NWv14X1tG5caJz6Vqy0nSA6uTNoNFs8xSp+VuRS9rTdg3w3U/SFiOWvrNHDjYClXZoxzRqf2r5cmMYEKWKTJEkGCV3yRKGCf3j0JWJZOvjLEpN9delb9Ysly2qCnYiVvcJy67d7GfgRlaAV9ghl3ZbhR0fYWK3JqnQqKhaXk08+uVjfBmteyGTM0haxLG6sbWeeeWYRqaxurHJ6DNq+nCFY+xKxhBH/Tv7UGkbE7LgqYuVdKzaKg77ycdBJxIoj34F/rS59K26FS0BgoCe/eQPAOmG5a+UAVwWNCtfquTFfLWFdN0zbIlbj2HL4GjXyvjLCwi0azgT2YJEiNkmSZBDg66rC4cemYh8efYlYo7kJYcKzE3xt+b+xsBC8IwIfWRZVy15GxaVCdH8zD9QVYxsVJMGci6wMDdoithMED5EZ6+sHGjWs851ErNkwLOVt0FcsPT6uilgNAd348nFfArOmLWI1Ptdbb70igqEHhQvHIossMozfKxcDA+TaLgZBiFhlhWeC766BvO+++w4jrvsSsXpr9PxAw1eD1iDRvu450KSITZIkGcOotBXuW221Ve8AqeHRScTqvjXQirUjhECNNc917RnI8dZbb/XsHT4qK92OZ511Vq+IveCCC4rIGN7zqsyWX3753u7ipLsZERHLv5L/JX/LNsSntBNIPwZqaeQQXVNPPXU5h6/npJNO2sw000zNV7/61V4RhaEsYglHvRvysBke+msgBm0Ra/CVeGNpDZQHfO2jR4Rvq8asgWF93YP19MADDyyW8Rh4Cv7PfPLrb9IWsRq+yozaFcK7aaSffvrpvb03Y5oUsUmSJGMQllFiUKVgeqoRqbTQScSyuOjK56NYVzDCNEuBQSIsKMOz9LJ+6SIO3zVC1PKh0R1J1O6zzz5lZoX6PrqPdSMTFzGghKWWVYjwSLqftoglQnVXm3sUvvkNN9xQ0mAnFxKDslj3In2YXov4kab4gAovNkKOFVB6rS13Q1XEcqeQ9zQAdNvX3fX90Rax/pqeTINWHNuEN/300/fmaf7yfGbN7+t4X/DR17iIsAlRU2aZzq/2kW+LWN9XWcQ9JASwab8MODVfbH/3HEhSxCZJkowhCAEjeHXz6f4nBGwEp24/lZgBXiqONp1ErMqCpWP33Xfv2fMfiEtWXucb5BH3YSmLQVn+j65G80kawGEwl8qPYCWyw8eRlcX8np6hbVHhE2vwDvEqHC4SujJrS07SvXSyxBIrSy65ZBmpThQZRGShDGmD0GEFjIFAGkS6sM2FLC3qGTA/aXsQGMY1dwKDsCaffPLiRx559Omnny5zQEMjl7hvC8BOPrEGZxpoJw+a0ko8y8cRz3pGfMdOjUuuTdFTI0yiVV5/8sknix89X/j2wNO2iIUyxTdUtkU5YtaEEXVjGghSxCZJkowhCDuCk9CrN/sMolLxE7nmW2xDAKhYalhZTHfFAlNjpLAJz9v3YWEhmGGeT6I10L1rVLLzdOfWFSRRrTLra75H4RDNrtV13F/Xc9JdECOEZbvxYraLSFd1F7J0wyqrURMQZ3EuUdxXA0ca6yRU+VbqKSDwhhKEfcRLbPKRuXFBmCoP2v6khGingZxEcYSjcVkfJzBZxTVI29jPpSFwXQwSI0Q7raJmpS5uBm0XEj1NpmVzrcaObzeYpIhNkiT5ADGilzVlTKPCu+OOO3p+JcnAYJARoapRlowerJ/mhO1ktR5INDK4CwwFUsQmSZJ8gBh4oRtxTMPC0sltIUlGB/6ssRBCMnpwuzA91Zj2JzWQa6hMiZciNkmS5AOEn+qYtrzAoJokGWh0fZtLNhl9+K+P6GCv0WEoNWa7UsTy8WJ27yY/LCN8jRYck888GPcYLLTqDRAYSoNFCBXzKo6pAoQYavsrJUmSJN2JgZbmkTXgysZXtW6MmmorjvFNZsHVqNCzE/vrzQCyTg1mLiHqDue0tVU7vHZjmO7wXI6pswdDhNd0nYjVdWFuOZME13Okjc1IWD4yZ+qRmbtxZHCP22+/vUyp0Z6AuhsxKbYpf/pa77kbUVAYLWpKkzGB5f7MwZgkSZJ0P/xWF1544TJwzsApM4jEfMxEp6m67DczgenwiFQC1MBL+2OzKMGnP/3pMoCzvSQsEWpeV2GYkcTcr2aeCAOSwXXubxYC885awjbcn4hsA8TM+escKwma+7Z9jzFJ14lYkWtqGCNtrXgxWBPqju2kiB37SRGbJEmSjAhWPyMYLfcbK2LVEJSxYhfrqN/O7WRpPeigg8q0WZ1mDrD6mmOmT2N1Na/v+uuv3ztDAXG68847FwOiZzJLgplQYEAfgWxQn2ekQcx40mkhljFF14nY5ZZbrohXS52Zq87UMjWmnrFfy8B8ivVH8yHtt2l5xLx2zvGh4pipJIL777+/tEzsJ5xrUcVsHtdIQFbLgZaNaWcOOeSQcq2pK1xnYEU8r27/uFZCNDcchOkd4pjWUV/dzzHdjvMkQpMO1yLW1BoRjnng3FMCJ3Y8W3QLxD6WYq0vz6hFFtfFe3k293BPLcI4XhMZwBKWpmmx7F10cWu1SfzxTAa01BB3a6+9drneNCO1iPVNdtppp95ra6HOEX7LLbcs+8W3Cds7YXS2aUii5ajVaDqZQHdM/Xz9rf/sG0uHzltttdXKewbiL9KTieFjiqMQsfZZvclx09YEvsG5555b3l9BoGvm9ddfLwVIPJN0Gyg05IM4Jp3VIra+VvzU09V4prjOFt84SZIk+eAx8MrKe+aI7YSe6HpaPJZYC520Rax6YI455hhmftcavcPqg7CeEq8WLDBlGo1gAYX6GbgbzDPPPKWeMydsPfUXzaHuak8BOCbpKhFL7U8zzTRlXjL/awGw2IElUsRZAcR0NXxFRLAI5XTuL2EmYRA5TONXXXVVEW0mCCfqHCM+TeRNsPmwRJU5HIlMgoNI8qEkHi4NRI/rzPPGQuzZiDUihqlfQnO+qW0WX3zxIr6II5MUm1rHtQQQseo888EttdRS5V0c0xJrC0WYYJrg8U7iguCZaKKJekWsyYZNOG0ePuF4dkLbPUyvYSLpEIis2USw5/CensX8lK675JJLynXCdJ7wbRK147PPPntZqhL2EWladASTjDDllFOWuSY9L2FKsLvOJmMRxL6dOBbX/H/MX+nbCtsz+kbexVx0rrNazIILLljiygohviUB7Nk9r0aM79/GO0022WRFCIovItszyoxamOLAnH3uoXXqHp3myeR7qrCQvgh0mdpk9tKAZ1pxxRVLt41wrCEtHSgYiFjpV/wR+47PO++8vXEg/j/3uc+VycQ1rLybdCR+pSsNKmku5mgkyKV34SigPMOEE05YjvlevqMwTWythWyycl1R0q60Kv27lhjXQCPMkyRJkg8e+kPdYcledaUyWx1TzyGr3lAvq3PpC7rBvoCgVecy2HSy5ta4Tt2mPmBkUZ8yHk011VTDuG6qL6ebbrqiY7bZZpthlqwletWh6qzh3W+g6BoRS1QSDgQVCFOiyLq/xEEIxxNPPLEcD4gTFTjRqDKv8cGIH2KlHl25zjrrlI/ASmc5RZV9tFKEx4JrhRpipIbviUnMPQtxtN9++xX/FIkjRCzRs8UWWxQBFBCWhA8BRpQLVyvIvVzbaQlJ4sNSgDFRtMRKsLqWgLEiiPXMAy0lS1Iy/2t5udY7iFeixprLrHEEFTHpHSBeWPF0U4jnZZddtrcrAc4nliRYIlNjwHPDOxOihKCEzzqrm4HAJnI9j30yivjyLSKDivO55pqriFjP3P5GlioM6yLLpczt+RDfqA0Ry5If8SkTyqwc0glwy/jVUx05n5VSHNWIJw2Nhx9+uGfPfxoCLOYydC0IpTHPSUw6PvfccxfxGVieT6uWaHWO5wsLOSGtda0w8VyEr2+qR0G41s6uLcks6US6OJR+pd14H88TLXWFo0KIKI7VnNyzLhyTJEmSDw7GKeV9zCGtHmAk4lIZ1lZ1Hb9Z9aM6Udleo36cdtpph6mr+kKdz/+WAYnxJeowdRKDWbhumgZMmIw3dAbdow6nVRjIhMFQFOePabpGxPqALEnEF8Fi8z+rqYraRswQP21Y7ljrOvmD6OL3kSJMG2Gl5ULsEWUGkpmAWOIJ6yUzvxZHjQ/t2hCxRAlqEcsSRrDW3cLQxexeITAlSnPvEXCscG0IVdZUVku4R+0Ty0JLXNbvxeLMskuQS/hEvzjxLCx6hBEhqvXnXeI6YpP7AKGji5+VMSBivY/nJghZskP0yUDCImJlOsJceFpvGgqEcwhbv2urZ+0TSzQT1jVhjSVIfRviTYNG+OH43oYolUa8J4hYceSvONDSrZHxCcy6ESGePae45J5RQzhzYdGtH0Iexx57bGm0aKxYtq/umvGtiFHvKb14vhDrwiNkvZP0K35ZcolYwls3j3gPwidWg0UDyjerrau+jXStEeF5Zp111pIehM8CniI2SZJk7ESdwhVOz2wYH2oYsdTFtQHHqmcMJyNTtuvFZCy0uhghSvfQAMJSVzDChYhllFM3q6OtNqZ3U32WIrYDRtuxAook1labiFORM6ETuURPJxEr4h3rJGKJDsIiwoztxhtvLMcJAl3dTOzEpWfQNdxJxPrIuqRHRcRyUyDCQOwQr56DuCQ2WTJriB/iO5b6a4tYoseztt8r/GK4VIQ7hi5qYpQl03v5zarXvk7maItYFj8NCS0xAqwWsbU45Zfj2fjPOMc7EtohYglyoxqD4YnYiy66qIhYEOXSh2+kVeh5orFR00nEaul+85vf7ChiLfvZFrHEuHWiR0bEEp0aKX2JWGKSG0JbxIoDlmDhKaAIVtbVELGsqXXvQn8i1jcRRohYlnOWb9/WN5KWwnc5SZIkGbtQZuvFU4Z36p1lhaWH9NJCL7A6lqGOPhhR3EcdE/WH+lUvYGgB9dfMM8/cO1ZH3cVdkVVWveyeXCUHyyjSFSJWq4OpnACqWxnxkcJPVQUvItswx3Mn6GTRJHwIkhqChqhrQ7w6lzndx2xfJ3EZfNSfiJXQPLOu3cD5RARx14bI4VdaCzwQ7eEeAOKKoAwRy6JKdNdY1zjOl9AJJlZRfpgEGaGjpec9QuiJY64EEqfv0JeI1eriSuH6EHD8aFjPiVjvr7u+thwSrkSsxgUhZZBStN74ffIXJUZ1bfD3rFufMph4bKN16LsQbG36E7GeT4u1fj4WVM9Ytyh9S9cR+m2Lr/gzWI2QjmdVCPgtXliyiWLpJ1A4SJt8imoR657SsnSkgQDTp2h4KGCkGZZs/rMBi7RvGYKV5TauFabvw/Ja5yFoRIhrLe4kSZLkg0c9ozdWWQ91hN5aZbh9DCNcDgKGKVoh3OoYjtSF6tL+RKy6j9EqRKn6Qf0arpp67WrDCz1g3AkY+GihqO/U1+osPrqDRVeIWD6ILFgsTe2PEdYnFTyBRpToGhX5rHOE3AsvvFAELoEpIRBNEgIBq5KffPLJi3B1jPAitggUVk4fi9+hY6xfRAirJBFI9OiWd4zVjg8nodufiCUwCVL38Ne1EgURy4zPx5Upn1XMMT6TnLqJsxriUuLxfI4RKdweQsTqyncPlmnhhIgMa5tWElE38cQTF4tttJokQsJTV4LrYjCRRKxF1peIhS5+8WNAEssxSzVRRcR6JqJLPAmX/+8UU0xRLMZEF/cF95XxNDZ0888yyyzleYhOz06Eu1Y3v98yuY2VlhB1zHtLK56lTX8iViZ0f0JPOOKJsKtFYhAFiBauxpO4Z8EmYBUqvjPRLxwWffErUyscpFWzGYgPaZY1WVyjFrHSjMKH7y2XEc8n3scff/ximdZQcL50Iz17b4PfYmCX36z4vg8hLT2zNGvQiVOFm3zlGbksSLuDWfAkSZIkfaN8Vk4zqCnDiVRlvDpZfa0O8lsZrt6kBWic8JdVb/ChFU4bdXkMvKJ5hKNnjm7Ssz3ffPOVnkD1EIMYI5O6jhZyLHqA9f6qJ2kuWso4JQa66AEcDLpCxBJ7/DCMKG9DkBAx/DGgZaDiJw7sJxQC0w3Zb9PyiNYDQUqcxTFiNSACIzyiwEcLiK+4hhiKVhERwloWzyQhEBGsniyoYP2Kaw38CSsxcUrQxTGCrNN7g5BhfYvzuE2YhSHuQdxEOJ69fi9IeKx1pp6qCSuv6/wlciDRa6FJ7IFrWW4Dok3GI+RYyMUrkShjiY94HgmdYCfawlXCexPhruE24l4aIHCOhkFcXzuwE5oslPYTjLoyOiF+dM3HdCC6QWR68QCZVCaMe3juvpDufGPncWTXfR9ojER68n4R774XYa91TXw6XlvfxY/nC0up850b91CYeAd/WYxZazXEHOeiQuRyZwk0JnwDxzUWiPZAnrI/Nhbhwer+SZIkSYaPOoo7oTLa+JL2wC31ZJThyv+6l41RguYI94IaWkjvYMBoo+4Qjt7RejYC9aUBy3GftrGDoY3+cayuBweLrvGJTcZuCFwiiVgnrvxmDSVw21bkJEmSJEk+GIjjuke1m0kRmwwIhKvubwOR+C/rlucLSsjqukiSJEmS5IPHIPS2VbdbSRGbDBhcIVhjdU3bdKOngE2SJEmSsQfujO3xRd1KitgkSZIkSZKk6+gaEWt6IqPsjKxub52WGG3D4TlGpfvfoJeYimJMY8lVpvv2/Qzc8fwWaogRhUMJlllTdxmYZhDciKB16HvGSlOu7TS/LwygE363WHu9lwFqBlAZPOe9fHfxZO5W8CXmZB+Dz/rCKmtmOEiSJEmScZWuEbGmz7KGsNHeZiqot5iiqC/4a5pqyLROIHz4hLSXoR1TmJjYlF71PLXEmknzTZ/Fl5TQHWoY3W92AzNBjGiDwbcyGtOcwDCFmXhqI/5MBWL6r/aiA2MrlqPlK0x0m4kg/IXN0mCUKUxN4t2HJ1DNGHHkkUf2/EqSJEmScY+uErGmLQoL3cjAYudagmhsgQXO1BT1UqtDCZZXVmbzwo6MxbstYvuim0Vsjfc13YmVvpIkSZIkGXGGlIhlWTUynvXPKHkWTl21FjL47Gc/28w+++zFImt6CRPTs3aZ25WAMLeo62wm8jX/afyu50XT1Wuuz/oeNeZQjevcw3yeuopZjGOqKdY2v80VStjEfKS6ma20ZKUm84UKw/yenRCG9zJPqIn2nWte1Rr3i2exWbCAuHStVaM8n8UgTJ4PkynHueaMi/lT25hs2X3dz7mm0arnoHUP85uam9ZxFkdiTVc5qyqro/WfzUdnlRAi1KogzhUvtYg1P12sJOVbWt7OeeLFsVrEmlPWsdjMhRpzn7Jcxn73jbl0O+Hbm2PYueLWN9R9v9dee5V5Xe2PBpEpxfQO2GeOvNr1wf/mnXVMuhSnRKz38J31DFiQY5pppmmmmmqq0jtg0mrpy6IZcF9z6sZzmycW5is2X2wgHcYzi0OLHQRWPLPfZoGGUWkIJkmSJMnYRleJWBO682W1QkW9ESrEEMFhAnoLHBCelvMkxAgWCxYQT84jUgliq08QA+ONN16z7777lut0+xMVBIvfrlH5E6LCsTiASfkdc71VpWJlC+LTZP2O8d+1iIFVlYhmYRq5zyfS6hcRPoFH7BGyRJ7Vuqx6Rew5buEAy7+1IW4IUOE6l/jxbMQSKy8Ba4J8KzQJh5Cxsga/TNeaBJ8I9w5+E01EtfhwPpFrqVfhtvEtPvWpTxURpSFAWHkHwkk8eGfxLRzfwdKtrM5cJsxNZ2k8zywuxKnlY4k65xPHE000Ua+I9YzEtmutXGLaLoKZcHVeiFjP4X0JV+FwMbGimnuICxNFW7jCMc9H8HnWGr+JSgsnEPTcPyyGwFKq8SI+YgEN6YiAtdKJd9OA0r3vXGmFv7PFGSxd63wC1YpqRCyfbA0nDRWCUiPAd+f3Tfha/5roNkm1Ro4whO9b+kbSGzHvfT2z+1uthVXf97KSmxXP/G+lNi4rnkEcua84zlkjkiRJkm6nq0TsdNNNV4SY5TPrTbe11ZZYoAgJy4Kq3IlCrgRtd4K2iJ1pppl6xRr/xMkmm6x3vWIrVxBkIQhYDIk+ooIonXHGGcuqWcShVaqcU2MwmcFJIWLPOeecsuyo5wWrHOsYceNcQtR7BLEEXBvPwGJJtIcgMXiM0PJeRCihLA48O0vzrLPOWqyMriWaWGBdqxFAgLNsEotEn5W3LAvLHaCNb0E8hmWZzy9xyfdVPBBh9ZrOLI7iO0QsiyTxGqKRVTXi2/MQ8W0RK1yikGBDPHOIWA0L8eh9iU8W8Zlnnrl8T+Lat/GtNXrAMixd1LC4in/LANcQpBoi4tZysnAflmjfLdwlPIcGCpFpijEis76HpV3bIpZVvHYnkC5CxFp9TtzUK7Z5FvcLEet6Ile6sl/jSYOF/zghznKsEcFKHYPriOWwUCdJkiRJtzJk3AlU7iyCKm+WPRV5rHs/PBFL3IWIInqs9x8QsSxZhATxIUyijBAjBAleIvapp54qYrPTYDECLEQsqyrLWy1uhGcfAcPyRnwGRCyLYttyRohaUo54CYg3osc7ETfXXXddsXCut956xRLJclmL2OOOO67nyqZYFj0HkcnaKJz+RCwrMNEH4omYZpklfieffPISVmzE2iSTTFLeWfiswK4lpFhFCeCg7RMbIpYl1DtosIAArn1iva8udd843vczn/lM+Z4so4SiBhDLuucnStsQ+671Dm2IbiLWPWGdaNZPXf/SmvcU14QlQc3y6nhN+MSOiIhldeX6Ii3HzAU1IWLh2TRSvDvLvTgLEStuxKf05xrPGd8tSZIkSbqZIeUTyzrGX5NQYmUkMFnuBkLEcmMI0cTaS+iYBomfLREb542KiNVNzsrYl4h1j3i+oD8R6511p1vPWFwIg/hbYIEFOopYYlLceDfnc23Q9TyyIpbvplH3us2FU2/CJ5T93xax3p1FGv2JWF3pDz/8cNnfFrFnn3127/t6f5ZgotX3BOsjq6/jIdJdV+MbSxcjImJ9U8/Gcqt7Pt7TpkHDSszFomZkRCyLvu8zPBErDUpTxLd7S2O2ELHw7o6xlFvfmvD2DEmSJEnSzQwpEVuj25hYYeUjbomW0RGxBI+BO8Sf8OCvAWNErONEzt13312O1dQilnXNs4QwId744fK9JPJGRsQSeyyLMT0XoUfI8QM22Ei4Ad9U3dmdRCzhyLJsMFZAiPUnYgnKEIHcCTy/+PWO3tU7B+KZGAt3ghCxfHdZEIm9OJ/Fmdhui1hWUr7J3ARAALN8hoj1rX2fwD3FW4jYGmJ1zjnnfN+gPGlLOBoVbdoi1rfyTuIsrOS+KZcMrgDO4xZRWz3nn3/+94nY3//+96UB0BaxfHtZTfm2dmoYhYjlN+ucmGaOuCeAaxEbcCcwSE74aY1NkiRJup2uHNjF8ldvXAl077IO6tq1j4XKwK4QaixVMaBlVC2x/CF118bCBXwwJ5xwwmJNJBAISsfjuYjbbbfdtgjCELEEiYFDRxxxRDmH5dg1fCiJ4pERsSyYhBKByqIXA8aEQ0wROe5hcBOR+fGPf7xYI9si1rMbEMaqSES5xgA1I+bDB7XGtxAWayMrHzcO3ffixb2JO36YwvFdCEMD59oiFsSpc0855ZRyPh/O8ccf/30i1jcWn8Q50Uo4c1EIEeucRRddtIRhEJNBfh/72MeKSwVR6RnEv+O+PxHrdw1hzJdY2vAu0pB3YzknCGsRS4ATweLfAC/hOlcjwrW+h/8PP/zwckza0eDpJGLDpULaFC/hEyvNeW6CleXeb3En/kPEioftt9++WMFdK50Qy9KMMDQsNJo8g803X3bZZYsIT5IkSZJupmtELJFH7LQHddlYosACScjZp4InegLig8WP36bziDaWSyKVeIvufQKHxS8wap9YJASdQyzFfQkJ4ouYje5ZFrE47h6se4ScZww/TAO4/HaOexkIBCKK+GRhDHTtE5y1+wFCxIoTYXlfz1ETcWEjsFhmiWf3Z/2zLzAqnkCK8/lkmh7KO7YhoohcYs+5hJa1mAOimECLsITB4sziy/J6yCGHFPEbuJZ4dy7xqTEQ9/W9+JiCkDWIyXnuz3XB+ayRiDi1uQ9hpwvdfVkg45hrw7e2E+LFYD7ninvfkEDUDR/ToQUaIcSqcw3I44YReC4NK8e8h0168R6ei8WXcPX+ztEAkUbEZzyf+5rlIp47rMTEuf2QjuPbeW5p3bfTYAF3A8ds0joxnCRJkiTdTteI2GRYQsQSdYMNEcvyyoqaJEmSJEnyQZAitktJEZskSZIkybhMitguhX8pV4cPQkhyj+Dnq1s8SZIkSZLkgyBFbJIkSZIkSdJ1pIgdgxi8ZBCNgUVJkiRJkgxtDNY1Q43pDtX95m83UNcW01L2hZ7VONeKmDF9ZhvnmYWnJq7VS6q3tD8MGI77mN4yVnOsMcNOp+kdYRYiA5edE3BxjEHWg0mK2DGIeT6N4B9egkqSJEmSpPsx9aLVGs3IY75vM9TYzCZjhqT21I6BWWbMKGQGGbP1+N9MMzEPeUBPmKbT7DumegTRbFYbs+mY4tICOsRzJ8y2Y45501XGvSwiVAtZ4tQMOsa+xD1qzMpj6sZ6mX3/m8pzROfyHyhSxI5BUsQmSZIkybgB6ygRaSpGc3gTruZGj/Ejpv1ca6213jdlpvnCd9lll7LSqOk6WXBN9WjqxHpKROGceOKJZX76ELGuJVpNpWgucFNommLRQjydLLnmd19ttdWKUHUv02Fut912vdNestKa5tLy8Ystttj7RKwVLU3XGCtLBuZVN4Wn8PuyII8JukrEasEYka91YE7NMKcz299www1lv82Ht3qSlsWtt95aRvCbZN4xE9cz0wc+kLDiWvPRuk7rx1yj5oU1F6mPjldeeaXZddddy7nmeLUCV415QB3T0jFvaC1iH3/88dL6cdwk/jE/LNw31vzfZpttmqeffrrnSJIkSZIkYzvmiacXLDpDyH3ve98bZqGiBx98sMzpXs8nDnrDQG0CMrCIEd0RS63DcuqsugRkiNi41kJFYAG2gA5hS9S2oYWsbhnilIZhxaVTiFoCliXZPnOg1yKWZdniT8S4lTVrEUuHWbGUxhqe28RA0jUilgA0kbtlU/l+aI0QeyLeB7ROvtaPRQmsYGTFJ60ZCwdYAcoiAlo0PpiEQcj6OCagN0m+66xwxNxvwQPL1rrGB7P0quPu5QOddNJJ5bfnmHbaacuk8j6gFoiP79g999xTVniyapjrfFTC9eqrry7HrRRmtSf+KxKm1aas/CRMqypJgHxMkiRJkiQZuyEiWWEtwlMLvxqL+Fhlsu3P2oaesHoowUsjgPWWXqF9GMNqd4KAcKZtWFA9h3DaCNeKlfQQlwOrRcbKksKzmqONOwEjXH0P51gYiTHPPWoRCz6xXBTotMGiK0QsJ2ItByZypnNwOOb/YVlU4nPGGWcsrRutEGj9hIglWmNtfgnNdfZrJc0888zlgwRM/3xEQsRq9WgdSQyWqbWMrHX0fSyWYSJVwvI8RLZzgiOPPLKY3fmIWDGKsGbCJ2idN/HEE5eEZnUsz8gaG4PAmObbvjBJkiRJkox9MKZZQbMt7AI6glHs7LPP7tnTN/QFg5jVLUPTXHXVVcU6qpdZb3MnEWtpfZqDhmEQo53aeA4WY0Y21lTaqtO5jGltERvQU51ELKHNNUEPNg01GHSFiPXRdM9r5Vhbn/A7/fTTm8UXX7ysDe+jcIKea665ih+I4yI5RCyLbawVT0RyB5A4CMtZZ521nB8bv5QZZpihV8QSrXGtfQSn8yQwAneqqaYqItbytUzv9ei82ifWfVlhzzzzzGL5dW2IWC0bvjATTDBBsfLax8k7SZIkSZKxH0Yt9f0DDzzQs+e/MHIRnnxkGaj6g97Q5c/aGgY2GoKhSy8x+hKxoHsuuuiicn17dgEahv5hyHMtyyrhyzWybR0eFRErfM9lyf0wOI5pukLE6n4nUm0inNCLjZsBH1bOzFo49olcQpFjdV8i9qCDDiquBXxL6vBs/FrbIpYllj/LiiuuWFoZBLCwlllmmV4RqwWkRROEiCVSCVNr3wuf34iEHCIWHLbPP//88n5G/Rl92Nf0FkmSJEmSjD30JWJZaAlKY2Rqn9dOEJIE4Oqrr15mHAjoBq6Le++9d9lmm222YkUlNDvx5JNPFqttiN6ApuDOYHBWoEd6wQUXfJ/hLEXsAMJETUzWJmoCldWVv2p7jjP+qEbW+ThELEHLBQCsultttVVz4YUXlvNYXWNUHghM1ti2iPUhWX35tcb57qt7gIjlIsA87/qAczWfFiJcC4yfayAx1yI2cB+O3NwU+uqWSJIkSZJk7IE7ox5amiTgn8rKyXA2vDlU6YStt966DF6vXRzxwgsvFL1CX9gYz8xyYBwQLcEoVwtW/9MqxtvU0EHLLrts6RUOf1mCVy9ye7DZqLoTGJPk2nCDGNN0hYgNJ+f555+/jI5jAjcXmw/J6ZkTMQupVoxj/D2mnnrq8j8RO9544zXnnntuiWBClKWTxZQTNB8W/iPOlXCY7FlDO1liDcZibSUynR9TXTD98ydxPr9YxyQellfPzCfWR5WYtYQcl1AnnXTS4h5hLjgJzv0du+mmm5oll1yyz/nkkiRJkiQZe9Dlr5uf5tClr6eWf6geZCLUyH/1u17X9957r4hDOsP//jLS0TREZZxraxvpULsT6NXdZ599iuWVronBVayhnoF2ifvYGNeMIXJMLzH9YsB6PYsCRkXE0je0jbFKIZLHNF0hYgOtDqKTdZPwfO6558p+kSXh2B8bQRs+sQQhcWq/BFX7fvhAhGpcxwWAuNWKIDBNzxVmcQmLWT/ONRUFtwKtrJhJgHXYMdNlaR1JIKzGEggLb1yrJWReN2HAvZj5HSNoDVZLkiRJkqQ74KJoii11PuNV1Pf1ZjyMXmI6RJ1v1SziTw9x+1yzJXFVbEM3MMjVAtM4n7jOYK2A9jB+yOxHAZ2j5zjO1UPd5rLLLiv6pZOIJdjppjpMOoyR0dglon2w6CoRO7KEiNUq0eJIkiRJkiQZE7CEEnH1LEX9YTak559/vufXmMN4IRbeMQmrsWm5zCGbix0MEClikyRJkiSpYX2MQVIDvRl0pRveIkqdjteb+e0NPO90bCA3bpAGlnU6NlAbX2ACnqvBYDKkRSwzOJO90YE552qSJEmSJLq9DZTKbeA2g8a4SQw2Q1rEJkmSJEmSJEOTFLFJkiRJkiRJ15EiNkmSJEmSJOk6UsQmSZIkSZIkXUeK2CRJkiRJkqTrSBGbJEmSJEmSdB0pYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkiRJknQdKWKTJEmSJEmSrqOrROw///nP5ve//30z66yzNnPMMUfZdt999+bnP/95zxkjzxNPPNFcf/31Pb8GD++y8sorN9ddd13PnjHLb37zm2bDDTds5p133p497+eVV15pvvSlLzX33Xdf8+677zbrrrtuc+uttzb/+te/mltuuaX51re+1XPm4PCPf/yjOeGEE5pf//rXPXvGDPvss09zwAEH9PwadZ5++unmy1/+cklTA8G///3v5rLLLmsWWmihEUqjTz75ZLPCCis0v/rVr0r6uuSSS5rnn3++52iSJEmSDC26RsT+/e9/b84+++xSoRNbwd57790sssgize9+97uePSPHbLPNVir7wYZAIygvvvjinj1jlgceeKD5yle+UsRsX7zwwgvNMsss09x+++09e/7Dj3/842bxxRdvbrjhhp49g8OFF15YhP4vf/nLnj1jhq222qrZYYcden6NOo899liz3HLLNQ8//HDPntHj7bffLuL6rrvuat57772evSPGPffcU+Luu9/9bs+eJEmSJBladI2I/d73vtestNJKRYzV/OEPf2i23Xbb5pvf/Gb5Tex+/etfLwLIpjL/85//XI794Ac/KMduvvnmIsiuuuqq5nOf+1yzzTbb9FrPCKarr766XMv6yKoF1sjbbruteeihh8ox5xOir776au+9bG+99VY5vxNvvPFGc8UVV5TzWDvbIvbuu+/uDefZZ5/t2ft+PIt4iHOJJpZTAtUzEz32/+hHPyrPyEJ4+umnl0ZAW2ARqFdeeWU5/2tf+1qviCWahPXcc881N954YzPjjDM2O+20U+9z/eIXvyj7XceaHPHUCeeK63je73//+2W/e9x7771F/LmXYyGUf/aznzW77LJLsbafccYZzV/+8peyn7XReRdddFFz//33l33BnXfe2XsP3ymuacNKec0115TzvOvaa689jIj1jpdeemk57pv3x0svvVSspRpC4rgWsX/84x97v4XtJz/5Sdn/17/+tXnwwQebp556qjfuxUP9vL6l/WeeeWb5G2kYL7/8cu911157bfPTn/607Ncj4bc0eMQRR5S4O/TQQ3u/jfTvGps8UOOZpUXHpEM9Hm28D8u8NBHhPP744yXtBT/84Q+byy+/vByT1oO4Vr5x7NFHH+05kiRJkiSjRteIWCJhs80262iVs09FTcASoM479thjmyOPPLJZa621SoWvoj3vvPOaueaaq9lvv/1KhX3uuec2k046abPxxhsX0UME6FomaE4++eRmzz33bA4//PBiESN8uDHoYj/66KOLaCZgXbv//vuX89dbb71miy226HmqYfGMe+yxR7PrrruWczfZZJNm2mmn7RWxxJuuYMf23XffEk5fXcEEIeHl3IMPPrhZbbXViihmdZtkkkl6n59o4QLAjcA727fmmmv2ir/XX3+9CHjx5J2EOdVUUxVhJy7nm2++InzF33TTTddsueWWRUQS4+LGfU488cTyv3izvw1BtddeexUrsPu7ZqONNmpee+21cg+i74tf/GJzzDHHlOMzzzxzEegEn8bJLLPMUo796U9/KvcWx8JyX64Pd9xxR7kP4cXyKIyDDjqofCdCkeBvQ2xusMEG5VzuKAS6e4GA9U29j3u4H8HbCWLOdxJ3Rx11VLPqqquWNEIQSi+nnXZaeQ738U3Fn/iQFrgdLLjggmW/a8UJMUzg/u1vfyvP47u5Vnr2zhpsGh077rhjeb6TTjqpWJGlAaJTGp5mmmnKc7Hgijtx757eS5pzrTA9l8YBvv3tbzfrrLNOiWdpYf311y9pTAOohkD9/Oc/XxqThx12WHPggQeWZyTANUg0mrxHpD/hnHLKKUWAx7WbbrppOSa9JkmSJMno0DUiVuVKMPz2t7/t2fN+WMVCtBIRKn2VfYhfIpZgIT6D2p2A9Y2gEg5U/GussUappIVHYBGs/gcrFyEVVjJW38knn7yIwxq+jcQqoRD+ncKceOKJy36VPzHHugiCjegUvv9rCMUFFlig12JJ9HznO98p1lYidooppuj1n/Scm2++eRFA8YyE0oorrljcL4ggx8UpwUK4TDbZZMOIWHFSuxM4z3OKF/FDJBLLq6++enP++eeXe9Q4V5yGFdJzLrHEEuVeLI9LLbVUs/XWW/da/jxrNARY7MKd4J133ml23nnn4j4iTtzX83iON998s1iJHYM4ERfEXHyrwD7fXJzjxRdfLPHpGaQXwmz77bcvjSL3YN2VpmoXFriHtCB9eR7xxWpKRBKx4kz8sVbDOd6LMA4Ra/O/OPVdNCI8j+8399xz98YZSzbBy7JJ/BGg4l668u6smr5hiFiitXYn8GwaUN4x8o/vQOT6y++YGPb+GnvcSlznHWtCiHpnYfp+LL5Ev3Qtj3qHsPwKR9x+4xvf6L32uOOOK8eSJEmSZHTpGhFL0LEk9SdiVcAqdZWobmCi87Of/WwRmrpcwxJbW+dCxBJ5u+22WxEmRIMKXZe2yl0lT4TMM888RVgFLLSEBlcHFiiW1Y997GPldw0rFWHE4hawtnkWIpZQIvRU+u5r0yVLELQHrbGsTj311O+zkrkH4cFFQfc83GOGGWYoXdoRrneafvrpi+WSgGVpje5g3fxLLrlkvyKWmBRPISZB7LB86/5v+yb7TXiLK9ZFzzPeeOOVeBTnrHriNzjrrLOKtRi1iNXwEB8EXryL7viwLHOF0EAhFB3zbHU3dyANENyBtKCR4/v4lgQZ4U1UC0ecSD/t7ndxQkCLK2ISjzzySLP00ksXEXvTTTcVAUfcxfO6N9EufRGwF1xwQe93lGaE5/tKc0R5DfEnjXmeVVZZpTRWxIlwxb/36EvE6spfeOGFh/H9JkCFJ759V2lbQyrizveP9wpCiNauANxzvJNGgTT81a9+tefIf9KF99CbEdcOzz0jSZIkSUaUrhGx55xzTrFkEgBtCFR+go7pHucLSHQRBro9axHLwlUTIpbIImYIRBX+oosu2rvpfla5t31YVf7Od46uWdbVKaecsqOI1ZVci1jiJcJzf931RE99X6Kg/b7EEWtvJwgWwpOfInTZf/SjH23mnHPOYcIllvigahTUIrYe2NWXiNWIIEx0g4cPJ7F8/PHHl27kdiODwGR5ZUkUB1wkCL0QsYRWLXxYM52LWsQSbwSa79V+F24D8Nc+z02UEZ5tSyzRxv2iJgZ2sSjPP//8pfFT32P55ZcvcVJDlPk+RFmIvXpgF1eCT37yk8OEY5PG3IeI9d3j+bzfsssuW9KQ78JyWhOuDSBSWVUNaOS+IM33Z4klYqUtPRQBgUmwe044T4OC0JReNAr6ssSy/Ae+r/xGULtfhAfpQsOGe0dcq8GWJEmSJANB14hYFSfBwi+yRkWr0tfVTACoSGOQlsqbZbU/EatiJSacy1+QOPM/VMJ8X3Xd+r8tYhdbbLHm1FNP7fnVlK5eArOTiOULS2yEYGShnGmmmUp4upwJvdqnVPc1IVIP9gF/UX6rnWYZaItYAliXsXACYtxALC4PrI/iJ1wNWDbFR1vEst6ythGxrufqIL7D6so66/10M0dYINSJMQIx4lTciLcREbG6zwlFIlYjhc9wbREl3Igiz1fD+un5WCzb03NxYyDS4jm9J3G43XbbFaFF4HrngEVW/BHyNYQin0/fP76p72/2DCLWsxOO4isg4MVtuBMQfHGtb+Y5pHNxRmDWaABInzWsr8Ij2A3oqkUsccniLE14V+KagA98D421+l3BCsvHV2OG60VNCFHW18D38I2kXc/P6hoIi5+w75siNkmSJBloukbEEpH87whSggYELBGhe5wVkeAkBmPg0jPPPFOEZ38ilvUpull14avsDXQBUfeFL3yhiL5OItYxg5pAyBkk9KlPfep9IpalzgAkQjAEpkFl4RPr2VgnDayBsAzIIcT8X0O8EnO1b6HubwPa2iKWlU/3OvFDOIHllYjkpkDAsP7xwxSXBuFMMMEE7xOxxKJ4IWIJctZg1knx7LdGg+Ph/xkQaAYYEXvCIMiJVIPPRkTEEkhcCDy764k7DQHi3H19T0JVeuCPS8jBsx9yyCG9960R176jbw3Cj9Bn2fQ83FaIMW4pRKJv7x7SQo13M0BJ+mHFJ1ZZHDViiFjd66y6ehBANHoXbhghYr1nXEv8sVp6NxZdaVo40IgivDVgpGni13vEMRZelvVaxOryl+6lCY0J6YWoDX/w8Lslzs0a4HtIA9IMNwfiM/JZEEJUYxLu43vEwDthcEeJAYnErvP53aaITZIkSQaarhGx4OtK/LFwET+EEzEQFSMxYGCQblbH+UsSmcSjyryTiDUYhUBQyROMzmGFcj2rHFHF4qhyb4tYAoLPrXPdg6DmXiCMNgQS0aNb3vn8SnUFR3iEr/eJsHTZG2BGrLVxX4N7nGvj20i4tkUs8UygEsNxX1azENnelxsAQeoYkSV+2iKWCGJpFa+6mVknfQfiziAxf71HDM6q0U0uPiNOWWUJJN+FILevLxEb1xKKxBfBRTR5F/cl5ok638a7E43C8z7ehWU0uutr+K5GGmLhJK5YpRFTe2lUuK+Nm4JGTBtilCgVjncifj078em7EYf2O+49WLAJvxCxLKFxjOD2XV3nmaWhOM7SqoHgmxC5GksRnxpS0jCxXotYopGIJXClB/cksr1r3DN6LIhV+6Q/8SrdaxD05U4Q6UVjSNryXaQ1+YQYj7Qmjt2b4E8RmyRJkgw0XSVioUJkhYpN5V0P1GLxIkQcU+ETjzH9lv9V5jX2RThwHitlXF+LF9c6P1Bxx3PYVPquqbuQaxwnMJyrwm+HxyoXYRGE4WvZCQIwzo04EDfC9DcQhrDiXPeoiWcSZ7reHbfPdfXzeSfnhAtBCCph+lvfs8ZzxXu5nnCOzTH3DFcDsOjF6HZizv+uiwFQ9bvEeUF8N5twOwlYeLc4N97Z8wR1GhIHdfpq43mda/NNhCVu4P7x7raIS2ESsSyYLLaOuba+j/eNtGKrGzPxLex3TricRNp1ri3SSIjRSOs2z1BTP6d47fQ9Q4iyTse5nqVOp56lfrYgvmWnxkCSJEmSjApdJ2KTpNsJEWuKsxC83UCI2JibN0mSJEk+SFLEJskgw3rJHcP8qX1Zi8dGWGvNsMHNI0mSJEk+aFLEJkmSJEmSJF1HitgkSZIkSZKk6xjyItZgFqOyTc9lwI7R+GYwSJIkSZIkGdsxUNcMQaasDLii0TVmObIIEJ3TnhfdYGGrc5rBqC+EY9lzsw9ZuMYsNcY9xGBiGsrMSnEfUzzGQOsaK15usMEGZSrOwWTIi1ijx00DZN7VehR8kiRJkiTJ2I6VIS1pb4rKwNzwpnQ0xaHBwqbdJHJjthh6x3SZlig3HWVfEJ0G7FpJEsZqmCbREugw3aIpEy2QZBYfItdc4m1MGzrppJMWQTyYdJWINZ+lSepFoJWXRCoI1WuuuaYsUuCYLSZcr0WsATXmrYxlSmF+0bjGykzOgQRgUv84Zg5OaIGYjN7CClZlkgBiCqMkSZIkSZKBwmqI5uZmCa1FrEWMLKsfmOue2GRBZT21AJB5xOeaa65+RSyrK0EcUzWaHtEc4+Z+Z8m13H+92iNBbf7xWveYe95KorPPPnuK2L6wIpeJ7k3sbmUpH9ME9eakZMa2UpaIt+KSSeVNdk/01iLWHKNWfdpwww1LmFoca621VgnPqGuT1Zvc38c54YQTympXjjHZWwnMkqDCsxCBiejN8+n89tKwSZIkSZIkowMtwk3A4kCbb775MCLWwkMW02GFNX/7VlttVbQO4UmnWFiGwc7qlRaxGVFYZIleK4ESxMSzJf0DCw/NMMMMZY5zmP/bapCmjCSiU8R2wIfU4vCRwueDAGVK95GI2AknnLCs9mQyda2QbbfdtrRU+hKxIp7QtU48TO7OemsVIysnWbnKyk5xjHl9//337xWxVr4y5VCSJEmSJMlAY9VJeoUmsbpkLWJpIUY92sQqn8RuLCteQ+OMqIjlH8sqa8VKRjv3mHLKKXtdC8BSO91005UVRWHFTQa/V155JUVsX/DxEJkiz+pUlrucdtppm8kmm6ysz07EWmuetTawTKdlU7kFdBKxBCsRHG4HgVaMCei5KljxiLVVS+STn/xkrygmYoWTPrZJkiRJkgw09A5xSBSyiNYiliYy2Ip4dR5BufHGG5fe6vbc4yMjYi1Tb/l2VlXhWHWxLxHrXC6clve3/Pubb76ZIrYv+KHqtjd6znbiiScWn1QiNEQs83Y4JoNDs5F0IraTiGVlnXPOOYe5JiCYF1pooRL+1ltv3bz22mvFvF6LWOGliE2SJEmSZCAhWonBVVZZpbnrrruKWNT7q/eYZtGVz7hm5oHgySefLMY9A71qRlTEsvYyBtYzIMC+ehyRe9vHUsulk6Z6+OGHm1tuuaW4WXJfoLvqZdTHJF0hYq0Hr5XBbB3LdDKz6/IPETvNNNOUSA04JftwfbkTcEReYIEFmkcffbTniv9ikJipJmqRypE5RWySJEmSJGMSbpHXX399sazGNvPMMxfDHF/Yp59+uvxmzAuspEhctt0cR0TEPvDAA80ss8xSXBLaGBzGPzagvVhruS6ceuqpvc9HV7HackVgROSGORh0hYhlGWVK33fffYuIJEbN9fq5z32uV8SON954pQVhkJU13kW8lkxfItYsBCKen22gxXPeeecVESuBRIuG/y3XhRSxSZIkSZIMNrU7AZ2zySabFP1Chxg3xD+We0HM7xoMT8SaoUmvs+tjeq4ag9zN/8qYaCwR/WQgfJt0J+gHH4XZfNllly3baqutVuYkW2aZZZozzjijOBSPP/74JQId90EOP/zw8nH7ErEgdiWKlVZaqWzrr79+aUEY7WdyYC4F9jvHQDEO1PxBUsQmSZIkSTJYtAd26dbnM0sH0T1mZ9Kt3xainUTswQcfXKYrZcxjHPzoRz9aeptDC9lMIcoizEi4++67l7FINJBFF4jZNilihwO/WBFnSi0tApFv4BUhyWJqjjLzvDpui2mvfFDTTxCwfDT8NTgsEE5cw+IbTtHOi/0m+HUf4tbxCK9TqyVJkiRJkmQgoUNoj5pap9A1nfxQaRfapob/K2uq84UbYdQbbUTj2IQR+/sy3jE2us9gTznaNSK2P7QUpp566rIIQZIkSZIkSdIZi0VZtGAoMCRELIusBQ5iBa8kSZIkSZLk/XAVGKzZA8Y0Q0LEJkmSJEmSJOMWKWKTJEmSJEmSrqNrROwNN9xQ5iYzT5o5XG3mNbv55pvLoK+BhFuCFSlM4zU8zFaw3Xbb9U46/PjjjzfXXXdd+X8ow8HcaMhLLrmkDLTbZZddyrx2YxKrklgSzwA/U4qYXFm6gGnR7r///vJ/kiRJkoyr0ERW3aKRaKUll1yyzCM7PBcC56y77rpF1wQGtJuRYPbZZy8LLJjVIAbAm7f/wAMPLHP2O77WWmuV1bsG01Wha0SsaRtM32Aah0CEmzrCIggDydlnnz3KYfrIhN1Qx0jI5ZZbrjnrrLN69oxZ/vznP5cGSyx/576mBKmn8zDtWXv0ZpIkSZKMK5glwAqnyy+/fPPyyy+XfYSn3wxBnSB6LQBl7n2LFRgsHzDSbb755mVWgjfeeKMsEmXufEL2+OOPL8vOWp6WoLUQAxFs2tPBoqtFLCx2YPlYg7sCK0qcf/75ZZUJy7UFVrkQ+RY1cPzKK68cZroIc8recccdZXJfH73+EM5zTWwSg9aG/aywrLf33ntvWRTBUrUssvjFL35R7uMaIqyeX034dZimtGhjegsrkZk+7M477yzn1atngFWSJdIxow7NfwvPZ0UyzyX+hGHetzZPPfVU7zOwIsczSsjmzRVncd9oodUiVry5R2QY92UVjTCtKhKrd5iiI571wgsvLFN9QAbwfuLNMd+wXvFD5jEnsFYhzId36623DiNiWWVZapMkSZJkXCRW+9JTGai311hjjd6eyzbq0nnmmafMOdsWscccc0yxrgbmqjUPv3pf/auuD8ssIWxpXPX3YNH1ItacZEzmxCcIVIshWH3CPGibbbZZr/Xu0EMPLe4IFiuwXNp6661XTOEwV9ppp51WlrfVujjiiCPKRMJWs8D+++9fFklwHZFqpQzLuxGMnoswI/gmmWSSspIGkeUYM7yVvlzHUmhiYa0W86l9+ctfLpMIO2aFsRNPPLHcq0arynXecc899+w9NyzFxORxxx3XrLPOOuWY8K1nTCBLWJtuummxVh922GElURO8NURuXGvTivLuEqgpOKaYYooShoTs/lY5k8BrEUtgao1Z7QwaABGmdZSt+WxZO/Elvi1U4ZgJlx178cUXS3gmbPZujvmescQwnGNFttgnXtoiVoOlve5zkiRJkozL0CLcMfty+WOIY8BiBGuL2BoLLFgVrK9wHnnkkeK6kCK2A32JWIjUiy++uIgp4un0008vVjyChzAl6ohGInammWYqHwKx/jBL5IMPPtisuuqq5WMSfyy7xK6pu3xQ1xGmIMZYgFlhaxGL2p3glFNOKT4ir732WvnN6rjKKquUc1lXCdNY2lY4rJltiDVCV8IISycr8LTTTts88cQTRcitsMIK5X+wdFptjBD3fIS6TXd8G8edWwu/M888s6x4puVGxM4444y9fsfikOgkoPsSseJKZrnppptKeESzdxXXN954YxGpL7zwQjmm61/8c98IEWtltE54d6KXuEZfIpYAT5IkSZLkP9BESyyxRK/26Qs9mZ1ErF5iesYqpjSDRRbaMChaHYzeCF0zGAwJEUvEEbFEJlP2Qw89VASSjRCznCwByRrJghro9ibEdF8TYyKfIINufEKM9ZVVk3jjIO0+wiWmXN+XiCWCWXJZhGMFC8KLpZQw1mX/mc98pjy77nZhdlrpwjX77LNPsV66HwhKYpDfC0snyy9LMjz3ueeeW5ao48ogwbGgdkJ4rMI2Ql4CnXzyyZspp5yyJGJxx4obCdqzEIn8Y7xfJxGrJTbNNNO8b7Cda4lmidu1LOTiauKJJ+4VxUQsl4FOeBfuDPH9hcfqHvGOCy64oDQukiRJkmRcRx3PiKSuZWkNDdEXfYlY19EojGSMapbvVwcHjquP55133tLjO7z7DCRdL2JZ+lg0fSBd0Jaf5dthnd/YjKJ/7rnnioit1x4Gkab1wGLrvHpUno9B2L766qvloxCMwuOSwML6gx/8oE8Ry1qrG/7YY4/t7cL30YnYvffeuwg6CYKYE6bntr9tMXWNWRK4FAQEIouulhErKlEpgQVEOWFr1gDuEcLtBEs1UcpyKh50JRCKRhqGiPVuESeexfuE2O8kYllbuSC0Ia5ZSll5F1544fJM/FuNaKxFLMfwTnhnlmouG7WvbEDkEvtJkiRJMq7DKGacCT3EwDMi9CVia55//vkye1MMEqNvjLex74MY1N71IpYbABFLSHEwXmmllYYZzGU/FwHWPyKWpTYQ+Ua4s7gSb3XXP5eCc845p/iICqOGVffzn/98EXRtEWvkng9JpBLMRGt0geuOb1tnAyJ80kknfd/SuYQjwccXNcSbv7oGiGxuAyzNwgaxR2yzxBLS/YlYFuZFFlmk158YRCRhGSJWgibWIU74BmuF9eVO4BsQ5OK7xnscdNBBxQ843l38s9qOiIgF0c/aXgv2gPU9BtMlSZIkybgKY5ixKfQQVwJGpBGhk4g1ML12D2AQnH766Yv2cR/aiWFKz/AHQVeLWJHI4hhWSseINkKLiCQejaJjqSSA+MQSTeE/Kkxd6MQen83VV1+9tFhYKJ1PwBps5YMSntHy0P0eXd9tEcuiGa2RK664opwX4orgJvx0eRPCLMAxE4Bzpp566t7R+gHxx3w/33zz9YYjcRLfrI8GrbnHtddeW44ZAMX1QcIiEvsTsd6LGI4BWX5vsMEGRYSGiDVQjWWXcDZC0b20uvoSsfabyoO4DlwvLgxAM+guZhgQTxNMMMEIi9gkSZIkSfqGZqAx1M/qZDpgROkkYo3H0cvJ+ERTmXIrjFF6XhnCCN0Piq4SsQYZiVBC0aZrmsgk5uDjGQBEUPkQNqKMxdExllhhEFKudzx8KE1LYSopx4gpPqcEsLC1NohbQtJ1BCRrJPHWFrHELt9Zgo3FUCJyH9ex9GqtENiEnAUCuBI4xuSvxdSeAitErJaPQWvOZQWOKS8kUM+tJeSYlpcpwohCltP+RCyrrecJdwLhaxB4fmESsfxj+e3KEO5LQEu8fYlYEOIaAMK0eQZ+OVpw4iDeWRxyTWA1FkaK2CRJkiQZddTNXBnHH3/8Xl1gY6SLAdcGSavL23QSsXqHidaYfkvYphTlZsgF81Of+lQxhsV9bMb5DBZdI2IJJ4IyBiLF1mneUx8xjseAJxCxxCnrp2MssERi4H/d8o65V3R7gyUywrQRokz0MZNBtHYIXsfjvq6L53a/cAmAVk0dZj2lVBAiVmJxvfPCkhnw17XPMfeqW16eo9NIwqB+PvHimdzHuxOxiy++eEnE8YwxYMs9xZX39Yzi3P8QL/U3IOadb6v3G/Ho2ewTjxFekiRJkiQjj3qWJol6NjZjZMK1kaHJFKRtaAf1cK2LhEdHRDihJ0L71PeIbWSsv6NL14jYgYCI1dXeTYSI5TYxmBCiRCzLd1+rfCRJkiTJUIKF0fzpQ3k7+eSTyyxJnY4N1FYbAcck45SINbK9rymcxla0gvi78nEdTIhYrTXuGlpwSZIkSTLUMebDfOW5jd5mXNFgME6J2CRJkiRJkmRokCI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskSZIkSZJ0HSlikyRJkiRJkq4jRWySJEmSJEnSdaSITZIkSZIkSbqOFLFJkiRJkiRJ15EiNkmSJEmSJOk6UsQmSZIkSZIkXUeK2CRJkiRJkqTrSBGbJEmSJEmSdB0pYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkiRJknQdKWKTJEmSJEmSriNFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUmSJEmSJEnXkSI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskSZIkSZJ0HSlikyRJkiQZ5/jlL3/ZvPzyy83f//73nj1Jt9E1IvY73/lOc9BBBzW77rrrMNuzzz7bc8bg8dvf/rY57bTTmu9+97s9ewaHBx54oLnooouaP/3pTz17Rp4jjjiiN+7OOeec5u233+450j/f+ta3mq9+9as9vz44Xn311eboo48uz9PmyCOPbJ588smeX33zr3/9q3y7n/zkJz17kiRJknGFf/zjH819993XrL/++s3yyy/f7Lvvvs17773Xc3Ts5Kqrrmquu+66nl//4bbbbuutz2+88cbmr3/9a8+Rpnn66aebgw8+uBxTZ/bHj370o+bQQw8t55500knNW2+91XOkaf7yl780l19+ee99aLF///vfPUeb5le/+lWvrjj22GObH/7whz1HBoeuEbGXXXZZs9hiizXXXHNNc//995eNkFxjjTWKuBtMiJ8ll1yyPMtgQkSuu+66Iyw8a77//e83W221VXPcccf1xt8uu+zSbLbZZkWUD4+zzz67+fznP9/z64PjoYceamadddZmnnnm6dnzX2aaaaaS2YaH77fSSis1TzzxRM+eJEmSZFzhwQcfbFZZZZVmzz33bPbee+9m1VVXLX/HVl577bVm2mmnbXbYYYeePU0x2Cy88MLNxRdfXLTImmuu2VxxxRVFYL7wwgtFK5x44omlrt9yyy2bww47rOfKYfnxj39cdAAR+/Wvf7055JBDSlwQpzjrrLOa1Vdfvbn11lubSy65pFlhhRWaH/zgB+WYa7feeuvm8MMPL9cecMABzbbbbtu88cYb5fhg0FUiduWVV27efPPNnj1N8+6775YIJm7/+c9/9uxtiqWSMLNpRQS6DP74xz82v//975vf/e53vdf84Q9/6D2/3a3wt7/9rfeYa7TWQsRKMHHMPVn4As9WX1fz5z//ufeYe/fXAoxnE4ZWTi1i3eOdd97pDasvJEYJS2vMuwc//elPm9VWW61kgkB8RXjiKggRG3Hrvlqz8N7eyfmO+R8j+nwjQ4jYT33qU6XFWH/3tojVKo17e26Z27PK/AoEmdszov5e3qP+lkmSJMnQYeeddy7iS4/ehRdeWASY+u3111/vOWPsQT375S9/udR5tYjdY489igVZHUhDsIYSmzQMbbLddts1P//5z8u5zzzzTLPIIos0L730UvldQ5zSBwSpOlL96H6PPPJIOU7g33DDDaVOdC+CmDHMuXSBa3/2s5+V3y+++GI5PpiGxa4WsSA6Zp555t7uZQJTi0QLZfHFFy8fPUzj559/frPEEkuUD73hhhs2zz33XPGHWWqppYoonX/++UuL4te//nU5n1jcf//9i0h23UILLdTcc889JaE7f4MNNih/F1hggWadddYp1k4f0jMRnHPOOWc5LvF873vfK2Hywdl8881LmIsuumh5J63CTkJW60trURgSkmdYe+21y3MRm6effnqz4IILluOzzTZb7z3aiBuJUvdCGwn3+eefLwlUQhRf4sG91lprrd4Wl8RKPG600UblfjL8BRdcUDKMVtcWW2xRnlVcSuBEI8txPN/ss89euvBD+I4qIWK1MP295ZZbeo4MK2J/8YtfNDvuuGNv/Pve3lPcfeELX2g+9rGPlRal8Hzv448/vry383Ux3XvvvcMI5CRJkmRooOt79913b775zW8WEcvYMjaiDlLP0jSspbWI5SrgNy2gHt5vv/1KPd9JS6jP1OnD6+qnAwjQL33pS83jjz/es/e/MKo5dsYZZ5S6VL1PG+jVJHrV8c4ZTLpexIJQYk2UELUKtFBEJOvlPvvsU3xpWQfPO++8ZppppuntRnY+QUO4gohbb731ynmseMSYD8ZiSZxef/31RTjywyV2bNDaIZJOOOGEkqC4ORBITPrQ0pllllmKwOaHSiQRs87VDcDXJayXwW9+85sijFmaQYAtvfTSRSiyrN51113l/o899lg5TggTlp3M+J6bBZco7gtxpQuBwBYPMsIxxxxTLLXuJ6FONNFEzbXXXlvOl9CJegnXPZdbbrninsDSKyN4J8dDOLN6cgHoJKRHhhCxfGNlYPHh+yBErG/nm3pn8ShufRvPF478M8wwQ286OOqoo4pfVIRz7rnnNssss8xY2SpPkiRJRo+rr766GLq22WabZtNNN+1ooRwbYGijSfjvEoy1iKUviFZuAoxmLMt333130SoBzaFOVD/TM/2hnjzzzDObTTbZpBjvGOMCPdIE/1e+8pVSNzJ+2YhrcUhz+cvwdeqpp76v93lMMiRELP9GIpbDsUgV2QGx50OzKBKnc8wxR6/zs/Pmmmuu3u55aPV88YtfLMJ04403LqKzhiXxlVdeKQLSIKvgwAMPbLbffvsimgiiehCU1hRRyxLsPSQC5wcSSNtCSZSuuOKKvaLUcS0v78fKuNdeexV/nnB/cFwC8vxtdC0Qe/2JWO/kfroNAnEmLmQMIpblOPDMBD4fGM8ofK0z6JoX5zJCEPtYPEeHELEyEMuzzMmtQIMgRCzxqaHACT5apVqV9kkjtYj1vTQOpI1AemBRJv6TJEmSoQXBxoCkt26SSSYpxpqov8YWCEH1K4GqZ1M3fS1iv/GNbxTrrOdmpNlpp52KVbkWsQZs0SnqXQK0P8OMexCxjFfODSMc1PcMV+7FGKQRQDPQXup+vd10Dr1FRzBaDRZDQsTON998RcQSWzPOOGOxABKSNl3ENiKGUJl77rl7rmqKk/Lkk0/ee66NqJ1wwgmLSOJ24GO1CZ/YemAXUSpBsVrOO++8w/iZElJaSRKSrmuWvimmmKLcj7AiWNuw3nIdqEcJxsAu+4hi7xrPveyyyxYrcy0cA6MWWZzrRNmGpdc7yRgBcaqVSgwSsSzDNazeNucR1yEECWvfqi3kWcVljhoZId6hvXn/9uwTtYh1H8/lez/11FO9IpZQJbh99whLq/uzn/1s8X2qRaxMzt3g5ptv7rnDf5Ax2w2YJEmSZOjA1c5AJsYfdUL4gY4NEI2souHSV4tYAledf/LJJ5ff6ldahX5h5GqjB5KR65RTTunZ0zeMOPxpWXgJ2zZ33HFHqVtZh8OAGMYi9w7jn2caDLpexHIklvj4YmgFsMzx/xCZNgKLHwjra1vEarXwWyUK43wCVaIhbgi/K6+8sufs/zI8EctHtraI+pg+dog6VknnEXBagkSW96i5/fbbi0+v54DWldYWIel5iSyttHhumy524bYJR20Ztm6l+Z91mLWVwGV95PMbCE8csM4Si2aCCFxrtgPO5J1ELB/e2urqnfnTtkU2C3L9DvXmXVxXU4tYcH0QLjE96aSTFhFLnEoHnjvC4iogvmVKf0PE+pYEb211DeusuEmSJEmGFtzeWBcZt+gAxiXGsE49mR8ELMXc3Bi7jHfRg/zpT3+6GNj48z788MPFaBPuhAgtpE6jd9R1MUCZe+Vuu+1WBHsb8VAPZvaXgHU+scztsq6HaZLpppuuefTRR4txjutg6ArxSBdwg2zX3WOKrhaxPozI1hUAH5HQYj4XgQSS/1n0wp2gFrEGYhkURhiB+JJwCDcfzghGXfbhr6o1wzLIf6YvEesjuoZvaTiLM+GzkkpwxBerp2fz4YlV78WSWOMabgdEGbg3GEhGvHoOXQzeO1wh7CO8ZMg2ErTE67lC/Gk5Ef4EnC4EQs/zE6Xe17MZNMUZXLwSsbpdIv7t0xJkuW2LWGGbCcG3EB9wXxZq7zs6tEUsZGgZ/SMf+UiJL3FF2PKL5Wbgee68884Sd6y0MneIWPA10vKM7+ydWHf7GiiXJEmSdC96MtV1MbCLFgjr4thKbYmlLdT3/E9pHYYyPaaMcuo8Y3dYXmMgF83RnokouPTSS0vdGD21ruGHK2wCV32r/ncPuiVmhPIM3AuIaoYf4pfG4WYYmmow6CoRy8JJvDFV23RPEyAxwT0RauARy6LR6yyfBlyxyDnWFrHwoSRo4fEFYQqPLnXhup4YctzHMkhM660vEcsZmjO265zvOuIzJhvmJhDPJzFIlHxdO1lQtXD4lwjD9YQVFwfClZhkXSW0HecPY2AWMdsJVlXO11pJzjf4zLvy4/XMEqgMzNJL8H7ta18r/3O5gERshgG+uK6XobgGaEi0RSy0BiXmeD73shhBp+6JkaGTiIX4n2CCCXpFP7eBcGnwrkQqsa4FLpNzLxDvGiTEPLcO39azal1KZyFqkyRJkqEDTaB+i4Fd6lk9m4M9sn5kaPvE6jX13LQENwHvQ1QyQDEy0R00UtTXpuPScwmul2E4I1r5uUZd7RpxoscS6n6CmOuCe7knlwLEtXpd3Vt8qjvrQWFjmq4RsfwYtZhEVL11clTmVhDHiZlAa6Tt4+qDS9Bxvg9b+3KwxvmwjhFIWh9M7/xM4yPj29/+dnFjIJbhWIRJgNewCsYxQpgVtC/4asZ5Ep4tBqZJQISj40Tn8ASihKUlFve22kc9byy0pBwj+DxnQJhLuO7vuLgIwSw+nCt+a3ybeD4ZYSCQCQ1Uaxc2XCy8m3QSaGy4r/uzAEf8sMx6D77J0fo06M15cW47XpIkSZKhAeHFfeBDH/pQ78YQxPA0tm56G1la630Me/H8epUZYOIYI854441XjpljliEpjpknnVEsfrO8Ose5jEGstnGMqx7DUdxHj6r4q6/95Cc/WY5x6dMLan89nmdM0jUiNkmSJEmSZHTRo2fg1Li6mW5Lz22nYwO1jW6v64iSIjZJkiRJknEGVliDpcbVzcxGBmd1OjZQGxfGwSBFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUmSJEmSJEnXkSI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskSZIkSZJ0HSlikyRJkiRJkq4jRWySJEmSJEnSdaSITZIkSZIkSbqOFLFJkiRJkiRJ15EiNkmSJEmSJOk6UsQmSZIkSZIkXUeK2CRJkiRJkqTrSBGbJEmSJEmSdB0pYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkiRJknQdKWKTJEmSJEmSriNFbJIkSZIkSdJ1pIhNkiRJkiRJuo4UsUmSJEmSJEnXkSI2SZIkSZIk6TpSxCZJkiRJkiRdR4rYJEmSJEmSpOtIEZskSZIkSZJ0HSlikyRJkiRJkq4jRWySJEmSJEnSdaSITZIkSZIkSbqOFLFJkiRJkiRJ15EiNkmSJEmSJOk6UsQmSZIkSZIkXUeK2CRJkiRJkqTrSBGbJEmSJEmSdB0pYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJEmSJF1HitgkSZIkSZKk60gRmyRJkgw4v/rVr5qrrrqqOeuss5orrrii+elPf9pz5L+8/fbbzQ033NB885vfbN57772evf3z5z//uYR5xx13NL///e979o46F1xwQXPttdeWZ3n22WfLb3+Hh/c5//zzm/vvv79nz8Dx0ksvlbCfeuqp5l//+lfP3jGHe7ineH388cebf/zjHz1HRpzvfe975XrbpZde2vzlL3/pOfIfzj333HLsuuuua375y1/27G2av/3tb+X7x7W33HJLz5Fh+fGPf1yOP/HEE6P0fMnQJEVskiRJMqAQsAcddFDz6U9/uvnQhz7UTDDBBM0OO+zQvP766z1nNM1f//rX5uyzz24mnXTSZscddyxiZkR46623SpirrLLKMOGNKp5t7rnnLiLs1FNPLc98yimn9Bztm/vuu6/51Kc+1WyxxRY9ewaOCy+8sIR91FFHNf/85z979o453OOiiy4q8XrggQc2f/zjH3uODB8C+LHHHmsWXXTRcr3tk5/8ZHPssceWBgeOP/745v/+7//KsYknnrg54IADmt/+9rfNu+++21xzzTXNnHPO2XvtVFNNVRo/NX/605+afffdtxyXrvxOEqSITZIkSQaUe++9t5l55pmbNddcs1hMN91002aSSSZpbr755nKcuPnKV77STDHFFEWYjC0ilnX10Ucf7Wg1bvPOO+803/rWt5of/OAHPXsGjm4Ssazhm222WRGuRx55ZLGqEqKzzDJL8+CDDxbL7vTTT9/MM888ze23317ShIYCC/bPf/7zZt55521mmmmm0qC58cYbm49+9KPN0ksvPcy31WD4zGc+kyI2eR8pYpMkSZIBhYWNpY3YePPNN4vIIVSIWxCwE000UTPbbLM1k08+eb8i9ne/+11zyCGHNJ/97GfLxsJXi1j3Ouecc3qP2//973+/+fe//90Twn9xD+4Cce7hhx/efOITn+gVsbq8Z5hhhhIe/v73v5eu8VlnnbWc//nPf7655557iugj1qabbrpm1113LecK+8QTTyzv49x11lmneeGFF4qlkluAfeuuu26z6qqrlv9nn3325plnnimi0W/b008/XcIKEbv//vs3CyywQDm2xBJLNA899FBxu3jyySfLvi984QvNMsssU/7/zne+07z44ovlHhEeyzKLdxtxI+48o/M0OPbYY49hRKzvt99++/WGtdFGGzW/+c1vekL4L9wwVlpppWa11VYr7wvnTjvttMU14KSTTioNBdZt9xW33s13/NGPftRMNtlkzbbbbltcDMSVOPXOviF8XwL4Ix/5SIrY5H2kiE2SJEnGGAQg8bHNNtv0CipWt5tuuqmInCmnnLJPEcv38YwzzijXs+wRbEROLWIvu+yyZvzxx28WXHDBcnyaaaZp5phjjmLla3P33XeXa93TuUT0//zP/3R0JyBUL7744l6Rt+SSS5aw559//mJdrN0JnHvaaac1E044YTlvqaWWKueyKP7whz9svv3tb5f7sla63rMSZQSc91p44YWb8cYbr4g3oi1ELKuksBZZZJEi+uebb77mlVdeKd33dXje5Wc/+1mJk8997nPlGewTxmGHHfY+H9Jf/OIXpWHhGTwLgSx8YYaI9Ve8urewuAF88Ytf7HUR6AthC1OcEu8aLN6DlRXXX399EfrEf9vK/OqrrzYf+9jHmhVXXLGEA6I3hK7nSxGb1KSITZIkScYYe++9dxFJLI+smPUAruGJWF3Va621VhFmt912W9lHDBEzBBvL38orr1zEGtFl4I/f/+///b8ygKjNzjvvXEQqwQkWTeKxk4glojbffPPSje3ens/fffbZp/nud787jIglmFdfffXyXCyPwvEcfnOnCNFJDHpmLgjuy+orTt54441mrrnmKu9pAFOIWGG4769//etmu+22K2HceeedxeWhDg+suPYttthi5RnEBfHIV/UnP/lJOScgLgl4AlVDgCgkKl0vHr07Vw8NhiOOOKKExRrKJYQLRV+wpu6yyy7Fur3bbruVwV0jKmJffvnl8r6stu4X+zQgNtlkkxKPni9FbFKTIjZJkiQZY+giJlZZDffcc8/iHhAMT8TqvtaFTwTHjAEEFqFDxOpeJ66Im/Z28sknl/NrWBK5NTzwwAM9e5rS7d1JxOrq1kXOqmvkfptaxHo24rHTc3BRIPz8/+Uvf7kIPVZT8cEC6z665PmGGuRGlHbyiSVMhXHeeec1jzzySPmfyOabCxbpuGe9CZfbQo14Y3k12E4c+0ZmiXA+EUsQs4i2w2Jpdl4niG/fl/V2jTXWKBZojIiI1ShYe+21m49//OPFrcE7SScEscYPC22K2KQTKWKTJEmSAYMfqW54XelEKssrS6TuaC4FBFswKiKW1VM3OBH79a9/vVgwhc1Htd46Dc7qJGJZF0dXxLJs6kJn3fzGN74xzHN43rDEDrSIFZ8xCEu3O+HJYlvfnyBti762iPWNTIMmTCKW6BYWS20dFgtw/f0ClmJi1TPzsyU6A76v9ntuGEAmjrk5uC+xu95665VvagYCM1vAM2igEMXcI2IGg6mnnrrZfvvtc5qtpJAiNkmSJBkwDN65/PLLSze8keivvfZac9xxxxWR4m8tVocnYokvQot7wOmnn14EDvFDzBCx/EOXX375YpllidQ1biYE3fL8VtsQVP/7v/9bLHzCIqiItU4iljWQVdBz269L3sAt/pl8enXrh4glSrk9OJfFkBDdaqutyrsJN3xiR1bE6pZ3nBA1IIxF03uFKK5FLIHpuPNYNgldswS4Z239hgFgiy++eHEZePjhh0s8EvghYr07X2D+ut5Ht77zPaM4riEmCVT39j7Ep3ckbPlAa2h4Do0a4tYzO5drxh/+8Idmr732KtNvec7nnnuufBfC2iBA1m2NDJvv4vm4Yfj2KWITpIhNkiRJBhRW0J122qkINcJDN7HuYiKlZngiFvxWdfkLx8aP1F9ChqBiESVC4zixs+WWW3YMj1hkLY1z+XwStZ1ELAgy4os4dT7xRZgTmrUlFrrZWQ4NFHMuS6fR/QTZqIpYzyfuXOt8gk94nUSsv0R3DNCyeR5x3Ia1/Mwzz+w9VyOBhdP/RKywzOIQ+2xELctwG5Zm1u04rz7fe0BDRDzb7z08t3gwA0H7OptvxPJbk+4ESSdSxCZJkiQDDmHG8mkwlamsOs2nSsQcfPDBZcWsvixr9rN6CsdmflF/WUNZ+0DUxXGDtmJ/G76fpqKKc81WwI/TcxLe5jXVLe5vQESbnN/5njX8S72PQWu64QPCdvfddy/n1s9HqNrHzYJAZBklSL/61a8WUUqUsVK7D1FI9ArboC8Dq1zruHCgC94+iwLUYt39uBU4ZuM20BeewTM6z1Ret956a/nfXK7CNEtC7LMRtfWgvMDzxzn1JkzvEYhn+y18wH8W4rJ9nY1YZsGvef7558sxYpYITxKkiE2SJEmSJEm6jhSxSZIkSZIkSdeRIjZJkiRJkiTpOlLEJkmSJMkows+Wjyo/WptldgOj780mYD/f2hiENTZiJS6zIBjgxifWQhOem+9vJ19YCxk88cQTxR+Z/+zIYoEHMyOEn2+SjAopYpMkSZJkFDGNlBHzMbLe4KPAnLGWn7XfTAEE4tiKWRGs7rXsssuW6cRigQbLvXYS36blsqSw2SViidiRwQAvMzAceuihPXuSZORJEZskSZIko0hbxJpblRUT5pU1WX83ilizJJi9wFRXnWaOSBGbjA2kiE2SJEmSUaQWsZZINderabx0z2+22WZlon5zx9Yi1gpfK664YrPUUkuVRRFMHwVTZJlP1/yypgqzcAFRSfAFzll55ZXLtbbzzz+/dO0Tmtdcc03ZZ+owWLSAJXXrrbcuIhUWQYhrbRam4C7QFrHm9HXcNGDChym34rqjjz66mXHGGYcRsaZK88yOr7TSSs3VV19d9uO3v/1tmR/WMXPrsliniE1GlxSxSZIkSTKK1CKWMLOAwBlnnFFWuVpmmWXKQg4WSQgRa+5UiytY0Yzg9deStVbReuutt8pqYxZXIH6tDmaxA4seEJDEphXKrHDlWiuVWTzgpptuKs9BcHoO89HC6lcLLLBAWUjBfYlTYbrO9cK2KphnHZ47gZW3PKsVs1xrMQPPESLWHLmW6PX+nl3Ylgwm6PkNW8LX6miOewbP7ZwUscnokCI2SZIkSUaRWsRaxpaAszKXFbyseHXllVcW4UfEGtxlMYRYytbAqX322acIyZNPPrkMdiJirRrmelgkwHELMhgENeecc5Z76OZnRV1//fWLaGb5HZ6ItZTruuuuWyy1BnGx6DrfvYYnYjfffPMifs8666wS9qWXXlqEbIhYVljXWsDirrvuar7whS+U9yCwuR4QrKywVlmz0MIKK6xQ3itFbDI6pIhNkiRJklGkFrE33nhjs9xyyxXRSPSxOn73u98tfrFELBHJXcC57Y0V10pWRCyBxzqKc889t4heYs/KXpbztYSrfauvvnpZPpY4HhFLbKzoZWlZ1t2494iIWNZiFlQWYziH5TVErBW23NdqW5axdW2IWAPcCHnuBIHnTneCZHRJEZskSZIko0hbxB555JGlq5zgI0YJ0xCxls/94he/WM5liSUoY+OraulbItY5pu0CEet8y9DCOfxg+ckutNBC5Rj/U4PJhidiWXNZP1dZZZVyT6LV+aMqYvkAE7Gm4RIHhOrGG2/cnHTSSSWs/kQs63GK2GR0SRGbJEmSJKNIW8QSbP63cR3QdR4i1ryqm2yySTlmEJb5WAlS3ey33377cEWs67kPsNqam9W9CFQ+t7/5zW96RSwhbTDW/fffXwR1iNgll1yy+LXecsstxSq75pprlvNHxp2A+MQll1zS604g7DXWWKOZcMIJy7yxxLN7hYh99dVXizuBfSy24oRvb7oTJKNLitgkSZIkGUXaItZiB4SdLv8LL7yw+fe//90rYg3suueee4oFk7jkbuDYwgsv3Lz00ku9A7v6ErGEKz/WGCBFJLJwbrjhhs3f//73MvjKb4KRWGU51bUfItasB34To44Jw3OaRWB4IpYPLdFKeLpu4okn7h3YxTobvr6eycAvx93n+uuvLwPStttuu/LcjvPpzYFdyUCQIjZJkiRJRhHi0YAuvrBWoLJKF59TwpKvKozMJwZZIUEQGvjkGvsJSLCmrrfees0BBxxQ5mnFHXfcUc7T/R9sueWWZZ9tr7326p3iyrMQznHMc+2www7lHuEGYAosxzyjGQ8MQmMN5vawyy67lPB++ctflim2nGfAWUyxddttt/WGbQowVuUvfelLZfosPrzu5dgee+xRVirz/3XXXVem/3LO9ttvX/aZ8sscusQ6i26SjCopYpMkSZIkSZKuI0VskiRJkiRJ0nWkiE2SJEmSJEm6jhSxSZIkSZIkSdeRInaIYwoXI2IfeOCBsj300ENlwuzRwQhZgwRM0fJBY/CD97LSjaUNxzRG2Zq83OCNZNzBwBbfPfKRFYhGBOnFHJqmHeorvxjNbkBQDPoZGQzkca21+A2eGZPI90bQm8/UaPURxaAlA4WS/5RXvpf0Mxjl1WBg9gWzKsgXZlSQ5ruBd955p6TlyNPtbUTqN3PzKhfEwfDw7a2yZtW1wcAKbgbnxaC8oUqK2CGMwsR8gTPPPHOZKsVmOpXDDz+8dzWYkYUoNlrWmtj+ftAY2eq9jHRVoY9pzjvvvN71wJNxA+JQOptxxhl785FpiJ555pmeM/pGBWJEtuVHzQPaiVNOOaVMRfSVr3ylZ8+IQzyYm3ORRRYZ441KQnSLLbYo0ywRzSOC6aQWW2yxsiRp0pTZAkypFfO8DgX++c9/lhkR5AszHoyukWSwMIeuqcIiT7c3+bU/cWpGiOOOO66Ze+65R6gBqQyxuIP6d0xjHl5TsykXRrWu7xZSxA5hFJgyozkIY1UYidrcfApRLdGRxTQplj0U7tggYlm5vBdBMRgWAGKEmEkRO+4gn0w77bRlnk+rJJk+yByXG2200XAr7DEtYllbrM508803lwbmmGRURKzpm8wLmiL2P6SIHXv42c9+VoSl+sNCDuawNeVX1JXmyu0PU4jNN998ZZ7csU3EWlzCfMLm600Rm3QlxKYWovWxZbZA98JUU03V3H333b2WSxWglVRiU9kqmHR7WIVF5Wo+QKvK+G0ybgWWdbMtYwiTbMf1lloMiEvXmn9wxx13LBkrKnPzC8Y1jnXqZvFsCparrrqqZ0/TnHDCCWWZRXMweg/Xm6xbQUI0mPMwwiU2/d13332bt99+u1xvdZo4bj9rFnSV2mc5SJOXL7PMMmV5xqiAxYOVcTQCTB4e+9vhxfyOydBAupDe11prrfJtWTlM5D7//PP3VnTm9zQXaKQDlTnR10nEEp4mfnde5I22iL3vvvtKGneOCvbZZ5/tOTIsrK/m/TQ/p65NqyP5TVSYazSep77eObFf+uZuVKO8iOPW5o9KsC1ixcPaa6/d7LPPPkUQ4K677irXnX766eUZpphiijIh/qyzztocc8wx5d0hnLjH2Wef3bt/KOLbeE+NHuK1FrHcMpQ3ERdHHHFEuUacSyOujXJaV/Q666xTzlfWKbeUN3GtcihgIbSPtVG69b90xO0qYIRQHjumnDV361ZbbdU7Zy23hwjbdvnll/caCpSl0qv90v1hhx02jIjlblU/m21MN7JGh0svvbR8F+9RI43He9qsVsYNRHqXrzVm1QnqKPFlpTLz7Mb55ud9/fXXS1gjImL1nMa1wqnd1lhW45jN4hUsxepB95d24lvrLdRDY/EJ/0fZc9lll/Veb3nggLuTa91TGlCG2Af1YFzjeNSjYwspYocoVlshNhWEte+VRC9jRmGkYGRl0q1iFRWt0WmmmaZUzs8//3zZJ5OquFRIm222WVmxRYElk+y2226l0lMJ+20VGIWBLkSFrPBnm222skqMVqEVYVTQCnEZ2vmucw+VbrsyU6Bq6QqPsJaBdOWy7kQ3r2fhThAC1vN5BmGH4JYpFTyE5+STT17ex3HhWHpRuASvc13vmOdVCLBeq7RVQtwxbOJLa93Ske7RDm9s8BdOBgYNwhlmmKGkBevQS9N6AIhG+Ug6lL6slCQNyAvS81lnnVXOqUWsvKjxFisuSTtREaoshec6ec2KS9Kg8OTRRx999H3dm213gjPPPLP89izCcA95b/HFFy8Vorxqv3sK23nyFn9cz6aSs1869i7yqP8td9oWsfKMvGTS/vDnjd4f5QKrtWf/8Ic/XMKwjzhTKXp/4Xs+eVUjdqgJWeWVco6I1+iJtCE+7Pc9LBNrX5Qfvh3hKm432GCDkuaUgb6NMk5YxKreAWLDtb6Xa/2VdpxrMQTfQRryjcS/sKyqRTwbG1GnA/8LW+NcGlH+K/sjHWi4Kxc16DTYfEtp1vdz3HnuFyL24IMPLmELwznKTM87ttJJxFqJTXzEe/iG/t9mm22KT7NFKeQt76aOs6jD/vvvX/JMnC9OxZXGSn8iVlpwrXh2nfQgvvX6OKZx6PnimG8500wzlW9p6WHf2bXuy3C1xBJLlO/zP//zP+Ua+dpqcsKIb+Z/jVBpTdmkLJIvpQeGKOLYOwrX+dKaMKXZEfEBHixSxA5RWFskdoVlf8i8rKssNRKy9awVRirqELEyRbTK2u4EKnAtfNZdFlIO8TKtwvhrX/tar4iVAaKi40u06667lkrbKjEKZ5mEEFBAtll33XWLiAjLq/+jFVmLWIJhxRVXLIV2WCWsKuO4sN3fcRlRgeNZCQrHWZJDxPIhdi+WA9YwBbwCALU7gUJOZpfxIzzrmgtDwZIMDYgRa83reVAp+b7SMyEn/avQiAZpjUjTGCMOiVfCshax0qAKZ6GFFirXSbPynzQkP8hzejzkXWKCFY4wcT+NqLbQ60vEelZ5KcLzzCorS4D63/PyV7UakzxA1Fi3n3VZJeY35GHPK52PrIhF251Az42K3GpWEAeswSpblqWhxPe///3SeBBfepl8D+WeNKRcNqBPWcPd68orryzlx4ILLli+nbgQlwSI78+Cqhx0PiFJ2Ipn5Zpy2LXEhvtprIeIjXh2zvTTT1/SiTKckJLmovHvet8lROy9995b7kc8WV2MxVZ4ylWWe641c845Z29jTh3geIhYv1ntpD/PTyCpR8ZWOolYVldx5F2IUPlj6aWXLnWivCOeancC8U6IHnXUUaUHkuVanLBwahT0J2LVN3PNNVfZWG6j3LDUsGuVLb6lcNVF8qmwpasQsXo7wurbdieQVwlW6UfPh+8tb3p2dVeIWGGEtV761FOkMSo839Z9lBe1YeyDJkXsECVErAzYHxI966WKVwaTMWy1iI1MiLaIVcnKeHFdbISibsYQsbo0amQaGVNXVFzTl4i1NGJk/qOPPrq0hhWuqEUs64RMqaCJLlAFT4QdlUTcr95YVUPEshjoFtLK1dUrHsOdoRaxCnDv1Q7LpusnGVoQboQmMSl9ExsqdI0Z4vCkk04qIiLSQCcRKw0SmcIIpBVCT9jEg4pGhRWCNYSofKQXpaYvEavCAfcH+dfzRO8KoRLPqNuZlUaFpfeGdceyoIH9IWyNPB8dESs/ud7xaBQj8rRyaCihK9834wIQXenEKmFKxDIcxHeoN2mFUPG9CEXfXrohAl2nnFMedbrWtyV0QsTeeeed5b7KK2WV8DRGHGfdl97gW+ouDhErLRE76gX3jfCJWA0c1jzWc/UBQcOdy/EQsd6dCNQrFdd2m4hVd6r/GE4CbjLSs8ZfW8T6xg8++GB5b244LO7ee0RErO9AIKpv2nkcGi7ytu8fPaG2WsSqt6L+bItYwlS5EtfFprHNJz9ELKFbI52pW/V+xjUpYpNBQSXBuqn7vp4Oh1VJZSvxqyRVNjKFDCuxshBJqLWIVaGqLNEWsTKuTKzyUwCEU7wKSSYPEcsCGihkZX5dIs7VxaVg70vEKlAVgN6FZVRBHGuFj4yIVaArpMVLPGdspgwLERsVRYhYBQ//PtQi1nuwSMj8ncJLhgYqCValsE7KA7p6ibkLLrigWGWkT2nDtycQWMUGSsTyYydkZp999hEWsXpFUItY6VWaVjZ4zkMOOaQ8p8pbpcxdQT5WYQUqP3lVZajMGF0RG+Kqk4gVl0OJTiL2iiuuKAJQGSM9iQsNHw36KDsIXQ0GcC0Q3yy4riMquJxIM8pP3zausxGZ0kHEMz9NhIhVPio7O4lYXdAhYvkvSxvKTeEqe4U3IiKW4FJG653jVrDffvuV8n0oiVjCry1i5S9xrOeONZaPqjgZXRGr/lYeuFZZojeDxVTYtYiVRuLatoh1nnrP9/VtI72o1/QYhIitXT7kUeVW1JeOiaMUscmgoItINyWBeuihh/bsbUrm0jXJV9b8dlrf4Xela49IlDn6ErEylELJOUSsiklmkQGiy1ClpCWqcu8kYhUYMhcrLBSAum36ErEKCCJCoarlaNBVVPC1iNWt5fk9iy4SKGwcF7YuGwW1QkglrABW0IgDQmFERKxCKkSsOFEB1eEpoIQn7pKhgUEvuoAJV40iSPMKd12G0rt0qetPmiEgnd9JxOr5UOHoEYiuWPkg3AnkQ40wIkGXsp4Olh2VBxca+bpmZESsNEsoSp96N+ShyB8qKPk/rK7ENiI8+bcvdwJ+wnxmwTVAeCFi5R/vG2UDy6/8pCKEOBCX3AmIgqFEuBMQcESpsk188KFUxnh339k5MfBOXBCYRAgIRgJfHGpcSB8gesRZlM0aEVw+CBk+lP2JWM+h3JPmpBNpiuB2nxCxykn3vO2228p3DotquBM4T6Mq0rCxEo4TsdK5ngppRhrTSyGvdJuIlfbF0aabblriVK+EvCN/cD9TZxD3IWLVh/K9LnhxxmgiTkZExMpPBmLr3VFGqH/0ZGoEinONS2WIdKHejh7FvkSsxqfGU4hY5YBn13BhLYbzha/x2knEMnaJE0YrqGNphRSxyaBBVKlwZByJ3KZwkSFYBFhlFYIKVRWVBO8chaNCrZOIVSgZQcmhXbgsBQo6Qk5F7noZX0Wsxd9JxOq2ZMF0nueTefzvHBVxG07kKl0FhPNVsOFYXotYhTFLkMLYszg33BWM3uSzxILhfp7dO8ukfL8U7CMiYlmdxJeGgFa5FqoCOsLzV3jiPhka+Ja62KUp6Vwal/5D2HHdUTloMEpz8pF8pkJoi1iFP7ErvUtDkT+dT8SGlc3gSmnTvRzXcCIuRnRgVycRS3wQxsREhO0vIUrcejaWPr9DOHlnIkwl2xaxGrQqNM8uHPvd271CxLL2Oi48lSHRI968v/DFgc35bYHe7fiWxKJ3947i0d8Y2EVwsFSKu/pbK3NcG2GIV2UyURPiQXmlnHG+NClc5Zq0I430J2KV4fZLk9Ks+0pfRBTLogYJ305p3HMp34ht5R6DA3cBhpFIw47FdydiiSb1huuFzTLJACGPqHPGRjqJWA1Iceb7eT/xLL5ZoL2HRp8xJOLFOA3fkggVL86P92bQITb7E7Hykut9D/dxvbzH2BQCNOpp3yPSEVHbScS6RsNCnSk86UIe946ewfmeU/5VbnQSsSzQyiHv4Hsq14hYLgcpYpNBQ4tQ4Sez2bT0w/kbWogSsmMKJq0+LTgDWWQ8BSVLU20h1V2kYnaNihcsA3EP1piAhUGBarqVGhnaecJnNdXFYVCU5+0EC5gpYGRUzxVoEbunMBQ6CmBdtQpl4Wl1Kly1OMN6y7IWz6rQleGh8LWP5UuhoqDyPyEcXUqsK3EtYeueREwdXrg6JEMHDSAjheM7E4Z1ntDFR5yxwmjUSe9EGwFsSiQNwRi4JB06Jhx5QwNMr4mFNAINNQ0v50j30l0nPAMrGeHDIibf+h2WT/eXr4UT+V43IauyfRpl7W58ecgxm7KA8ISGnWe1TwUOYXoH58pjfDn9bzAPPJ93s4+gi8adqYfiHt57qAnYGt/Ge+qelk6IGuWK8kU54/+IC2VtGxYxwiH8WwPllvImrlWuBb6TfZFulG3El2/Eh5ulTmOKQYOrivKbANNYU74j0p+eL0YEaSbSinKav6zj0gP3Mf8zIghfHvDbRmRJg+oZ9c3YwN/e/Xfz2Et/690OO+22ZqIZV2y23+/cYfbf/e1fNEuvtUfz8ckXL9vGu5zcfOuFv/Qe3+2wS8t1E8+0UrP/Cdc3uxxyce+5h556a7PG5oc3cy+9eXPxLc+W35+ZYYVm+/3Pa954u7OYVw9GvClvNBzB0q6X0X7pxdzQ6iV5WYNSeaQBq4ERKEPUga4h0sF4FeHX42WUTc4180CNssu5Ua7REtJBzk6QJGMAXTosw0Srivz/t3cfULoUVb//713rvhffF8NFQZAcJeeoBEVEMigiokQREMlZcpAoOUcJkpEoUTIoiiBJkoqAiigiAgKKiEL//59i9lineWbOQWbmnJ6zv2v1mnk6VldVV/1q164qHzt/W61HBXaSJMnEDvEcvstcGbh46F1jpSNyJ4ZG+Asvv9Hsd97z4227+YFX+0KSvFtSxCajBl0c1sKOKYVsuuFYmwayZCVJkkxssMTqBYty0mZAoR4nxoDRzvP/v4jd8+znx9t2432jt+dhpEkRm4wqWBl0vRCzNv63tftEkiRJ8paLVpSTNgOVlJ8TA6+9/mZz92Ovjbft6ecmjngeCVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ0jRWySJEmSJEnSOVLEJkmSJEmSJJ2jkyL2D3/4Q//24osvNm+88UbfkcH529/+1vzxj38sfwfiL3/5S7nnm2++2bz88svld9zf/0PJ66+/3jz33HPNP/7xj749/8Yz//znPzd//etf+/b857z22mvNq6++2vdrZBDHzz//fPOvf/2rb8+7Q3yIf2kibd4J//znP0tY/v73v5f7PPvssyVOBsO5zutFfb93g3T3jKGKo+TfyCMvvfRSc+mllzYnnnhi8/TTT/cdmfDxrSqnlG/Kh7p8839d/ikf6u/B72eeeaa/bBwM+TjOlZ/9DjxH/MVzXnnllbLfOcql2F9vI13GjC98r+LrlFNOac4555yxxnPXiXqqV5o71gv5MM554YUXxsjD9f2Uf/UxiM+4drjylG9Gnr7uuuua4447rnnsscfecb0yEqgj/vSnP/XHVf2Noo6rdlng3Ihn5UkvnRE41/2d65r6Oe6pPo/nSM+a+lphHew5w0GnRKwIuvXWW5vFF1+8+fSnP122L3/5y80tt9zSd8bg7LHHHs0nPvGJknEH4utf/3rzla98pQiU73znO82RRx5ZCnOZ3P6h5P77728WXHDB5s477+zb82+ItV122aW5/PLL+/b8Z3iPM888sxS2I4VMf+211za77bZbSbOhQHwcffTRzbe//e2xCtA2v/jFL5oVVlihufjii0vls/766zf33HNP39He3H777c2XvvSlvl9j8vOf/7zc75JLLunb859x2223NTPMMEPz+9//vm9PMhTIf9J8s802a+aYY45mrrnmapZYYonmoYce6jtjwkUFcdBBBzWf+cxnmk996lPNyiuv3PzoRz/qr1Suuuqq5qMf/Wgp+xZbbLHmG9/4RqlA4Fvbaaedmk9+8pPNcsst12ywwQYlHnpBSFx44YXlHssuu2yz9tprNzfeeGOpgIiKBx54oNl8882bpZdeumxbb711qQh/97vflXIpyl/XzjzzzM2HP/zh5vvf//4EKQSGEvF2xx13NJ///OdLOswzzzzNF7/4xebXv/513xmjD+WdejHSXB067bTTlq3XN6Ws3nnnnZuFF1645MUvfOELpY6TN4jS888/v+RveUc+vf766/vFqnj87Gc/W/Lcxz72sfItDFUdUiMfb7/99s2cc85ZygfpeNddd/UdnTAgHM8999xmpZVWKmWBTaM8jCfiavXVVy9ponxT32qUwrWXXXZZ87nPfa5cJ81OP/30/sZojft973vfK7pKeigL1G1hQBNXe+65Z3mGZ62yyirNr371q3LMOZ5jv+esuOKKRTfFtSNBZ0SsD2OfffZp1lprrRKpgVaUj+U3v/lN357eSNT999+/efTRR/v29CZEbJu99967WXXVVft+DQ2Didih4qmnniqFwkknndS3Z+KjFrFDQYrYCRuNnN133700VlSYGnEKeBXnUPemDDUqKRXJgw8+WASTiodI8h3bZpxxxtKQh98quNNOO62IzxNOOKFUJI888kj5ffzxxxch2ksE3HvvvUVgEMieo+LRaHv88cdLo10ZuO+++5b/xZmK6+CDD+67+t/IuxtttFERtqPdIgl1j3ylLjn55JNLvHl/gkgdMzHwy1/+sllzzTWbww8/vOc7X3HFFc3HP/7xkpeIUw0rol+e/OlPf9osv/zyJd58p4SjOv0HP/hBOVdcanzJdxpN8u+xxx475L1Vwu7b8b0xjBx44IHNIossUowcEwoMLauttloJo/dnWFGGhQFGXH31q18t/xOvBOupp55aGgs0hW9Wo9e1P/zhD0udddNNN5Xza37yk5+UNDnrrLPKtX67lzQB3aU8iHqKRmI8hIYrXSRsnnPllVeW3+4xUnRGxGr9skrcfffdfXveQsb/1re+VQpjGdDHoXDZbrvtisDFz372s1LIbLLJJsUa6+MIWB1YM1httPokgATzgUkQFkxWxaWWWqqZfvrpm6OOOqrfnM5K6zqbcwLm+G9+85v9x7RUehEiNp7vg437aMl4Fiuz551xxhmlslIZf+1rXysVVM0TTzzR/zyVjcLWux1xxBGl4hN+GU6F9dvf/rb/XAVM/eF6bv1enhsolGK/zYfhGa4/77zzSni32mqrco1jxxxzTH9cqTTjOoVSVKzimbU5jrm+F8KlVSouFYbCqLBU0brugAMOKAVf4Pk77rhjidP99tuvX8Q6h8CRj9yPyImCOJ4hPAoB6RL4oHfYYYcx7kfExv3qxpHCQHwE3/3ud/vfT4s2rDZtEUuURL7Zddddm4cffrjsh4oj7mEjVJLeSEdC49BDDy3WRSKW5SDSa0JGmssXYZmSD1lb7rvvvpJPLrjggrI/8P2qyFRi3vmQQw4p3wf0HqlwQvTWKBdcJ64gfjxH+UNYLLnkkmNYcZVV7R4v1uGLLrqoiAHf98SA747oYrlSN8hT6hfiINJsNKO8Vq8SOeqDXsiDBFagTlbPMUQRWWussUa/0Un+U54SkeKWdbsWQHpNne+5Q4k6lLXY90XEyv/qgnZX+fhEHa78ijBxidJ4kPcg79XGO5pHY1J9puzbYost+i2v8qZyQD3SRj3tvlEPscyq+/R80kqMhPW3r55Sp0k7z1MHx3M0eH0LNMZI0RkRy5Ko0O1lVRCBIlTE6bogdhXGPgpWMx+cQpuw0YKWgaMLTsITTo4Rf0SFysD9tEA23XTTUrEQwFqX/vdBEZO6Q1ynMJMJiCoVCFFDCDtGFC266KI9M4+KYdJJJy3Pu+aaa4qPVXR7EoZM9ARfWFwUBCpklRxrTYh0XX/OjXeUATfccMMiprWQdM2o7HwUMigLDDHvXO+x3nrrlfv4WPbaa69S8d1www2lwmTZ8V6EF+Hm+a4j+AljH5Z41+pTuBP+Kj+CW9eCZ/p4VIpxrfi2sdx4Fw0H8eSYtCOG24gPApK485Eus8wyJa5cJ629I99HEKjrrrtuEZOezRI922yzFRGrstf96RqFl1Z/fHAaAipy16mcp5tuurJfpa7lGfdTqLqfQiTuJ74CaS8OcfXVV5c86aP3rt7be8jHtYi1uUbaKTDEFeuF/MsHUdyLF3Gk8N14440neKvi+EKBTej7BnSZi8vogusSwux7ZCGN8qqN706+kYfly/gGYJ+8KA7acA9QBoQ48O2z+CqDxJcywvfvG7fVjbJA/ltnnXVKuRnCebRDuIln5Z+4erfuXl1DeccaqIdgIOuo8mveeect9Zu6Wd3pWyRiGZyUpZGf5XH7CC7XKUs1vgIiU5f/UDcQiC/fjvRTD0xI4nUg1HXR09KGZuAyEEJ8yy23LGWH+sT3K89qbPWCJpImtbayj+GP8XDWWWct1mAaxL3cl/FKneX7p39oGMf8Heg5w0VnRKzufIKjthq2UWgTrKxZhI4CWmtCRBOCcY6IltgEATESFZxE9IESdbWIJSJqdwLXLbDAAkU8wsdMQPIlkbDCcNhhh5UP2DFirdfAEh+5DMLkz4wvvDKKSqQtYoVLxmL9cC6LJBEtQ6vECHxWVhBjMjTh5NranUAlx9coKh3PnG+++YqVViFCRMq4niGjaokRw1pr4sV1PhJ+TPyIhEOcEtUqM9fYQsRqKYoPwj4KPe9N2HueVrrzhNm7ibNe/mVtEauS9aFGfBB44l9BydrpvGgdSi9isRaxRKcWP3F48803l3s4TyFBODqXiHU/lT2xH/djlXW/sYlYBbXCmdVcPHN8V/HxQ9QlFCJW3pBWuo7Cx0xeJMS8l0bBTDPNVKxx7mN78skn+9M7GRNp6duUlvz23ve+95X06UJFFcibvhGNNdYoaV7jW9JAmnvuuUteYmHWUPWdyafiQONLXmsLUHlaI0/5Fvd1vYpMXlXO/M///E/J9+JMWIgSlWgNi5ByUL6cWFC2ET7K0Kmmmqp8l1w/omwY7TCcMBj0KqMD+UsDSN1GgGp0K1PFnTyrHtVzJY+qWzXSGJbUAax+DDqQx1luJ5988iEXseosdare1fe///0lb6vnJkTEdRixCO46r9EprK6zzz57qXM0stTZ6nF5k1HJN0wH0Qu9vlVpJQ3Cz9X1tJaGLmPOJJNMUo6LM/eX9+mhcKvzHTAcqQtpAOnbS2gPF50RsYSpQlamH4gQsYSaCl7iET66NpjlbQogok4iOE8LpUZGIEIGE7EschKvFqaEDSHnQ/ShEzbu45lEYS+IudonliBzXy3TtoglvGuLikzCj0VFEufVEEDC3BaxBD3BG/FhIyJ1CRBlrIaRmWvEh3eUqZ2jsCEOiD3xLh4JNNQiljBkwXbvGq1gPnws1AsttFAR3QQtQdkrjdsi1gep2ypwL/ckFL2f5we1T2wtOuUP6atlyarE/SC6WEPEuh+rp8IjiI93XCyxGjXiWHhYjjUYiBMffYhY8U04iEONAucryIXFO4sPAl2DiwXIcddEoyAZGPFJCBq0oCIYrPyYECHGhVtviO8KygllhvwuP4QQlS/0eCjXCF8NL0KiLWJ9PyqpgUSs7l3xJe8HyhffXN1wUiYpTyZWNOyVXTauRhODkPUtsWIOBtcuRoYwOKlb+JtqmBNkGlB6QKM3TLlGxBK/6k4NJnlZXS1//fd///ewuWro+iZmlc0afAP1eEwICJv44ErXq+cjBCQDh7JBozbijUAX77RFG2nCUq6XUD2m4aBxTMQSuIR+7S6kTp9llllKXS3uGOzCEOjZejPPPvvs/vJquOmMiOVnWftt1CjQFfJtEeuj0YLQcth2223H2HwgPhjWmpr/VMT66AgxGUIG84F6joJei4jVsc27FbEqFWb+XiKW1ZRFsi1iXaOiq+NCgUK0yXgqzF4iVks1rtOVJMwK7/9ExMrw3pPwBCGr4nRv1l3WpLbVbFxELHGo4hVXtc/wQCIW4kU4WUAVZD5a1CJWXEZYMa4iljBgzZI+3k1cSK+2iHU/3T7zzz9/KcwjXWy6atxHnlJ42SfPstq6Lhkc36WeDW5ArELhT9YVlD3yvUa870bDRVnC1USeqbsAofGj8rKpjAhT1pg2ugp9S1H5eI7GqW/bN9EuF93XdxyNAOWjBlnbOjsx4dv0PatLlP1jm/Gk68hrBA3xMhBEkzqtHkuhN84MAMo/KI/5wCrLCC/1FGEcDSplrWPqBBZE5WXk06FGPUZIE18afNJ0QkX86PHVAG1/92BlpTXkQ7pFfRFoIGhoieteeH+NDfGu9y/cEZQ14oV1NuAi6Dl6b5VDtS5RPjC+aOD1EtrDQWdErO4HrYv2B6SCJ0IkTlvEsq4RaDaFLiQmgaVbQ+GuFRiCyTn8OmWStoiVIULEularjdU1cE8CsC2yuRLwNetlsXgnIpZoCWGmG4YAci7/E/euW8fCyyosHkKEhYj1PrYa78ZyIz7EZbhJ1HgHH0Hw4x//uLSYxyZipRuLsQ8j0CXB0qPh0Sa6ocRNzbiKWOf5AFXwzoN7RVjbopOYJF6ltdZnDFYIERv3i+dCYeF+A4lYjS1ilG+Xbh2uKyBANIDaIlbDR+GkwRUNI4W2ClJ8xHMDI3w9f0IucMcn4kslKY5DxPoONGYnZBGrzOJapEdCOQX5S6PMNyr/6A3x3RO1taWUeOCSIt+G9cVgV+VGLx81ZYNyIayHGkQsKCxTusfFVd29ShA7HmJCRakiG9tsL6MN37RvVTnh+yNgpYnvfLSLWPWesrltYKiRP9RpGkNBiFj1irxlZoCoJ8NCqFyU5wnXustbT4P6qu4BGApYi5W/IWK9k3J5QmqUqbfktfjOlWviRy8rTcCwVtfVxr+os5QZrtMTEw0DmsB1bWMXuB1pLMT3rj5XNujBoa8Yq6Rb4HwD8DyH7nBtPCeuVeelJbYFgUeIERwxelGmZwJXmGoptEWsQp9QkggxtYSEZlFgKZVAnJFVeCDiCBKJ0BaxBFqIWNepSDisgwjRIiGqVAo+yvpjYMEkgtq8ExFLlBLJCk/vptCMTErssGBGvGgFey8tXvEinCFiVWze0fvDh6xrQMHhPXRbew8VoTCE2wUhRzjCB0/Q8psbm4jVanM937lw2Nf94N08T4WtGz+6cVQMxKR3rhlXESvNhUl3FhEjrrbZZptmmmmm6SliFboaAVNPPXXpUonCMkSs+xEH7kc8Oq6bxf2IWK1NglwrFgZ+mZtUvvEO8qOC2HPkKXHdFrEKdOniGQpzzyAOvKO0dK77hIVcOoujwSwiEzPi2Tcs38fALpWWdJLnJlR8Nwp/DRRprjxQjrDyKbdUMsouFUd7Oiv51Deue0/PhnJIHPi2QnjWKHs0xFlYnSuParz7XpVvGlSsZIhGZ/RSwDfhOxopa8uEArGv7FVGK+/0XmmwDmQdG01oSKnLxoZyWSMovjW9UdwJ5CtCXx5WZ4FhhpHDuco9DTa9ByCW3Gc45h82VkEPpUYIEctyyK+0HlQ2vlHOiyvll7gRH+JRnembFk/0AtSf8qBvXrmhYaVOVm5AOSKeezVo3ZefM9cr9zW7E0NMNFD1jCpL6S11v3o96jvlh14b8UaLuDYGJI8UnRGxkJD8S7UCVOK6B4lYIgqsWEzZEllCwl9CVkS7RoUggeM4a60PxTEiRgLEnH9ajJzSJRyrK8EhkyjUVZQEn+uIFi0fiehjiwrCMZsPpldFootTpRP+JsIkYxJkYcHVoiWGZEgiR6YmWFVkcU/XyawRLwSPwkKlKExEpBZ0DDZjRfXbuSzRutKdK+wElQpMy1n8EmwErS3iyX4fvfPEj3jXhU6Awr204oh5rUjpRhQqJFwvnn0gziOyvYt7OmYj1tqFlvhgXVXZCguLee0yQPypXOB5xF/4oEpPccmS4GO3Pz5uKMicFw0dOFeBgbifirx9P2gNa0gJO3FPFBPb3s8AOAWE+NSYIlJYx4gA6SCfiAMihHDxDs5VWYhDz5a+BETEn3RWeUbrNxkTeUeelBa6PzU4NKIUwkNdGQ410ltaa4TKB8oHlZn8oTIjHDWE4luxKYdAUPo+uKXYVDR1uaPsC/EgbyojNKI9R7mm4hE/NmWOfO7+yjeVYJSZiKmSJjbEm/IyGr4GDiqz1RcTet56tzBoqA/a+NYYJcJdQD4kZuQb+UdZyaAC+ViZSFA5pmxUJ0XciUfnO2bchfzqmqGGYcr7qNOlo2koNRKl74SC96ZV9ED7RtU/4kMZAXHFbU1cqT8ZtaLb37XSQ++J48oT9VS8H6tsGIHiOVFPiX+iNM6lkegbz7DVs5qE9qBNXKthwCA2kvHYKRE7saJCqf1akyQZNzQQVZoTm8WwF3pfQsQm7x6N3oEG7U5MEFMG/HYxLhhTuNIR0hMTGqy9Bnl1kRSxHSBFbJIk7xb+dBNSd2kyOuDqRRCFP38y4aO3lwvbaCBFbAfQSmRNmtgGUSRJMnToMkySoYZ7l/ECSXfgajBa3F9SxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jlSxCZJkiRJkiSdI0VskiRJkiRJ0jk6JWJfffXV5umnn25mm222Zu655y7bZptt1vzqV7/qO+Odc/PNNzfnnXde36/Rw4033th88pOf7Ps1Jr/73e+addddtznjjDP69iRJkiRJknSLzojYv//9783RRx/dLLPMMmOI1j322KNZfPHFm+eee65vzztjzjnnbM4888y+XxMHv/3tb5vPfvazzcknn9y3J0mSJEmSpFt0RsTec889zQorrNDcdtttfXve4uWXX2622Wab5vbbby+/X3vtteayyy5rjjrqqLJdeuml5Rw89NBD5dg555xThOspp5zSTDnllM16663Xf9/f//73zamnnlquPffcc5s//OEPZf8bb7zRXHDBBc21115bjnneP/7xj+aRRx7pf5btqaeeKufXuJZgfPjhh/v2NM2//vWv8pwnn3yy/L7pppuaY445ptzjuuuuK/vg+cL64x//uP8Z999/f9/Rt/je977Xf+zKK68scUDou3/w+OOPN6effno55/jjjx9DxArLhRde2H+Pyy+/vFi94T7i7D9tJCRJkiRJkgwHnRGxBNiGG27YPPvss317/g2B9ec//7mIN4Jvo402ao499tjmyCOPbD73uc+VbnPHiFYuCHvvvXdz0UUXFZH6kY98pPnqV7/a3HnnncVVYeutt2623Xbb5rTTTmt23XXXZrfddivP/Oc//9nMPvvszZprrlnE5k9+8pPmF7/4RbPWWms1+++/fzmfGP7iF7/YF6p/49o11lijnBfce++9zayzzlqE7fXXX9+sttpqzRFHHFG2L33pS0UsQ7g+8IEPNF//+tfLM/xdaaWVmhdffLG8k3dYZ511Spi+9a1vNSuuuGJzxRVXFPE+9dRTl3sQyoT+PvvsU+Jg7bXXLu8SIvbb3/52Cbf7s3Yvv/zyzfnnn1+O/frXvy6i+vnnny+/kyRJkiRJJgQ6I2L322+/ImIHE1ME4eqrr16siqyLLLC77LJLEZfPPPNMEXD8aZ944om+K8Z0JyCUV1111eaXv/xl+c1yS3x+//vf7xex3Bf8DwKX4AyrJTFKOMb1wZtvvtmccMIJ5V4hwglO4WK53WCDDZoDDjig+dvf/ta8/vrrRVRuvPHGxXeViCW0WUdBrHuHH/zgB82DDz5YwstCLExErTh49NFHi5+vsLgfcSruPEtY+AFPP/30RcQSuPPPP395R7jP+uuv33z+858vv5MkSZIkSSZEOiNiWRGJPiJuIAgw1lTWQxbKWWaZpZliiimK5ZEgJGLnm2++IuSCELGvvPJKs9VWWzU77bRT6UJ3H5ZWAvPAAw8sgniBBRYoQjf4y1/+Us7lWsBCO8MMMzTvec97mvvuu6/vjH/D7cBAq6uvvrqIzXnmmae4Ndx9993FWqzLXhg9l0uA7n4uBEQs0SoswRxzzNFcc801xQXBuz3wwAN9R97C+11yySVFxLLYei/vEO/9m9/8plh+iViuDnxkbdwPxNlkk03WfPrTny7nJkmSJEmSTIh0RsQSoIRi+KjW8PfUPc+flQVzscUWK93qxB3x2xaxNSFi//SnPxXBqoufgPvMZz7Tv7kuRGw9op9Qdn6cY0aAaaedtqeIJb6Fbc8992wuvvjiZq655ipuEKyiBK0w189kCXWfELG1dZdF+KyzzipuA97zZz/7Wd+RfxPuBC+88EKzxRZbNN/85jeLdRr1wC7HWXM/8YlPlPDxPd50003LfZMkSZIkSSZUOjWwi/WQqKvRBc+fkx/rDTfcUAZ/3XXXXeUY4fmNb3xjUBFLPIYldssttyyW2BgIxk1AN7v7mR2hLWKXWGKJ4kMaeD7h2EvEGgTGpYD7AdGoex98a4lmVtVAtz/LLME+mIglmgle92gTIta7cHvYfPPN+10xWI+XWmqpImK5QEw33XTFqhx8+ctfLvdNkiRJkiSZUOmMiNUFf9BBBxW/Ur6qIGDtm3nmmYvI4ye65JJLFjEJwtdArsFELLEWPrEGM7FIug+IQ8d1zfcSsausskoZCAaWVoOu3vve9/YUsSBICdb3ve99xZUAuvs32WSTMrjM/97psMMOK0KS7+5gItY7Oc+AMdfZ+MK699lnn11ELOur2Qu4MnBP4D5w4oknNh/+8IeLiP3Rj35U/GNj5oQf/vCHJc6WW2658jtJkiRJkmRCpDMiFiyJxBkXgI997GPFimpk/q233lqOs6buvvvuZaCS47rEWSFZHX/605/2FLFEMJcAMxa89NJLzXe+851yrc0ofX6irJn8bdsilp8q/1HnLrTQQsXSOuOMM5a/vSB0v/KVrzQf/ehHizU00L1v8QHz3XqnL3zhC8UVwjMHE7EEKqHLzcJ1tvCRNfsCEQvxctxxxzXLLrts8/GPf7zc3/9ELGuzwWoRp/yOWbX5xnKxMPXY9ttvX1w2kiRJkiRJJhQ6JWJBuOn6jo0IqwdqsdgSo44Rn7rxiTjXxf819jmXFRPOc11cT0gGrnV+TYTDZiYA1whDL4RTeN2HRbTG/riPsMQ7RXjq8+O9Aue3r42wBPE7zrHFPSIObH/9619L+OOZrrNPOJIkSZIkSSYUOidikyRJkiRJkiRFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5RqWINVWVpVhNFWUzG8AxxxxT9o8Ng5pWXnnlZqWVViorf/XCPK5mPjD11h//+McyzZbnwcIDhx9+ePl/KDC4yqIKVvWymEMbsxaYbcDKX+8GcWN6LrM4jBQGjVkWeCjjy/LC5uA99thj+/aMO9LevL+mPHMfU5WZ/WJsyCtWWWtjAN++++5b5h4el7w3GMK066679v1Kuohp+iw3vddee/XteTu+CYuYmCrQjCHmxjaTSQysVCaZNUW5ZgYR+a49SBRmEzGbSszc0kbe3HHHHZt55523LLziOXfccUd5jvspB8xnHc9xnwiDWUtM2Sd8Ucaa0URZmIxODAS28qOFecyOY051ZWQ9qDqQh6+66qoy64+8YWEdS6TX58pjZr5ZeOGF+/a8hecceeSRZVVKz5GvTCU52vAtmefdlJviqxfOUa/7Dn1rygSzFbXPd55Zm0w/GprFQHELHJnZSBqY+ciUofEN18T3bt57ZcEyyyxTlu6Pgd+Wpvd86RHfe7sMc1+zHVmyfqQZdSJWAWuaKIsKBBLBggjbbLNN356BsfKXuVcHw7KtSy+9dL9wrVHBWOJ1qJDBTOtlvtrh/Ji9t2nCei2c0CUsEEHUm2v3nULEEhmmO+u1Mtw7xQwPhKfC38po7wZh2m677fp+JV1DuXTUUUc1H/nIR/rnlu7FLbfcUuaqNkWe/KgyUZaZzs9v5YBV/+CbVen8/Oc/L78DAtW0e8SnirKNGVdUcBpf8qj7mhaQ2CB+5VWV6yGHHFLOv//++0slZulsECSm43u3eTrpDvLuIossUsSRslEdKx/Ka20srU40ySdwnnwrn8FsN+Zyn2mmmcpWY85zBiJ5y4qWG220UTF01LMEdR1C/brrriv1rRU+BxKxvnnfsWlAxbN5732zyogac7wTnqYPNeWmuLI8voWfYmpOc+D7pmOO/Rq6wpz3RxxxRGloWACJoLWcPiz25Npnn322/G7DQMOg97//9/8uK42ONKNOxJrXtdfytMQZESAhWAyskEWEstCGcGOJ2G+//Ypl8PLLLy/7Aq1OLUTbt7/97WbRRRct18tcFhMwN6t7KuxZcq+99tpynblthcl1xGht3ZXh4p42Ft42IWKJ5tNOO62cx1oY9/Ghs9TKiN5NpSc8cV5UPIF3jOcJL+uQTL/DDjuUD4roEg6ZWYaPc60gpgALVMqe69jxxx9fPrBAXMR1FlaI9xJW9/nud79bjqmExVMsLgGLLcS1ET4o+BSOccyKZL1oi9inn366zKlbv3e9TK/7R3hOOumkEg8hYi1a4eN/7LHHyt/a0mSfdzH3r/R59NFHy37TlDnX/cSLldJCxHpPFopAmslLURGIJwtvuFa+FOagLWKtJCd9nRuLe0CBGM+PY+1p4ZKRRSFvHmrlAuvUQI1plfwBBxxQehIir/nLGiVNTR2ogVyXbQQvK0yNPGVu7IFErDyvl8G3pnyBb1FFZUEUwlZjrm40K3+ULfB3s802K99kMnFATMqbISYPPfTQMie5erFGHaHXUF0VMPq4Vjkk78nLxJg8JY8G8jVLr7wYsEQSZL0siF1EHBB8RCOhyFLaS8T6Li1Pr8yIhYjEre9SWRLXEMTquhlmmKE0LGkK5QgNEBoEvmW9Leq6Nr55jYxoDBO+foeRTgP3a1/7Wvm/jbLC8z/1qU8Vq3qK2HeJCN1iiy2KBaEWXPDbcaKD6VxrT2uSyGJp0Nrw8ckgRCchFIW2j2vjjTcuxwgT11nkQCLLHCwYEpro8BG6j+43x3TZWY1LxWIhBqKGtUNhoBBglXHMPa341SZE7Ic+9KHSheNcJnvh8T4EmczjeT7+KaecsllrrbVKxjr44INLF0OINhnbYgfuQeAomFRmPgTdAz4EFhpuC7owvYfFIpzPOm2xCDhO7BJ89rlm9dVXLx8bMevDc42N+FIJE3da5ixHFnwQ78Su4zvvvHO5r27UdvgIZWnng/Ze3AQc14r18bVpi1jC8f/9v/9X8oXrxL8ChLBQoAq/8Eg/LV6WgRCxhCSLgoLUCmbRAnadhs4GG2xQRLKCSDwSGfZLJ+/nvdwvRCyLQv2R604T5+JTXhFP++yzTwmnxpRCJwr0WsRec8015R2Ez/OkTQjZqCDcQ/prjY+ki0jyduQLjReNIj1CA1nUfSMWFvFd+b/eRzS0Kztllm5X5VfgG5TmvvWBRGwvNBhZ2nRXttHI14UYKxES0gSv70bZxko3kJUmGR2oUy2Qo+xjwJDuyjN5u4ZgVcarj6LuU0apd0FgWSXy5ptvLt3PXP0CedBCReor19mU/6OpseQb9j35LtVlXH56iVj7xA9tIU5jH0OLeIkl5FlL1fGW1/fdE7G9CPci9WgbPdXqbM9jvFLPqYelEdRf0j7SJM6DtCGWvRO3uRSx7xJCgNAhIHpljEClTvhZnUsLj8Agcnx0EkUCSRiZQgITriofx5zPAkectEUsancCrVH+LGENlcGEz/1kKpUMIYewDrcJEevjZjkBi52ldlVebRFrCVmCSouPOCWOVZpEmYwaXYTiRwtXeIko19buBAoowimshMLmI1CAaUmKG5WauBIvCiZxoWJjpQnEEZHnQwwRy9rovYQxRKzwaViE+BQ+8adF6H2JZoI/LAGe3bYyo5eInWaaaUqlDoUpa5i4FPe6alk1hYcglZZtEavAIFilq0Jcha1l6rjwhIh1T4JSXLifFq2Pf1xErAYT8RkWXZZelorIVyFinSsvEjXCIg7ld+ERZo0bQhiOi3PdUsmEgfwxkIhVtqjwfT96LSBPSm8NRekJZYW8JN/5LmK/79C9+WFbBXBcRaxvXAOd/7dvOHAPVmPP0cCT15wrjykrVHIaT8Lreg3DZHSi3NfVzy+TxY9BRlmknKthxJDv+EzrlpY/GDjUre06Wf1bi1hjMqabbrryjTBQaJCrZzTI288ZDajXBxKx6lX+7uqLsJD6vsW7ukh6gIAlbPXGDCZilStcDnzTbdRhnqG+YR1WB+qJjrqfmwKdIE1sVgatLe1BitghgNgRiUTi2EQsSwLxAgnP6kVcKcRtrKqsXXxXCE+WwYCw1V03mIiV4YgXVpRorcqYugNY6lRExKfKIO5D6LTx8crs7hvd8lqzlpTVvd4WsQqZ8HtxLauy8PkgWFPq5WsJaecTerWIVZkSm7rhIz6IUOLPfQhEFVe0ruHdbPaJT0KOgFMo/dd//VeJM4JKvCncUItYLUquGMIU+F+BKXxa5FNNNVURa6xNKvdeadxLxLpv/d6zzz57SVcuCZ4fzyQGWC/bItZ7hY+Rglv+8W5hmQ0RK/9oNDgH0p3YGBcRK79wEVHIuId7TjrppP35LkSseFVwsezJD9LGe9inAlGg8bskNBxz7xD+yfhnMBEL6asy8d36Znz7en1qEeu71kCVv6S7rlr75AOWEg0g5cu4iFjfukapikp5KK8H9XPCZ875ekbk1/jmiVndibVLUTJ6UH5oLHHTI56Ul8ph5Vo0tgL1BwMLn+7IH/I0sdpuTLdFrPpGGR/GCflPmaqHIPL+aGIwEQvxrLeWcFV/EZB6WolY37ey3nHXh+Bvi1hpp55SB6q76+87YAxjQJIeen7UjdwlCVlpQMwqBwK6w/3ariQpYocACeDjYomqIz0gTIkfIoQoDDGlFcKySgzKCLGx0hGHutWJz4CgU9EMJmIlfFh3dfsHRBIBSNQoABQOnkU0Ei/tQkEmktlZJD0LIWIJmbaIJRLrQoD4YoFl6fOMWiRyGSASialaxMqcxFU7PtxHxt5jjz1Kt3x0aQQ+Jl2LWmos0FprznevELHiLbq+axEr/LpGa59h4SMiCVG4LsLygQ98YAz/0mAgEatiDwhELVeVt0IgjonXemBXiFjIIwpTH7A0ZB0LER8iVlzbL49BukvfsYlY6crSLY1ZMOQP8eX/tohVwEhH6VanjXfWeCEyhNE+cS1fj2uXcjL8jE3EwrfgPJZ534b8Iz/7XtrIw0SDBo3yQ7ciMep715iRV6Px20Z+J3xnnHHG0kgcDMd1MdYN10AFy90meoqS0YVyRb2i7AkRRBgpn8JVLfBbeVgbDQhfs3uWZPUAAGULSURBVGC080dbxOrqJp5qwcq9Rf5uuweOBsYmYqFnjo5QnqsDNCTVDzSMeCb8fe/qGfW13+GKRIMoHxZccMES1wOhzmaoU+dB/Kur9Hz26l1RX6lXotcwSBE7ROh64DOqpVJDEIl4VoO2iNV68ZsoDQg0FQFRJdOwcAQ+6hjY1RaxWqtErAqCP+mmm27ab2H1IcoYKrFa2EJr1cCq9oCldypia5cA16r8+Ja6v2O1Hynrp/fQEtO1rqByrbDJ+IRZwPJCpCmcwg8zLI4B8avLQus5EEe688cmYoXdB83PLyDyCMd2QQmtUe/TLtzeiYj18YtX+QE+eq3eXiLW+3tnfqtarbrzgxCxrA+1S4AKvx7Y1RaxXFZYqoVNF/Amm2zS301kn2e3RayKgGCoB33Jo/JNO897vnhiJUsmDMYmYn2LXF+ifPC9ucY+DVzlW93QVUZxNfItchXS82PTmOcLLr/59tv4blhyfHO6cWvkI5Ve7eeqcvRt2ycsrGohaHy7LLXvdpq/ZMJEntTNHD1PUK5yE2i7dClDlfF1nlP3MlDUwhZtEctQwAASZSCUkfZNjJZYxjIiNCye6hDjZtRteiMZ6+J7Z2DSGNUDpzdPOigr1FW1D2sv3K8epCc8DFXqZb0weoXCMAP5QZ3Xrm9SxA4RIlaFbwsIAiN+CUxipC1iJZSWjGtYLSS4hCdwfHgG0shsxCsBScT1GtgFYjd8Yn2AWqthMdSq9FyCw31ZTcIyKoxEdtsv9p2KWBZK/mveU+FBwOhqkKkJahZSqCRNfULwEzveTYYPAayLkiCL7gnvygIoMxOXhBSLn/CJc8/02/vxj4NzCbP3vOc9YxWxwifudI9C+HxI4f/D75OIDhwThnbh9k5ErI+d5VTYVeoKUYWtMLVFLFT2XBFYFWoRGSJWgc5qL+9II4JTmoaIlUe4b4gv70vgfvCDHyyFFbHKpYUg1QXkXHmsLWI1rqQZkeIeNvlNPHkfQoawCcS/+EgmDMYmYvVcsHj6ln0frCSu8f3IQ/Je9ArJK8oeDa828thg7gTRM6OLsY38qBEbcy0rd7hfGWyoh4s7lO9GGaPsVFbIy+1GbTI6YI0z1kHPpDzpNwFlX680N2uKc1kE5RcNdPm03ZPQFrHKcuVVzEGqDFYnqE9Go0vU2ESscR/qffW391ffE6u9Bl/W7gR642gWLm8MSmNrACgj1KUEM+1DpMa1nktD0CrSUr1MSzHmtEkRO4Qo8Ak2rUcbX1AfXQiytoiVcD4YYoNvmGuILdYGiUjgECnEkFYhQeH/XiKWxYJ1jTBTkagkXOOeKgKtGhnBxs/NbAYRRtY9FUPNOxWxBnaxmLBg+kBYWwgduF6h4HmOiyPCUqZ3TJeC8BBfrD0qrQifTB6jFWVmMwkQuY4RZqzO3je6u+MaFayKlwAcTMRCA0JLMsLHAk5cSwNWYyLbsTjea8DSOxGx3ltB4eNnkfY+0nIgEavClrbOqwuGELEKIwJf3pLmPn73CxHrnq6VLuKGqwkrtYqAgCaAWdWIGGlDrBIHGhkhYkFkaDkLm3ggciKeWMMiD9tYyHpZspPxQ1vEEgS+SQ1eyGMayabOkofkeY1ReRV6UnxD0tZ3pSHa9k1DLxErf/n2fGf+17iU7yOv2JzvuwyXFPvkJw0l+RCuJ2C4tCh7VGoacBHGZPShgaw8ijSXj9U3yhzlmkGBfkOe1vh2nvylPOYv3bYGtkUsGD4MJpTvlIV6LpV3o5FeIlYDgOhX76tjTImlPlHWqxfUZ+r/NrWI9Z1qRBhToYyIb5swpVmg7onBWepzotf9nac+972rsyDtpK+0VN+4VvnSJkXsECOhVQix1a1Aha2E8wHW1Ne0xaRr4hhR67jMJ7O5V9zfPZ1jn4/WcSLSPn/rZ7o+7mkbqEVmv/u5VxD3Ei5h8Vch4qMgaOOeg72jjyQKFn+9V31NHT7PqAuheK5jBHm8f/t97Xeev475vw6TZ9aCcKDwRTzHMffuRbxHhEc4nduOu4hr58d97fdM19sfYa9xjuM19f3iHev71e8RcSzOvKtzHItwx/v53/EIi791PLXPjfv7655xLPJhMmHQTkdpo0HIAhvIS5GG0q/G+ZG/bJHP20Q+qL81wlSl2P6W6q1XPq73B94hjtX5Lxm9DJTm8hJxFJPjQ34ZW/6IfN6mrgP8P1rzlvdv1y96Vxjc1Fuo69moK3rhXtLBd+ucXt93XU9zeYseY7guyhzn1d+7+0nDuM9AZY784byRZtSK2IkRIlY3YK/uhiSZWFAA83fuyqbHQc9Br2NDuXED4IrQ69hQbXXlNxrRQ9XrvSfmjXscX00uX72OD8VWC+ShQI9Er+eM7437EFcxPTO9jg/VxgVIj1CvY0O1EcMjQYrYUQSXAKMXR2v3S5KMCywXFgzIbeS3tuV4tMGFqdd75za8W201HAoMsu31nNyGbuNmMhKkiE2SJEmSJEk6R4rYJEmSYYSvmUGCMcDC4L7BMPjTwC7nGqBh0F/AH83xuJf/6y78uNYgDb51g6FL1ewp7mNgZgzcglkwrNAUz2lPn2XAYRwzeLO+Nuk2pm/iHsAftUYXdwwqNGNADPzphdkrIn/YzDrQdjUx2NZ5NWaiMTC5vjYW2RgtcI2o3098D4Rv1IxCzjPI08BhGGhnIHZ9n9hi2jODQA2qs68dz23cz6As5/prcHcb7gEGdcU0nWafYCGvnx2b6b1q3//hJEVskiTJMEF0ErBmAzCDhIERujJVSO0BEgZXmDXDLCZmUCEkzXpihouYicOMIWacUOmo/AhWo5xda7R3XKsrz/zQZkDpJQAIEv7zxKkR4cJkGh0jy4kXwsFodKOd3c+czP4aKMa31sIKRiibCYagjWuT7iJt5Smj3M1yE4N05C3TG5qpRpqbFtKMGqbCkp/bEKtWdzTzSwwGqgcwOS4/y3+mIKyRx4yoj+tsIyWGRgLxa7YPgzm9m+/Q7/YMMgZTEZJmFDDo07kErdkhDNyuB2LZzN9s3l4zhYhf8aiBetxxx5UGplVMid5eswpoODhmmlHC1KIT5oyPhquweIaG7v/5P/+nfyYV++vBfr5/syFpQMeS9CNBitgkSZJhghAgCOv5WFUa5iNuD8BU0Z9yyilldawQuOaTZkVRkamMTJtlYZLgsssuK3MDx7WmsnMt4eo+rCq9fNMIXvMZx3MsYGAaN9N5eY4p/WJ+a7C8EasEr8qOIA9UyCw+7cnsk+4gv7DyaSARoPUqWdJcQyqWkgWBZUrIekGMwDRQrHG9ILBMw2jaKNNreU6NuYlN3j9a8a2YQqvG3OgxJ3OgQWHaKwM+YwUulm+DQH3vNfGtE7i+wWiEmhYr5vE1INHcrvUc4gHLqu89enzcw++Yjss9WOallwVUQsS2YVk3rWRMNzpSpIhNkiQZQVhjVAgq+7HBQsOiwjpCVLLaqGxUUjYrI/WytBIgrKtGOrOSDIbBWO6lglRhqYzM0Vl3c6r8WH17TaFzzjnnlHmPa7eHpFtozJiCTTewEfL1aojyKSsfC6BeBXmFwBpoEJ9ZCvQIRB41rVvkQdeYVF+PA+tge55YlkQ9CHGtxX9GkyW2F+bTjXnNB0Pjl+Dl5lOjkSHezC8tzXT7G1ilxySmMLNP49PCPm1Yxbk4RSNFmcKlQ2MDRC23AccJ5YFErLxhwZ6RGtAVpIhNkiQZQfiQ6rKtl4/tBasVH1dWEQuF6KrTzasy0r2rO9cKPm3/Nd2OFiMwafnYhLL7mrheJUZceKZFTVSssTgMYjL0tu+r3yy0LDXtY0k3YaWvRSwrva7/TTbZpEyQzxLIMsvq3/abhcYQC6s8atNVzWpbz1mM9mIHhJY8y0rrOsKOhd8UXrrPRyNWfvRN18utD4RGBAt3iEtowIofjYZYbZPoN5Uelw8uSfBtssxaHKWNNFRmKJMsNiSdWVPb5ZNG7UAilpVYmaFhMtKkiE2SJBkhVBZcCcyjODZMSG7xEhUKcWkVpKmmmqq/suJCQNBaTruGJYSrAksWa0ys9NcLfmzOJZCtEke4EqzjImKFiUWNhTb89JLu0xaxegGsLBgLZRA9rK3yncn527DcWbo0IIL5ubanfmyLWPlJz0Msxc46LA+z8vcSy12HX7teFq463n1sKAvM7VpbwLkabLHFFkV8hmBlTbXynoaH7xas7FwBeolY37lv/+CDDy6uBazxGrX10uoYTMQS0vybI+1GkhSxSZIkw4xKWEFPHOp+H0zwsVixkBK7BnJFBWeQBktVPWBCZWXZ417o3te918sPrk34PRKzRDIRwz824NPr2TEinbXHUpfcDrxXL5eGpJu0RSy/awMR62W+NXwInXFZ0tpgIoPC2qKoLWJ7oWubH3iEZTTgWyEIfZuspYO5SygnWERZYFml22JeA5XlWlzW5YJn6P73zVrSXk8Jsdv2x4VGsoGnRDVYxPnP8k0Of1wMJmK9B9elOgwjRYrYJEmSYYTlhHWD1UU36WBWF5UU64nKoj1FFnFpf12RGShCGLNaEb4sISGQ/a8LUWXWRoVkC/GpotTty32BX6x10ms3Bf5uYfFVsRmIYj33erncZHTQFrGEKpeTmLoJponiJ1vvC1jz6lHwLLBzzTXX2wRvW8TqWeD+Ulsa+cTyAx8tfrEaqMQ80bj11lsP6lLk27znnnuKSDVAs1dD0SwELLT1FHiE5FNPPVVmCIg09E2vvfbaxZrehnuIwaORZp7DOsyvdlxErHSTvuPSWB4OUsQmSZIMEyoEQtNUOSrtsVXGxAGxy6etbXUxOIZ/bFQWKh2+rwZdGMBhmiszDHAnIJTPOuusMsdke45XWHZS5ahyU7Hq8hVGbgEqLn5xpudSQbHQuI/7CZNZDbgWcI1IRh9tESs/sLIZ8CWv+K2BxVLXS4QRvASavCO/6EHgs9nOz20Ra+ASkRSj23WP77TTTuU5bX/arqJ3g/j3Xr2mu6oxwNJArsH8zTWKzQhQD6ZS5vBv930TudD7w3JeuwgFvn3+sHp1wB1EGPXKxOwlGEjEch2ZccYZy/HxQYrYJEmSYYLwJEr5FLJ08l2zsXIYzEF8EpS6TVXauvz4runaj3Ntt9xyS7kfkRv7VDTOj25AVjFzu7K4bLDBBmXQlwoqLFtmK4gBJCoz/nXONbJZV6VKS3hVgp5HEFtsQVcy0cKVgLXXhPczzDBDeUaERfdjL//IpHu0RSxMqSaNNZrkFXlD40heIWT32GOPfncDFlf5xmY+YbMNsKi2XWjaIhbOI8rkKZb/bbbZpuTr8dFNPRxoGL7vfe8roj6+Hf6ofMuhgWrwnG+WD3z7XJvptKJBwN2IW0K7gWDqM2kSZY5zxG1w9NFHl8Y1fNeeqbxwrvTVcGDNrRlIxF5//fXN1FNPXdwQxgcpYpMkSYYJFqR77723+BDWm32sK46zcBo8oyJiBWmfawurDSFggYHY/8wzz4xRwfORI1QdU+nUFqwzzzyzf+5HeD4hEufW3bgsudwR4jnRrUjkEimxPzbdnixvSfchSjVW2qKT1Z5Li/TWCCJgQbwYlc6KHxBAkTfk116WVM+p5zwODGiMa1kY2+HoMvU3FZvvVRyBVVOPCguoxmn7XJvGYsS9c5QZvfB9R9kjTmu4bRDAgQaLZzvXt9zLwu4c5UR7URMi2HPGFylikyRJxiNGYLPEDjf8WNuDa5Lk3ULU8Jnu5R+bvDP0tOgRGW7hzgprirTRQIrYJEmS8YhBXyNhxSQ0kmSoYYmL7vDk3WHgld6V4Yaf8mixcKeITZIkSZIkSTpHitgkSZIkSZKkc3ROxDKBG5Ubq8t0AQMvzLkozOHAPdTEMyz5N1zPGEk4uxsNO5r8rDjGG9FdLxs4lBh9akqWJEmSZHSx//77l6n3agyoM1+zjW99PUOAgZxxTL0w0OwhZ5xxRv959Wau2PYgLouemHGidkUwCJAmc43pwEbCHaKmcyLWwIQpp5yyWWWVVcoUHV2ZesPoTKN/h8sPRTzIYEsttdSoEH6xlnNMCTQaMJ2SqWvM2TccmNTeOtxJkiTJ6MGAL9Ntbb755n173prf1Yp5ZngwpywhedBBB5WZC8x2Yjlosw0QtnxgTZXXa1lYMyE4x2b2EfclSC26UusrzzCXtDomdIz7mb6LT7R5folsxrp63trhpnMi1qTLW221VbPXXnuVyGpPAqy1QQCxdkn4esCE6WTst5n3LlbOcc7NN9/cf6y+xnKMcczcieZfCyRwXMMKFtNSyBSWfDTRsGsJMdfJUIQMtHDiWiucRAtK5vAOccwa6wNNkC6zmvIiztXyqkUs0RzHxIVnCjMLtrDFfWOfFT7EiTB617gu3kvYTKXhmRoTcbzGlB8mTTZ3nGe4Z6zpzBIpLiJM7UnYfSSuc/0pp5wyhoiVJizNcW0sfwnTD5nexX7xbSqYXnhHcWMKEed6x7rV2A7fYJNRmw5J4RHnes9A/EWeMZVJ5NEQsYcddlh5R8flw0CBYCoUx8SraY0UKhHX7fOlh/eJYyYJr0Vsfa34qadNEaa4ztZrSpUkSZJk/EI7WOTE3My1iGX1rFf1O/jgg0udqZ6x8p6p+wJT77HGWiJ6MNQD5gI2zVdMqwf1rzluLWow88wz94tY88uaWzbqStrA6l/q8ZGiUyKWoLSOcggECVsLIcJRd7p1fE0m7jgxRKxpXWip7LjjjmXyZRP6Eo8spFoPVrNwzDkSCwSOxHS+Y64xtxrBSSC6N9HomFVKdt555yKuZDrhkKFM1nziiSc2V111VVnHmOiQoXbfffeylJxrTVBuYmOZTwvGajnu55j715kxIGBNyyPDEfbe17khYmU6y8lpfbmPLoDobmCxEzbxBXFg0vQtt9yyZEYTIVsWz3XiUutO5ibOrQJiInbv6rjJqkNoWo1EXGlk2Hw0iy22WBGLwmuSZhNgu86mtRfX6pLQKBFfVnvxHOtFOy58PlAtPtf5SHbdddfS8hOuPffcs4TTMZNwC1sI5xr3MPG8Z5jo3f2sJe1j9QxdM8LsPt7DeZZMbEPsWk9c3Iszbg9aqMSxtD/00EPHiD/PEK/S13r4yy23XEljx6VD5GErLwmfQkFYxYlpkTzH5NPCJO5DyJqz0WTW7iMP6Z3QSwFxc/jhh5f49q7SV17WyJA3/B/Ximtp7L2SJEmSCQPGEvWCupErWi1ile/KcHWdep2oVa+EwKzhYqguHtvSsMQnC24976v7MayoW9UjrL/2MXjRMRZRCSMczeQ8Lgoxl+1w0ykRS/UTNiphiUJUWgIxzOEqZuJRorIuquSvvvrqIoQskxgJGFZQ+21zzjln//yJRIt1w/1m+SNG3AcsheZXIxBcP8888/RP1kwcLLPMMmUZOELGmuXEiHOFpRaxRA7xQpTjtttuK+KTtYxAd59Y/URm6rXesfsSTwQ4QU2EEcUhYq2qIXyEJUxkTKyw8EUXQNzXh2L9Ze/mOiumEPggpHwojhE5VuuRST0fMrUPB/FREZbO9Xu66aYrIpZ1VNrVHxGB7eNkMSSmiFFpS+z5PwSy+Lc2s7iBD8W76CIhHDU8WDwh/QjMXt0ZhKH7EI0+MOu+WxXG5O3izMdpuT7II1Yz8pG2iaUDTY0k7sS9uGRp162i8RSFgPxBXBLw7jnbbLMVgR+WT4Jbusm/Civhiy4f72sVFWmm0GCh91vjRJ4XhvCRYlklZCeffPLyW3oJh7zlWvd0Pmutd9Wa9hfymoZNPdl9kiRJMn6hQRht1IOMGbWIZQxTb6rD1FX+r3sEa0I7heFqIOgdhhn1WqCuUmcxqKg/QsSqz4SHkUa9DfUQw43p/NRRI0FnRKxKnkAK87lWgEpfxS2SiSTWRi2AGmKFr6jKn9CscQ8igCgL1wLIDMQFcUNszjvvvP3Xup+N5ZNQrSEu7AsRy2orsWsRS+hYh5ygCmQYrSzWMJmQyd67hADtlRkID0KUSIFnECIhYlnuWBIDQsszhFHm847egYAkMoknq6yIX5k4uhLEi3tx33BdWO0CmZr1kgXaR0ZYRngJS+Fxf9ZwQppAJfS09qaYYopiWfQu0lbDwHtA44NV0sdrWU6W8jqNdJewfsY6z3WDItKojTj3vOjeJ9R9/EStj3zhhRcew3UjfIO8d43zhU3+CKSzOBN3LJ/eE8JMkItv1litYSI74HLBOivs8rPwhRVZOMWNBoECZMEFF2w++MEPluUEWWP1SoTgBXeSaaedthQo0lGDLt5V+lv7XINDXta48E3IjxDOiPskSZJk/EJHEInqWHVqW8Qq7/XqMfJwZ6Rjdtttt1IX1agj1Y8MfuqBgXAelwW+sDV6gglldTwjXYjYEKwpYscRVkr+hCxIc889d9lmmmmmZtJJJy3iiGWWZa/XKhQGgDmm5dJGpU4YxD1trGWsqBKKSJCArLWzzjpr6eqWYDKTc2pC0IWIJUpQi1gtK0KwPfG4cBA7nklYEBjEDR9H961bRiBUCexY6ccz6oFdwsEqV78X0UNMOZcVkjAkmjUECFXCS5eE67xvXOe9d9ppp9JY8Ew+nYEu+EUWWaQIIwKMGIwPhRVXy46IdW8tStZVa0ETkLq6o3vc37C0oh7Y5cN0nxoWXRZz8cUyy5opvuQJYj1EZA0Ry3ofIlEYhEVDQHoQmDXC7YMNqzM8jwglYtutWg0tHzBXh9qqSYQTt6zD1p4m1gNpJU6IWflF+MLf1/291+yzz17CoSdAPBGxhLRvoc7TMbBLw0SvhLwaAlyac38RN+JLWmoEubdrpG/tZ5wkSZKMH9QzeveU/+oG9SuDC+OW+kgvLuNa+Lgq3xmN1AnhAscwQUswfjBeDSZgwTCknqkNQAwodIMeWmHQi0wbMHipLxjCzGIQIla9QmzTBbXRaTjphIil6Pmp8gkMyxKIRV21RI4IZuEkotrIDCx/vfwbe1lUiSoOyjUhEiUgUcwPhPWwhkCsLbG9RKxWE4FJ2AQyCtFaWzgDrSAioz2ASqtJtz8xCs84//zz+0WszK4LoEbXe6yzzIoo7ghSrS9iWDjEh+sIIcjQ4iIsgr1ELAsmsUTA8aeNFpjnEcrEIIEq7urpv8QfUSZM7kuY+nghvrhVELHEp+N1y850IxoDNeJAY8eHzA+5TS8RqyVLxGrVeo/4GCEvEZ21g7tnEKHyk8ZTjfghHFnAQ0RrfHC5sI8llvA2cjSQHxQcehJqESsevAPxLm+DYGV1JmIJXO+pURRwb2CJJaD1AmgYhQD3Xqzp/KcVNDVcD+SBOlxJkiTJ+EFdov5Rf8ambKcFaCHilLEt3OgQvXOMFHoUlevqN5ZS9dbYYGRS/9eow2mTCAPhbJYEVl+6gMsgw1fUqYx+xHbokpGgEyJWxBCo1hRuq3vuAPw5JZxKmtAlIiGSCTtWK76chApkEEKE4LHpvieWoIUj4T3Lc/kyxmh3ljD3sY/5npUy/GWdS6Q6NpiIJTAJPQI05m1jdSQ+CRIZ8YILLugX68QjgRE+u4HjxCbhTEBqZclsIWK9Nx+YEONcEwgy+0Fksb7KlFwJQqgR/MRhiKOw/hFULI0DiVh4LyKLcCKaDCTzoRGxhKL/WWdBABK17i0srJfSjoAjoDUSwieWf6lzo5uDmONKoOWoYWLKKi1DmIFA+Fkd2wwmYglp+SimvxK/wkYMtvEM4lIeUViIe64HZpKQdqy70U0fQp5AF8es2qyywiCO/B9dRLWIdU9xLt9LO6KWi4VCioiVhzUCuC74P/Lchz70oXIv+U08yFsaItJR/hAvwu9vCFyCWC/HSBY8SZIkybhTuxOoM1lp1eGMFowl3MXU+Yw9jF7GRKiDe/VKtnEPeoZ+GYzanQDqFz166lLPdT0DGh0zUnRCxBIvLFh1qyMgiog8IkHlTNhpCUhwicw6ReSxBIps+3VjcwUgrkQ8EzlR6ZiKnj8hEUMYuR93Ase0PogGQpdw8EwCzjHWVS0eAmxsIpZFjtVVJnOtFhB/FaJG4rOgEUmOOcfMBWEZDQgTAkmG8Z7eh6gJEeud+acS3RG+mFkhYHnTsuP/GxBXxBn3C9d5D24OusLF1WAilsVQq4x7gnA5V1eGeBYe+wkr92UR9J58TjVAiMgNN9ywXMeiK84NxiNivavnRJikEUu2sGpgEPKR5tJWGHpN7DyYiPUMjZzII+KfsI4GTI0CQyNIeOUJf6UB4e/e3D8irGaZ0NBi/VSYzDfffCUM3lPcul4DCLWIhem2xIOGgXvZpHG4BPCjdb53dh//TzXVVOVa4SCChUv4XCP9paNrtbiJdPcUVr/lyyRJkmTCQ1ld+8TqTaUdoh5RNzCmqD+Mh2DQiPosro2prxicWGoDPaSMTO0e3zZtEatedy/6Qp2mvmIMqceWDDedELEEJYtir9HTLLMq8xAbKmg+JCyk9teRyeJkv02ihY8IQcraF8dqwVjfj2gM6xWI07jGsXowFOtZLYAkNnHpWSBo4tr63WQOlsY4RsT1em8QXsRanOd59TO8e9xH+NpC2G8fQlu8uJ6vrOv8DdHnfVmG65H/rq1bXQS8+GL9Dp8eYtG1whfhcR/nen6kkfd2nbQg7JwTrUjnaLDE9bUYlyaRft6z18wE8HzpEunu3vJExAtxSjjGM0JM9iLS2HninqUzqPOT94v7Sy/po7ElnI7HDBVoh8/5zo1nEPrO8VdY5ZVIf89jla5dHDSKIs7sr90ifFP2x0ZkS6MkSZJkwkNd0DbOMLRFGa7uUC/Z1J11+W5TL9MzYBCsexnVr/SSOmMw1LXRmxqoR9UvnqH+VDeNJJ0Z2JVM2Mj83DlYUYly4pCvsgFGIYKTJEmSJBm/sML2GgTfRVLEJkMGq6xu6XAC54bQHkSUJEmSJMn4g6thuAR0nRSxSZIkSZIkSefojIg1BZQVqsJJud56jURvw2eRXyF0dRu1V/sxDif8SMzDGQN4AgOhhN/8niPtRzIS8Pc0qMmoyfBtHRv8QaWnOIFr68UBAv6b/EDNfzeQD+yEhtkUzA7B/8iiHAbWGSwn/OFwz3fazAx8ZwfDMoCmGUuSJEmSiZXOiFhzsxppb65WYrTe2uKwjUFAxKIR7jDQhuNzPThoOCFQOT7XQo4pn8AzspyYHS2m/RpLuBoxaXqwGKw0Nog6Iy1jxgSDmOoJ/QMi1ihI87VqlHQBozc1xAzYMrCQU768Yd6/mNM3Biq2B+G14boR06clSZIkycRIp0SsKZtiPtBehFXLKG2b0djEDsFg4nwrSxhkxBJmZDwBYSS5Ed/OjesMUiIi4nc9O4BrWRjjWD3iGyxpccwziDeba8LaSsQQZqZkMuKwHhFo1LiNSHGPmOi+jXs4j8+p8Du3bZH0vAiLjYgWH6418l74hCNmJxCOONdzvWsvnOe5Edcx5VjgGcJkpgEiNNLBJl4913HPEBbhjHsZfVmLWOeKUxD63jnCaE7WWsT2et/A/7Hfc+WVgRBG5zhXOCMNjewUb/YLB+QNedI+8UiEBv6P9/JXg4WIjffwXuLR9FemSvG/cInPiPt4boQ74kIDLEaaQhxHmNvpEWG2uaYOY5IkSZJ0lVEjYlX+umdjdQmT4ZuLlHiwpKilVE3qz6HZAgfuxULIsjvNNNOUCeRdZ640o+rNFeu3Sfa5HhAVBIt5Z82rGc8wHxuhBVNc+O2Y+UfN0WZRBELOXLammiIuzDFq4QHnuZc5YwkYgsWcnuZcM8rfcfN+9rK4EUysy+ZdZe10H3PEsuKBaDPfq33uYy5XMwUQaK61ipRrzEHqfe1nETQ3q/PNy6srvxbYgbQgHj3bPLbi0rkhsHSFWw3MfSzParAXgUVkmmPWM0y95T2JaBMkC4fzzdcr7kLEuk8sxysezIfrHOksfkPEel+W9nhfk/eb59V+gk/Xu2VlHbOowUCTOguPCaQtWCB+WP/N8cv1xETSkb7elxA1X61zxYF5Wi1I4D2Jc24QkVe8qzlxiVjhieVpLa4gb1iNxeon4s5KXNwF5DfPdq37y2/m1iVEjz322HI/yOPmypUenid+zFUr7RzTKBAGaWVzb+FLkiRJki7TKRFr4nxikxCqt7AwqaxV7mB9IsrMW+b/EFpoi1gCN1bzUvlPNtlkZblXmIaCUCLCYhWMmBCY8LRWv2uJQAJr0003LccICJZCCyIQXyFizc9GZITPp/BZlYm/JIFLCLEac3cAX1qT0rchRE1yLGzuQeQRQUQM4UJAEaIsifDOBDnfYtey/Fl8QLy59uyzzy7v5j3hHYkpc7+1kRYf+chHynsTbFw6CE+NCO9twmOLQkDcE15EZIjYeeaZp8yTCtZa709YwcID0qMtYlnQ7dO4ENcaFQRriFiuC0RqvK/GQ73ilziNd2EBt4BEe/5dYTdNmIaEOCL0uCxouHAHIWKj2x/2S0uNFA0Q8+KK15gLlgC2ihfkNQ2Stogl/K3a5TekXYhYaUWsS0v3Z2HlgmK+vxCx8ow4tdqZd5eW4sIxcSyNQuyKf/lOOvk/SZIkSbpMp0QsUUaoGRRTbypvgpLllVixQhQBokIndsYmYomd8LskGAi0sEASnYssskixstoMwHGMiCB2CBODiwgpYiGWGw2IDNeFiHUuoRqLJujaJULCohsrTgVEFPHehsjyfKuNETggZglR7090EUIEH4ssa54VPAitELFWGHOteCLwvKt4tHIUSykLNctiG2nBCspNA+J36623LgKQaCTsCa7AKiIsoyFiWY5Z1D1Xo0FYIr6d4x3aIlb8EvPeDa4l0ELEEqqEK1Honiy7H/zgB0t6mpyZJZr1OcIsf7TdJYRJ/EcDJpBGGhVEbCzbG40Wq4DFfTSmpC0R6R7eo36G3+9ExIpnK5G5byAseh1CxLo/sev9WYbdX5xpsFilzvtrNEhrz4U8Kf6SJEmSpMuMGncCooSYISJmnHHGIngt+Ymxidg55pij3yUgRGxA2FlTmLWNMHNPFj8WMgLPWviEKSEx77zz9pzxgFUuROzuu+9efCCFKSDG7CNgDP7R/R4QsZ5fnw9ClIWTQA2IZeFiaSPWiBkCONb59561iCXAAiLNe1lSjojWzT2YiCX2wuqpy56FnBgj3qaYYopyr9gIqve9732loUDEikPXSjOCmRgPCLTaJzZErJWvdIkTyeBfWw/sEseOe18C3PtqnEhPQs+5XDjEJXcGluc20tjziNA24pOIdR/w3SWUCXZ5zXt6toaCZfi8p3DUxMCucRGxllp2j7CWt6ndCQheFmHPdy8W4hCxxLY0n3TSSUtDQjh7WdeTJEmSpGuMqoFdhA1LHqseQUJM8RU06EU3+7sRsYSSrlzChdAgjFjFCCUilkAlYnv5r9YiVnc4kVYv5eq+RCWx0kvE8uWN8AWEKOHDx9c94J1ZK4ka6yQ7Li6ElaWOiOklYr0HEc0X1PmEpPcdTMRqLIT1migjyAh07hOuI7rdyybsRLJwtEUsS7IwR3x4NkttW8Ra2pZ/LX9ieGfvEiKWGwdrdryvrnSCXHqC5ZEF0nECV+Mj7hVogBDC3qFNW8SyjsoLxCQh6r7+Os+7swY7X9wG4qyXiN1mm23eJmLFu7iSV6KxUBMi1jHWWvEoDOKPu0SIWHj3SAf5wv3b+SlJkiRJusaoEbH8G4nE6HpVcRMAhA1YI9+tiDW7gfuwPOK+++4rFkYi1vWOGegTEJV8Pl0bItbzDARiuQUhSNS5B3HzTkQsn1iWOv8TdQYr8S/l1+o+IYwIG8emn376AUUsP1YiNETXiSeeOKiIFWdEEiHKSiosLMCeTSyHpdP9DIwjuMKdIESsMHMPIET5wkKceW5bxBL4/D751kpr70R4h4j1fO4k8BzPN1jq0ksvLe8rrQlGEIrzzTdfOVZDSHM54IcsjYVPfmO55JJQi1iC2IA4YQhLKV9VLgPO0WhgGQ33B/lSeNoiVgOL73ZbxGqI8KdlWRc38rP3FhZCOUSs+CaOWX/Ftc2a2CFiNR68e+CduRd4TpIkSZJ0mVExsMvk+ASI0fdG7NvHMhX+oSAMWaxU4v+JiCUGDHZiqSNyPIPg0TXNkkY43XDDDUXIRrgIE3+JvBCxrHT2sT76K1ysY6yA/FPfqYhl/RUnrLne1/uA7y4h4xmsvwZazTLLLEUst0UsgcQNwOh3gso1xBmxU7srBNJi6qmnLi4F3AG4NRCaEUaD4Qz0ch+CynlG2bdFLMSH8BGojvGt9U5tEStuvJM0JP68Rz2wi+CL99XY8L7EoN9mbNCgce94hjiPQWw1Gh0aBp4hTjWCzB5BPNYiFoSteGLtd1/5QFjFLzGpQUNgOiZN5aO2iPW/+NTNL296lxCxfFw1AFiZpZV7izv5MEQsC6vZN+QnaSdeWLL5ALMoX3vttf1pYXO9+G4PakuSJEmSrtEZEWtBA6P9+Y+2NxZAsIjxZ4z9RGNAhBJXxIHzCE6ii6Ut/CbBYlZ3JxMkhEuMiGcVi/uzvPHRNKCIZRCss3HcM1xHqLCAhshjxRNm53gWyxqISQKFkAoILc+P8AUhYomxuJdw1NRxQXA5rqvZ872HfYFwXnHFFf3nc4HQ3e4d2xBdhJEuc+d6TgxUg/fQeIh7uQcRymrLLcA71iLKtQZ/OdczHY/nSi9xCsKQBdt5wqBx4PyYqzfiweY5rtVQ8VzvGsdYaXt10QfO5RPs3Eh7lllW6bbw5RsrXzmXUDcwLhAu1zsmLDb5xXsIF5cH8eL94xx5RHxG+DzXfSPcMauDQXz2wzWRdsItr4uXWPVLo80xm7wec9wmSZIkSZfpjIhNxiRELCvhSENAskiPbaW0JEmSJEmS4SJFbEdh8dMtzho60uj2NqNAPfVTkiRJkiTJSJIiNkmSJEmSJOkcKWKTJEmSJEmSzpEidhgxiMoKY+2FCpIkSZIkGX0YOG6mJIN21f2mqzT7js2MN4Nx8skn959rvMtAg3CdZ/XImCMefpspyFSTBvoOhtU14zmnnXZaGXwOg6ANyo5jtl5hMNjZ2Bgz/wQGjvdaRGi4SRE7jBgNbiqvegnWJEmSJElGJ6aHNPWkmWVMa2jaTNNDmnVo+eWXL9Mg9oJeMGDarDNmlDHzkLnI20Ywsy4tsMACZRpJMwHBzDymVfTXrEimiYwl0tuYqtFCPaaN9CwDxI2tMWuRfVZ/PPXUU0t4iV3TXMZiRIGpH015GjPkwGw4VvtkvBtJOiViTctkSizTGmntmKooMJ2R/TbnaAVppWgxmMLI5O6OWVzAfKU17hXXapG4zmZyfLMAmO4oBjG5Nu5la7dSDLiyXxiOP/74MUSs8JuiyXH3i0UT4LlxzPkyVJIkSZIk3cD0kKyXZu4x9SFRZ7rDsJgSs8sss0yp52voDPOMm14x9Ic56s0zXk+5SauYu/w973lPv4ilNcz7bsEb+sS1num89nMsTW8ecdNTwrmsp4Q23XHkkUeWRY9YZEFHLbLIIv3zo9MsrL3TTTddM9tss40hYukxc/YbcB4LC40EnRGxWiNM8VoylpC1Ln3MnyrCrBlv4nsrHGmlyCzmbpWwSy+9dFnJiqC0Wtbpp5/ebz6///77+69zngSUoUwib1J4+7RUtFw8S+vGxPLO12ryfyy/asECk+o7ttpqq5XFA2wyh8S3Ypjfjpuo37O8VyzUYL93E0br37fnhk2SJEmSZMJDfc1yytJZG6hqzIdukZqYw3swWGPpBcIYRCLBafEb+iFErC592iYWOgJdQ2yyrI4N7gQWSuo125B3sogQKzFYeemhO++8syz0VItYmMecoCbAR4rOiFiTuDNzm4heK0Fm0EqRWBLbqlsx4b4J3YnAELEzzjhjMbPLBM4lhLVUWFEJxli5SisnTOshYpdccskycT4sJVqviuV+nktcs/huvPHG5RpoHRHaTO5Erms8N1pAFjiIZV1lDJlSJvJuMoDw56T0SZIkSTLhw8ppxc6LLrqob8/bsVIjq+fYxskQj1YdZXyz8BAsYkPzEI5WXgwRa6l2RjZW3MCiQAxi9M5gCAcfWluvMNFJ9NPDDz/ct+cthKmXiKWhGPL4Adc95cNJJ0QsqylLqyVMY6UnIlFkEbdWd5psssnKMp/RdU+Ehoi17GmsgKS7n9gkPDkwW0O/9vdgpZX4IWLNhxorbRGj11xzTbH8cmq2xK318LfffvsicLWa6lWwLAfKyus6+61lL6Pwk+GzMvnkkzdnnHFGyXDOE84Ii24BpvwkSZIkSSZsdPuziFoCvRcE30c/+tF+y+pgMGRxO6AzQgxapnyXXXYpVt5axNIqlj6nhxjy/N53332LBXUwEUsfWW2SIc+grPCvDYhyx8IwVzOQiGXMo9X4BUdv93DTCRFLBGqBzDDDDMU/Y9FFFy0WTiKQkzR/WJbW6aefvqz373jtTsCsHlZNApTPhszA4jrVVFOV82ObddZZm/e///39IpbpPq4lZiWQ81hOWVeFh4iV6SzFWvug1AO77Pe/cBOrMnqIWMKcM/TUU0/dzD///OX+Yb5PkiRJkmTCxoArdTxjVRtagTYhGsdmoWRxXWihhYrRLoSgezOuRW9zLWLBSMe1kVFOjzXByzo7mIhlZeXawJ2gPQaHSOUWwL+3l4V2IBFLNwkX/95YDn646ZSIZcEkQkUUxU8YslxyTpaYxGC0Sj74wQ8W52oiVkJE4ksQQpQLAQE577zzlnu5zsYfVgvE/7WI9QzCkjsB31eJLjMSs0SsTCYD1WZ3I/y0ZFiNnaOl5L6srMIaIhbu757ejwWX47TWUZIkSZIkEzZ33XVXGSdz44039u15q0eVDqAzzj333P4BU72gJwhLY3r0FNc9sbQIA9vcc89dtg984APNhz70oTKOxnn0TVhhaQuimWYiiNsI0wUXXFAstSy9dZjoKD3bxvRsscUWRQ/1YiARy0pMwO6www5FV40EnRCx/EOYx7U+jOAHZ2YJKDH4l952223F8oo77rijiMBHH320iFitGl32EkhGW3vttYsllHM1n1YZB0Tk3nvvXfxQ2iLWtSy3/FqJarg/v1YClZWWPwyXBmiFuJblVZiNUmQRjsFa5nELEet+LLnRGtItoSvh2muvLb+TJEmSJJlwoUOMqTH4m14gSi+88MLSs8pPdjD3QEKSJlHvM2Ixag1GbYnlIsnX1kBxIpL1liWWLmlbQ4WJCyaDWy99QfSuscYaRYSG4a8XA4lYMzdxwWTdHSl3yM4M7CI4JdS2225bHJ4loIRiRjcCj6AlQB0zoIrLQLgTfOQjHyn+q6yvEp8LAosnTBrMDcB1RhZKAL6yvSyxBpERuCy5zvcMpnv+rTKOFhiR65iwuK+BYURqDOyS0Rx3X+LaM7R8THsR4Xd/raBeowWTJEmSJJmwIBhpAvU4/UCbmLs16nl1uy0MV3qRiT3Cz2/d96at2mOPPfrPPfbYY0vPcJu2O4FeW+4DrvUsOsZMAaBNTjrppPIMPcU0CbdF1t54julAhYebJRdLRrc4ZlYlPc01A4lYGsl7jG1A2VDSGRELFk2W17POOqvMThADrsB6aX9sMlSIWAJXZrH/0ksvHaN1QpwarBXXmT1Aq0grQoKw4DK/w/0I5jiX9dSALf63Mi1YgeM5rMNmHmDetzkvriXKJbR7gGVZC8kxrTatuiRJkiRJuoFpPxnbCEbd6VHf15teWN30dAhrKe1CQJqpqH0uqy53xDYGh7muttjaF9eYsSCgPXbaaacy7sb4HNqk/RwWY+HRK90+xg2iXpkLhDHd5D0DusmzGehigP1I0CkR+04JEct9oI7sJEmSJEmSoUR3vim0DDQfm0sAjOLvZWkdavbff/8xZk4aDrg1cEMweC0sxCPBqBax/D+Y7nXPm78sSZIkSZKJG2NVYpDUUG8GYM0+++w9j7U37gMGWPU6NpTbSDzH9KTcIAcbvDYcjGoRmyRJkiRJkoxOUsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknSNFbJIkSZIkSdI5UsQmSZIkSZIknaNzIvbNN99svvWtb/VvV199dfP3v/+97+g755lnnmkefPDBvl8jxxtvvNGceeaZI/ZscXThhRc2hx9+eN+et/Pcc881559/fvOrX/2q+de//lXC99BDD5Vjv/jFL5rf/OY35f+R5Ic//GHz17/+te/X8HDttdc2119/fd+v/5ynn366ueCCC5qnnnqqb8+754EHHmiOPfbY8nds/Pa3v21OOumk5pVXXim/77///uaPf/xj+T9JkiRJRhudErH33ntvs9VWWzXf/OY3m+985ztlW3vttZt99tmn74x3zqabblrE2kjz+uuvNwsssEBzxhln9O0ZXu68885m1VVXbY4//vi+PW/n4Ycfbj75yU82V155ZRGxV111VfP4448XcSue7B9Jbr/99mbdddcddiG28cYbN5tvvnnfr/+cH/3oR82nPvWpEu6h4C9/+Uuz7bbbljz/85//vG/vwGiQXXLJJc3f/va30jiSZr6ZJEmSJBmNdEbE/uEPfyiC9ZBDDimVdHD33Xc3c845Z/PjH/+4b887w7UTg4hlpSNSPXcgahFb8+tf/7pZcsklm4svvrhvz8jw7W9/u1lhhRUmahH7s5/9rPnzn/9ceiDeCdddd12JuxSxSZIkyWilMyL28ssvb9Zaa60ixmpU7ipqAkwX/ZNPPtl8/vOfL+J0jjnmaFZbbbVyzHmnn356qdhtK620UrPMMss0k0wySTPjjDMWcfyPf/yjCLhFFlmkmXvuuct5xADh989//rP5+Mc/3qy//vrlvoceemgRF7p6Z5tttnL+dNNN11x00UV9IRsT9zj33HOb+eefv5y74YYbNvPMM0+/iGXtFCbH3G+//fYbQ6zXsLh9+ctfLud+9KMfbTbaaKPmd7/7Xek+XmihhZrPfe5z5dj3v//9IgB33XXXcs+55pqr+cpXvtK8+OKL5T5cDAj4xRZbrLzTJz7xiWaJJZYocfDaa6+V/4855phm++23b/7nf/6nxNNpp51WjkkPgtc9l1pqqeaaa64p+9uI0yuuuKJZdNFFS5hmnnnmYkl/9dVXy/nC+rWvfa1ZZZVVyvH55puvhE+jRLje+973ln3eQzf5Djvs0B/f66yzTvP888+X57zwwgvNZz7zmf44Eb9PPPFET/Enj4gn58of0lsYwHVB3Esb77b88ss3f/rTn8qxNs7lnrHggguWMHq+uCBiI1+yfnuOMJ911lklPp599tmSj7beeutm4YUXLnGvgfbII4+UPGyT7+add94ShhlmmKE01ljHpZk0cZ1jiy++eGlcyJ+eO/vssxcXDGJa3IlvrgjCevTRR5ffwiPv//73vy/v8dJLLxUhb398M/fdd9/b4k68aczo+fAc8bzNNtuUvOdcYTv55JNLuN1L+LhYCHdcK/0c23ffffvumiRJkiT/GZ0RsUSj7tEQLb0g7gi6gw46qAhA526yySbNFltsUYTRKaecUoTmD37wg74rxrTE3nzzzaVyv+GGG8pvQmLllVcuYoRImGmmmYo4Ch/N7373u83HPvaxUlHjvPPOa6accspiQatRwd96661FEN1zzz1l34EHHthMPvnkRcQSEQSZcIJP5Re/+MUiGNuW05dffrmIjJ122qn8Joh22WWXEhbhnHTSSZsTTzyxHCMe9t9//yL+w0/TM3RPE5DED+FKhBCIxCWxGiKWOCO8akssgcWHdOmll26+973vlXi57bbbym9Cts2NN95YhB2BDXFPeIUvs4aBxsIvf/nLcpwQ/MY3vlH+ry2xwiMPEL18cz13jz32aDbbbLMS9p133rnZYIMNynXOJ0S5QzivRsPD83W7wznS9atf/WoRmHxKCWrd9671TA2GEP6BY8797Gc/Wxog8hpBN9VUUxUx6fenP/3pEg5ofIlDzxM+6TvrrLOWBpY03XvvvUsDQ16yb9pppy3iH0QpwUjIurfGzk9+8pP+tHCte8pjBC9xWltihfW4445rll122WLZhbAT8gS6htiaa65ZGgLyonM1+DQ0ajQKCH6NG++nd8T3tvvuu5c00IBzT64rkCed/+ijj/Zf6xtOkiRJkqGgMyJ2r732KtarwUQsMUb4EEQGJxFlhAQrl2NELCtQDHxBiFgCxjNC8CIsZsQkwcXCpMIPiDoWSSLGgB5d0pNNNlmxYtUQG4TZdttt17enKeKBeCJiCTuWs3rwDhFBlLWtgEQwi2hY0QLCmWDxfsQMvBMLqMFaAR9Xgoio3HLLLYvgD7FCfLAUDyZixd2ee+5ZxCNBCPHl3XbbbbcSTzUELgs0oSauWHVZA6WTxsByyy03hk8zn13CELWIJVy/8IUvlPAEBBlBR9wRUqyel112Wd/RtwS/uK8hXomwQGNnjTXWKOKKKGORZOmMxgMxS+DddNNN5XcgTBoewhNCmXAUZ4SmTX6pB3kdeeSR5R1CxBLI4hl33HFHEc/SQF7Rm1AjfOKOoNWIYdH0fnAP8T6QiBXP/vf8wLUabBpeGj0rrrhiEbaBeGk3oEKIarwEBgtKQyL9S1/6UkmHQF6RluIzrnV+kiRJkgwFnRGxuvuJ0YG6dqEiP/vss4v4U7Gy1KlEaxGr27cmRCxxzBpHhBhM5B4qZd2mxBmh1vZhJQidt/rqqxcrGuvohz70obeJWBZR9/YOAYEQ9yMydV+zmLqfjdWsLYLA2jnNNNP0/RoTgkX4wxJGlOlSJvTivt6NNZp4WW+99ZpTTz21X6zUPrEDiVjxROiz/oa7g3N1qxPx7UYGcaNx4FnuzQKtyzpELHF12GGH9Z3dFCsg6zBqESts4kOjJN5F2opDosrsCYTd9NNPX44JH+HUhkhuC8TwidXwIew8P55BwOoWl69q3JvoJBaD2idWXptiiin672Nzb24AnkPEynchgAly70Ysi6u6wQOuAPIHa+k555xTGgJ+y1csnhhIxBKsnqsxEWi4yLPuq4HAYi9fCadnR49BTQjRu+66q29PU8Lrm3rsscfK89wv8D0S3r7DuJYFPkmSJEmGgs6IWAKKoCBG2xAMunJVrgQlK6ZKmOBl5RsXEetcFTiBRoy4PjbXEmptEcu1wPlxDvGiG7iXiGXRJayCWsR6vu54wqN+LmHDmlpz6aWXNlNPPXXfrzFpi1hiybnu374v0UEsEZ9hDfxPRSwxqku7l4gl3Ak2FlndyqbsIhIHE7Gsx6hFrDDbf8IJJ7ztXQg7+GsfUct1g/VS93gNEetdakLEEsJEqKnb6mdIT9b2mhCxBKX0RS1iiTmiu76Pjd8rl4FeIpYlWTz1ErGEINEKacNCLL+zfLKe33LLLe9IxIp7zwvR6RzWeaLU9+Jb48daM5CI5VKjQdcWsfKHbypFbJIkSTIcdEbEEii6YomQEE+6ioki1lLdlCpu1izdy+AjS2gOJmKJHWKC3yprFOtr+Li6RiXMhUDXaFvEEnlEF4gRgo/1rZc7gS5VooF1FMSFc92Pf6N7h/h0L127wk3A1XCVILzDZQDOIcLbIpbY4Y8qjGFtJaSIHq4L/DX5e3KbEEbilSWzLWIJU+KMiCWq3U9aEC7ijSWPdfOoo44aYzAQocRlwQAmIskz+MhyeRgXEUuw84H1ftJCfOgSFwbPIRpdr4tdWoeVnqgU30Smd6sRN7PMMksRk2Dp5pfLoulc6W3Qkff3DGmpYcT3tEZ+8F42/3umuGIhJWINTCNif/rTn5bzHT/ggAOKK4D3IWK//vWv91/LzcGzpS/ruDgI32rxJB3lff/Ln8IHwlscENO1iOWeII3kCRZR78cqGq4jGiZ8colmbiHiT/rYxLt7tuemDSEa6SUdwgIv7vVEeAdhhDRzvvuliE2SJEmGms6IWBAgRACRYYAMP1QCg5UTLI9+89l0XGVLsBGPLI+9RCyRay5OlT1LJBEb17MiujcLImHZFrFEG7HhXNZf9/rABz5QZgVoE4O1WM6cz6eU1TbuR+BwIYh7EZeEedsSC0KOH6dzbQQk62FbxBIk4ki3O79H5woDsQ4NACKREDEoxyAd7hBtEUuAsgKyqLmGcGIt5GbBB5WLgHe3v43n60bXHe99CDdCiz8oK+lgItZAOwPruD4QWsQQYUrM8a8VhoMPPriIJnlC2ntH3evSLQb4tWFFJvCcKy74JhsACCJbQ4hF0cAqVmdpFv6/NYSqNDNfsTCKI/ciYqWba/nNeo73d19CM0SsQYD2i2PhkRdcJ8xcQFzvWj6yMRMDwe49Nawc89dvltxaxBLfRL/3IFDD51Y+c534MRgOfL7Fs7QSx3o1dtxxx7c1AEKImmkhni0fijN5zXdiYJ7eD8fN+EA4S+cUsUmSJMlQ0ykRC9YdlXpsxFctVFTyfDAdI85YZQkj1kLdoIRnjX3OjcFPLFQqevuIqxg1r5Jm3QvLGljQIhw2Itgzde32gvWP2HKuyrx9Pxa4uBff1/bAmkBYdA3HuUQbCxsLnXvW05ARRVajinMJlhqilEWWQCWeCf0Q7e7FcgszNojXGNRDlBxxxBHlngR0e+qzQNrEe3kG0UsoxSAxzyT6AtZV6QXWd+4DriPMIF7iXeK8QKMjjhGEbdeGQLwSuM5jhffO9YAwYlBDxnEiMCyLvSBkxQvhJk28a3TDe36dptENHyI2BLJjRHA9KM77GpgY19YzXshfET55NSz/0oSoJxo1PNzTOdITvoW4X/s7YBmPYxoJvrM2IUTrcMkXdT5lvRUXjtXTaIkL6TUuizYkSZIkybjQORGbJF0nRGztj9wFQsSysiZJkiTJ+CZFbJKMMClikyRJkuTdkyI2SUYYA8a4ecTMBF1BuIlubjRJkiRJMr5JEZskSZIkSZJ0jlEvYlm8DD4x0p0VybyW9YpDSZIkSZIkExpmHDKA2qBlmxlhDMauMajb9KIxbWTgt8G0rjPAeDAMCjeDkXPNthPTVcKAYy5kEYb28w3aPfnkk8sxA4R7DQoeTka9iDUC3lylVnMyattsAJZ5TZIkSZIkmVAxFaWpG80qZDpGMxGZnz3g2mUOc9Me1svLm1LUtJdmv3GdqUPNNtQLAtZ85xbYMauP6RXNLBPTShK1plI0d72ZiEzLaXwEXOt8m2tNV0prxXz4I8FEJWJNO5QkSZIkSTIhY1pF2sU0lKbV7IVpFC1Q9L/+1//qF7Gx8JJ5wk0ZClNXWqnSXPptTC/pXFMxGvdgTnEDj00fCQsdseQSzKyy5rCPKRo9x5zj7utaRkLz1ps7fKTojIg136iIs3ymFZ/8Nb8ndwFzlJpkfquttiqrd2mVmMTeNbWIlSlM8G5VIZiH1HyW7mc9f4sCMN/LMObUNJG9Y+6pJUMEu5/WhoRcfPHFy+ILA81HmiRJkiRJ8k4xR71FeAhVlk+CtF5GnegkTM1lbuXR2hJLcJq/m7CEBZAsD95rQaL6XBvBS8QSs6CxYjAvEUs/sRBbit1KkFwWhM9Gi8XqnCNFJ0SsloXWiBWHwt/Cik2LLbZYWbLVQgaTTDJJWStfxFoda+mlly4+Hm0Ry2ROkPIjYUJnGodjRLJrXG+ZTxPh48UXXyxLiDrufiap93ukfT+SJEmSJBn9WByHocyy6IxlNkt7W4GxhuuAlS9rERuYztGYICtAWmFzMAhUCxFZTdSqjbVfLCFrIRviVZg8k+5i+GMY5Lpg1Ufh4BdLJ40UnRCxItBgLKtciWirOIloFldLvIrM6aabrr/lAP4bhOxAIlYrR+Yw4KvG+e5ntS6JaDUpqyB5Vqx1T8RaUtP9kiRJkiRJhhJC0Wqa999/f/ltFUcikeWVJgoGE7GstZaFJzStUslANxD0DKEbPrG164FebQJ31113LcY/frg0lGXGGfzclzX3kksuKcur16twDjedcSewtKbI5X+hRcJhmQtAiNhZZpllDFP5lVde2cw111wl4XuJWBbc+eefv6d5nSnc0pqexaHZ0p7zzDPPGCI2fWyTJEmSJBkJGPBYQnXh1y6Mg4nYgA7Sk62neWyw9G688cbFeFcv6R9Y6p9rguXZiVhunTHnueess846Y+wbbjohYvmuEp/bb799cTbmd3Hbbbc1iy666KAiVpc/V4BeItYMBYRpLxHr3o5xTrbWO9cDrYsUsUmSJEmSjDQsnXqY+aTWXf3jImL50nIR2HPPPfv2DAwj3j777FMsrvRTG765xiARsQx9F154Yd+RpsxoQGSbCaG2Fg8nnRCxpnEweu7II48sc71S+Oeee26JyBCxU0wxRXGAlgBaLHxHbAO5E/BnlfAyRaB1Y2oIPh0EsPuAiJ511llTxCZJkiRJMuzosl9zzTX7Zw0w3ocG0TMcA7bQFrF0C5eDddddt3/cjmm5+K/WeicwNZbnxNRd9NZ6661X5n1lidXjfc455xRtZYAXnbXAAgsUIc0yvMsuuxRtJUx6zA0Ku/7668u9RoJOiFiJwkfVICwRaCNq+alqBRgV93//7/8tjsUSUuQzc9s/kIiFa43qY7W1OY/w5VC9xBJLlASyXyItuOCC5ZlaGilikyRJkiQZLp588snSrU9rmAaLBqJdHn744b4z3qKXJZaY5D5A8NIwrKrGETH4gTtl9ELrbSZa+cMae2Rmp9VXX7158MEHy3FuBX67vzlnjTWiwRDXmsf24osvLjNEuU9tKR5uOuMTy0/j+OOPL47F/FV19Wsd3HLLLcUBeaqppipO0I7bjKRDe1CYlScuuOCCcgzuE9eYAUFrR4vCebHfBMNM5yzBrLVXXHFFuR+rcJIkSZIkyVDDdVLXPB1igFbM+1pDs9AuoXkCv13jWoa9Z599tu9IU1b+MngrIG6d41zGO9bfgDWWH2zoIdqntgS7ltB1jEZrz54w3HRGxA6GSDThr/nNkiRJkiRJkt6YN5aQHQ2kiE2SJEmSJJlIYDWtLbNdZlSIWKZtXfsjuUpEkiRJkiRJ1xip6a9GglEhYpMkSZIkSZKJixSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0jhSxSZIkSZIkSedIEZskSZIkSZJ0js6I2Keeeqr5/ve/31xxxRVjbH/4wx/6zhg6/va3v5V733PPPX17Bsa5P/7xj5unn366/H7xxReb3/72t+X/0cw//vGP5kc/+lHz5JNPNq+++mpz1113Nb/5zW/6jg4PL730UnnG3//+9+bNN99snnnmmZIvIBx/+tOfyv9JkiRJMpr5y1/+0tx88819v5qiO6699tqiXWgSdfRA/OxnP2u+973vlXN//vOf9+19i2effbb/Ptdff32pa2vuvPPOcowei/oX6mD3HWk6I2K/853vNPPNN1+z5ZZbNrvttlvZ1l9//Wa77bZrHnnkkb6zhgaJu9BCCzUXXnhh356Bef7555szzjijP/H23nvv5swzzyz/j2a896c+9anm+OOPL8L9nHPOKUJ2uPjXv/7V/PCHP2wuuuiiImbvvvvu5mtf+1rJF/BhHXvsseX/JEmSJBnN7L///s3OO+9c/qeBtthii6KHtt9+++Zzn/tcc/nll/cUsgTuKqus0uy6666lDt144437NZS6/Bvf+Eaz9tprF421+uqrN+eff345hhtvvLFZfPHFy7XbbLNNs8suuzS/+tWv+o8JQ/weKTolYldYYYUxlL8Www477NB8+ctf7tszNNx6663/sSCbY445JjoROxJ4no/p4YcfLr9POumk8pGFiMXBBx/cPPjgg32/kiRJkmT0cd999zWf+cxnSu/jK6+80uy5555FVKonCdeTTz65WW+99d7WO/rXv/61iFbi84033igGoa233rr55je/WXqVb7jhhmaZZZbpr0dvv/32Yjz8/e9/3/zud79rVl111Wa//fYr1lnPImaPOuqocq1wHHjggc1BBx1UektHik6LWPzyl79sZp999jFM4jvuuGOz4IILNosttlhz2GGH9e1tSsJuu+22zeabb16Of/rTn+53AwDXhK9+9avN3HPP3Xzyk58sFtnAea6J7eKLL27++c9/lv1aH0zrBPV73vOeZtZZZ20OP/zwcp3M5jmuWWeddfozh0zg/vU92+8GGU0mYYHedNNNy3neq+bPf/5zs/LKK5djMrYuALBeylDCJWNutdVWzQsvvFCO1Rx33HH9YfjsZz/bPPTQQyV8t912W8nwWnfxXK041CJWt77W36WXXlqOiRctxLgn67QMjp/85CflQ7B/kUUW6Rf8uka83xFHHFGOScOXX365HMPjjz9ePhDPhQaMLo1axN5yyy3NMccc0/crSZIkSUYf9IB6lT5gRV133XWLC0B0/as7de+3xSRN8MQTT/TXo2DRJWRZYekDda3zQLjONNNMzaOPPtrcdNNNzZJLLjmGy8Bll11WdAUN4NlEMPFMQ4wUnRexIm7eeectYkgLJEzhBKlzN9hgg+bII48swkqif+hDH2pOPPHEcq79888/f2lFPPbYY83nP//5co6ElGiEX9x3nnnmac4+++zyP8G61lprlQSWIYTrggsuKM8gqE877bTyPzFJ+Elo1333u98t92Tl9bzZZput33eFUN1kk0363urfyEyE91RTTVXiwLmHHnpos/DCC5dWFfFOTBKrjmk5ecZVV11Vfn/hC18ox50nTJHJ4d5Eo+POte2+++7NiiuuWEQikf3f//3fRZBq8emyF9f8cGoRyxdnjTXWaE455ZRyjy996UtF/Prfh/TFL36xxJ3MT2xHN8cvfvGL8oF4jvstu+yyzaKLLlqOCWsN8S9t4+Pyty1i+egS7EmSJEkyGlEXLrXUUs39999fft9xxx3NaqutVnoi1aE0CHcB3fpE7kAwftEJ9II6uYYmYsUlSAnkEKhEbG0wVAczfP36178uv2ki9T33wlprDCedF7FgfeSXKlFXWmmlIjIDAlKkEpsEKgtroOVBxLIgEqEshOEbogVDWH7lK18picakHoINriWkahGLcCcgxFgnWWlZGUEI8uMlHIV1uummK5kgrKMyVRvPcB8uE0Qr3HuuueYq4WZF5bfyxz/+sRwTbt3suhbcj6BnXe4F6+hee+3VXH311aVb4brrriutKh+BDExcLrHEEs0DDzxQzicsWbG12gYSsd5rxhlnLOK1xrv7CHRFCBdBzJo988wzF2t5iNgDDjig74oxEc/f+ta3mueee6787iViNRq4GSRJkiTJaOTKK69sPvGJTxQjENR7U045ZbPZZpuVupU2YandcMMNi4V0IM4666xSb9MoDFN0RXDvvfeWup62IkjdVz2/3HLL9QtU+mGPPfYoPrIhYmkZfraMYdH7OtyMChFLaBGxYfkkxFgmbaybEtxAoH322ackTI1E0vV/9NFHF8GnJRHILFwAWE1ZV1k/WWvd1zGCcSARG4LVuUbvBxJXV7mM9vWvf71ZYIEFSpic99Of/rTvrH9DrLGE1hbG119/vbS0TjjhhCJYZVb3C8SFfazRWlGeNxAyq/f3DK059yUsQ8R6t4gTYRFOccJHppeIJYSJ814QquLRPTxHOk077bRjiFjv1AvvZ6BdtD61MFnLuWsEBLK0SpIkSZLRiLEh6mXaA3QPbVLPVGAQtDpZ7+TYIErpoLbhCQxwrL7qdtA53AC59rH86ulmGAwRy9DG/ZARLYx3w03nRSwxxQdVAjKNRwSfe+65/RsxRlQOJGJZXHuJWN3/hB1hpOUhY7gfQan1Qci+ExFL9Erg8Pe0sYK655prrtksvfTS/ZkhGEzExuCmtog1Sp/QHJuIFUbdBe5t1D8r9Omnn16szoOJWO4CWni9ROwll1zSTDPNNOX8GqLTx7L88ss3p556avFflclZlMdFxHo26+15553X06/XyEgW7iRJkiQZrbRFrHEm6nGGuoCxRz1tkPrYcC7j30DTY0WPchCaxV+ujWEwQ4rYQRhIxBI1/DQJRf6lRBIH5ICPqARgeudO8LGPfazvyFvd90QUnxLii79mOCS7H8EmgfiH1kgcYTEisC1iWX2JWF3vO+20UzHxR2IaBMZH1eCj1157rewLjLrXDV+HHcSbTEFgx0An184555wlgxKy3CCi24AvCx/aGKk4mIj1rnxQ62fyE+arGyJW5matBfHMemwko3v3ErHO9R7R1RGID2KZsPdOENbJJ598nEQsNAKkmXC04WbgHkmSJEkyWjHgmuYI31SGL134ekEDRj1aoz1bD7dDhjwGuPBZjQFbejaJU3qJe2Gg95nboQFf9BC9BBrJOBUuBaFNGJgM0CZu1dcjQadELLP1D37wg2IZteleJnz4RkIrYN999y1WSlY7A6iIOJZZgomI5TvC8up6rgZ8TSUma6PI5+/JB1TCEmmEnMRjJdVN7zotEM91rC1izc92yCGHFFHp+e5BmLnO3/C7lcm4QfATdcxgM6Pyo0UTEHxEqW53ItG53klYhZuol1md45hwsC7LaITjYCKW9da13tm1MrY49iwi1PtNMskkRRD7GAhmx73zQCJWmDzPwDf3tPkIZHYNDtfwWbafr65nGR1JhI5NxCZJkiTJxIwBW+ph433Utza9nLQMQx7tQ2fomXSMDiB0iU6/1bfcGNXxepddRxsRrrSOcUKMWepoYpQ7gf9dS2foNTYrFMFrEDhLcEAIG4NUC+rhpjMiVvezVgCxVG8x5VMNERnHY6orcCfgbiAhHGPhZNkLdK/zWXWMeb62UEq0uKeN5ZYjtJYN4Uxcg0BzPLq2CdaNNtqo7GOWDwulDOEe9T3brSaEiOW+wJLpvLZLhNYPQe6YgWgyJlwrMxLfAyF8Ea+srD4MzyGCiVhW7rg3YRp+MzEo7JprrinxxmrNNweeaxCWa2wszxoRwumjiP0aJlwLpJd4ZNk2TUiSJEmSJL3hYmiO1nr2AXqCG6G6lb9qQOMQm6ELwCBlVoGon2vLq3Em9E/U0+r3GkYt+1l/63E8wkIP0BPtntjhpDMidiggYllpu0SIWJlqJCGyiVgWaK2rJEmSJEnGPzG1Zj3P/WAYJzMuy+i/GwhhBj2Gs3qmg+EmRewETorYJEmSJElYPrkI2iabbLJiYY3fg20WcOJi0OvYUG3cDIyn4ergd6+ZpIaDiUrE8lONEX1dgZjU2jLQaqQxII0vzEg5aCdJkiRJ0ht1stkEurDFrEzDzUQlYpMkSZIkSZLRQYrYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEmSpHOkiE2SJEmSJEk6R4rYJEmSJEkmOn72s581l112WfPSSy/17Um6RqdE7CuvvNL88pe/bGaZZZZm7rnnLtsGG2zQPPTQQ31nvHOuuuqq5qyzzur7NXK8/vrrzcILL9yceeaZfXuGl6effrpZccUVm3nnnbdvz9t55JFHmuWWW67EyT/+8Y/m85//fHPFFVeUsH77299ubrzxxr4zh4dnnnmmmXnmmZtNNtmk+fvf/963tylhWW+99ZpvfOMbfXsGxrnf/e53m0suuaRvT5IkSZL8m+eee67Za6+9mqmnnrpsc845Z/PEE0/0HZ1wOP7445uZZpqphI/eWXrppUudjNdee63Zb7/9mllnnbX56Ec/2uy6666lDoV68NZbb21WXnnlZq655moWWmihItZd0+af//xn84Mf/KCc49xVVlmlufnmm8s98NRTTzVbbLFFec7ss8/eHHXUUUWLvfjiiyUOQ4vZpp9++ua9731vc8QRR4xRhw8nnRGxf/vb35rDDjus+fSnP908+eSTfXub5pvf/Gaz2GKLNX/84x/79rwzZI6REpI1hOECCyzQnHHGGX17hpcf/vCHzYEHHti88MILfXvezsMPP9x88pOfbK688sq+PW/x61//ullyySWbiy++uG/P8OADnHbaaZspp5yyueCCC/r2vvVBfvnLX2523nnnvj0D84tf/KJZYYUVhj2sSZIkSTchDhlsLrzwwmKg2X333Zsllliiefnll/vOGP+o94Tr0EMP7SkIidJPfOITze9+97siyr/yla+UOv6NN95o7rnnniJgL7rooiJSGaA+9alPFbHa5v7772+WX3755rjjjmvefPPN5vbbb29WX3315s477yzHt9tuu2bttddufvOb3zR/+ctfmi984QvNMcccU47VCOPhhx9eRPDjjz/et3f46YyIvfvuu4slkRir0SLYZZdd+hNHRJ5//vnN/vvvX7Zzzz23v6vgvvvuK8dOPfXU5oQTTmiOPPLIZooppiiJcsMNN5RztDq0NFzrPBkEMsbpp59eMo5jMoVWzQMPPND/LBvBNxCsyIS484istog955xz+u9zxx139O19O8LC0hjnfu973yvvTQSedtpp/fd59NFH+1tkPoa99967nFvz85//vGQ85/sAQsT+61//Kvf68Y9/XES+FhYh+aMf/ahcJ0OfdNJJ5ToFAkvvu0X4Z5hhhmbRRRctLU7hRy8R61i8P8FLnPtYffCzzTZbs84665SPU1z9/ve/7z9X2k5IBVWSJEkysmy22WbNDjvsUIQaEasXkvXw2Wef7Ttj/EN7fO1rX3tbnR2sttpqpQ4OnLf44osXgx+RuemmmxZrKegkmoEGaqP+/uxnP9tfh7t+xx13LPv//Oc/FyvvpZdeWo6BQGY4/Otf/9q35y24ZhDVNNZI0hkRS1BttNFGPTPZ888/X0QMIXfKKac0G2+8cRGc/l9zzTXLX4LTX5bXAw44oHSZE6TTTDNNMZXfe++9RcDK3ESxhGAql5jEFYEkMd1PppcZCKk11lijZH7nf/WrXy2/eyGDyFTu6dz111+/CMMQse6pNeQYofulL32p+elPf1qOtTnxxBNLpnOuzErcE57eYbLJJmu23XbbcozQJLa5BRCq9sn48VEI/xe/+MVyP/Hr/w9/+MPlXuJrwQUXbE4++eRyvnfffvvty8f+q1/9qryruDn77LObffbZp8Sb/e8G8cxVRItQS1A6SNe2iCW8HT/kkEPKO3m29yNOuYbMN998pfWoe0i8r7XWWiWNnfv1r3+92XDDDct9kiRJkomPnXbaqdSLdIC6d7AeyvEFN0lhZFGlB9S5N910UznGMKf7ntU0ePDBB4s7nt7Irbbaqtlzzz37tYR6z/5eMO6oX//0pz/17XlrnzhS3+sdrY2HxLXntK2tdADjUQjnkaIzInbfffct4oNgHQiJuOqqqxYrJ0siUcNPZN11123+8Ic/FBHLSldbS2t3AseJo0icEKnXXnttEbFzzDFHsWa6NyQyMRp+JgQjUUxk1bAGEoosvmEFZOGcfPLJi4hloWV51LUBYtxz+IC2Hc4Js3nmmae57rrrym8CT3i5AhCxLJmXX355OSbMhKnMHGHUolpqqaVKPLK8EoAynXdyTPhrEUsU1u4Enqf1R8z7KHQ/CBNRreX2bggRK749y0cavjm1iBXvfr/66qvlN0vzxz/+8dIIabsTfOtb32o+85nP9BdSWpaeofBKkiRJJj5oBWNSGJKINPWMumxC4pZbbilhU4excl5zzTXF0qq+YzCiZe66666+s99ypeO3ah8d47j627V6YmmZxx57rO/sf0P/GHOixxL0AKPP1ltvXYStHuO6vvT8GWecsb+nFNw5PU8v8EjTKRFLjBIhA0GIEatEJAsih2juAvw5tB6IVFa6mhCxxKXWCgseFwEZgrWVWNIqcbzd/c+cLiFlLuKZgHzPe97zNpO9cBmsdPDBB/ftGdMnluhkTdWq8lwbd4eVVlrpbd30MtB0003X84MjYgnP8GURPh8BcRz3laFlQM+UccWJsKD2iR1IxBK/MjgrqW4HOFeLb/PNNx+jkeE4gRvPbm8hQoMQsddff33p/mDpJUDdI0Qs3x9hPPbYY/vv85Of/KR0bxjQ5XctYvkBsdjW7LbbbsVanSRJkkycqJe///3vF19Y9c4yyyzTb2SaEFDHC2PU9epEhq3oOR5IxKoPWW/VcdHlT2QyaOmxbEPYMkIRurQT9zyWViKWoD3ooINKLzFR7RnGJdE6tYhl2KKt1M8jTWdELP9U1j8itY3I5KvJEsflgF+GLmTmeCbucRGxWhxmOmD902LxrNhC5LZFrP+d7xxij6mfaOwlYjldG0kY1CLW/XXXE631c7lF1CZ+sJYaTdmLtojVWpt00kmL6KvvS1CzdhKxrKcsnfhPRSwxSqC3RSzBbF/97HqrPwLUIhbSz3NZpUPECsvHPvax0iJt30+B1Baxyy67bGnJ1nCL2Gabbfp+JUmSJBMj4ROrrmT04nI2oUIzEIt0ivAO5E6gHqeDjPkJ6Bc+wHple6He1CurHnUOAcvY4zrimdti1LO0A7Ec44VAb9VjVkaSzohYg3T4c7YHPGlp8BthtSN+CJhonUgAYmswEUsMEZHuw49EQkdrjEjjD+qZuvjbIta1LIKB5xOYvUQs4SRjuQ9YlGU49zNlBmHGhzVgDT7vvPP6wxLcdtttxRLbazaGtoglgIn0q6++uvwGkcnnVKYlRmU8mRRacK5vi1gNB61UwlB49thjjzEEq7+s2Fw32tbVd0JbxELjheXY9B/CqmVImHLPCOyThlqRXCs+97nP9YtYQr0tWFlna6t4kiRJMvFAuBqgFCKWu5kBxcZ4TCioo/UumhEA6lYugHQKvWIWAJom0OXvHdTRBjgbfxMGKnW0OrsWtgFjEa2hHgWtRCiLC9pFHUxbBDSLHtKAluFqSTeMDzojYiWGLmvd7gQeJCRLqxaULmfOx3wjQwQRsyycg4lYiUEAwXQUfFN12YN1l+lc1ztR1xaxRDXxBmZ0Fk6Wz7aI1R3AX5ZVkQiFdwmfWGKTsCK44V4EJuEbGTjwW1cB03/gXkRdW8TyiY2BTOGWIHMTpDKebgP+seJTXOo2EP62iPUBCB9hyL/Xx8LazY3CM8S73+82E/cSsd5XN8gkk0zS39JjWRXuEP1az35rgdpHuIaI1Wo0913MXuHeGgG1X3SSJEky8aBnlHtiDOyiARh83s2c80MN/aFnVF2mnmXIo0foFAg3g466nb4xPofrI+GpV5hxLwx6BrHr6TXLUxtGuqjP1fvf+c53yrV6UuG+BpXRCMbveGY9BabGAPcCx8YHnRGxMMhJy4RoJUaZ0428Y0GEloquZ60Cx0U2X1riUeL1ErFEHVHD10Qi8R9l9XMesUfEscjKRG0RSwi9//3vL+d6phH+rKu1dTaQObRoDMpyPt9b4Y/7uRehGPdizv/tb39bRGMb5zLfO9dGtBlF2BaxxLNziWFi3rkaASHgvC/fW+/r3TiDa8m1RayPgqXbR07oig/CkeC3eIL4NX1HuBf8p/QSsRDeWsQStro3+AR5J9Z3rgTSSGvSeT4qYdcq9dFLY+fOP//8/Y2UJEmSZOKD0YuhKAZ2GTujO14dMqGg11a9SseoZ437oE/U21C36fpXt9vU0TE4ixZifFM3qvfU8QxpYZndcsst+3sz4znqfvqEhdfA8xgro4eTzqJX1M90Tl3XE78f+chHimYYH3RKxCKcnWNri7z28fjtb/xfE/viPr2uD9q/0T7X317CE/W9nRPXBLFvsHsEvc6N+7fDONh922GyxfX1veIecX19XX3eu2Wge9XPxmDPj7DGvva5SZIkycQLAw2jzOyzz96/6bEj1CakTZgYtYTP33YY63fwf318sGsZdbg+jsu59TFbfaw+Xu+z9ZoJYTjonIhNkiRJkiT5TzEOxSDpiXVjweVq2OvYUG3t6UGHixSxSZIkSZJMNJgpiJDLbfi2XoPPh4MUsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnnSBGbJEmSJEmSdI4UsUmSJEmSJEnHaJr/D1K66ODS/bJzAAAAAElFTkSuQmCC" 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" width="672" height="331" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-indent:-28.35pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:6.67pt; vertical-align:super">(1)</span><span style="font:7.0pt 'Times New Roman'">           </span><span style="font-family:Arial; font-size:10pt">Los depósitos por aplicar al cierre de diciembre </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> se integran de los flujos de efectivo que el Fideicomiso tiene pendiente por conciliar y aplicar a la cartera de los créditos hipotecarios.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3 </span><span style="font-family:Arial; font-size:10pt">la antigüedad de la cartera de crédito se muestra a continuación:</span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">5</span><span style="width:34.45pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:56.7pt"></span><span style="width:15.3pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Mensualidades vencidas:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:1.7pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Hasta 1</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">3</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">4</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">5</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">6 o más</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Saldo de cartera</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">271,736</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">8,797</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">5,130</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">5,730</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2,827</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">952,617</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1,246,837 </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">% PCE</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">0.</span><span style="font-family:Arial; font-size:9pt">09</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2.15%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">50.32%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">12.41%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">11.77%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">13.52%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">4</span><span style="width:34.45pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:56.7pt"></span><span style="width:15.3pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Mensualidades vencidas:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:1.7pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Hasta 1</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">3</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">4</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">5</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">6 o más</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Saldo de cartera</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">317,660</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">10,752</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">8,129</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">5,999</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">4,511</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">989,009</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1,336,060</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">% PCE</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">0.</span><span style="font-family:Arial; font-size:9pt">12</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1.71</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">4.04</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">12.05</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">15.62</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">9</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">.</span><span style="font-family:Arial; font-size:9pt">66</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">3</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt">Mensualidades vencidas:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:1.7pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Hasta 1</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">3</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">4</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">5</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">6 o más</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Total</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Saldo de cartera</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">357,345</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">16,656</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">12,404</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">6,954</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">7,872</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1,046,813</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1,448,044</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">% PCE</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">0.07%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1.08</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">4.66</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">14.01</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">1.57</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">91.</span><span style="font-family:Arial; font-size:9pt">52</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top">
<p style="margin:0pt 2.85pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7pt"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<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">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, los intereses devengados registrados en los resultados del ejercicio ascienden </span><span style="font-family:Arial; font-size:10pt">$73,809, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">89,705 y</span><span style="font-family:Arial; font-size:10pt"> $</span><span style="font-family:Arial; font-size:10pt">102,170</span><span style="font-family:Arial; font-size:10pt"> respectivamente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El movimiento del saldo de la provisión para cartera de créditos al 31 de diciembre se presenta a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<img 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" width="602" height="152" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<ol start="3" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Bienes adjudicados</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, los bienes adjudicados o recibidos mediante dación en pago, se integran como sigue:</span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:83.94%">
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:39.34%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:12pt"> </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:19.12%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:12pt; font-weight:bold">5</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.78%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:12pt; font-weight:bold">4</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.76%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:12pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:12pt; font-weight:bold">3</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:39.34%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:12pt">Inmuebles adjudicados</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:19.12%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">449,922</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.78%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">428,872</span>
</p>
</td>
<td style="border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.76%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">3</span><span style="font-family:Arial; font-size:12pt">80,326</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:39.34%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:12pt">Estimación de bienes adjudicados</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:19.12%">
<p style="margin:0pt; text-align:right">
<span style="width:9.9pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> (</span><span style="font-family:Arial; font-size:12pt">260,576</span><span style="font-family:Arial; font-size:12pt">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.78%">
<p style="margin:0pt; text-align:right">
<span style="width:9.9pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> (</span><span style="font-family:Arial; font-size:12pt">228,989</span><span style="font-family:Arial; font-size:12pt">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.76%">
<p style="margin:0pt; text-align:right">
<span style="width:9.9pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt">(1</span><span style="font-family:Arial; font-size:12pt">77,575</span><span style="font-family:Arial; font-size:12pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:39.34%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:12pt">Saldos al final del año</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:19.12%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">189,346</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.78%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">199,883</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:1.5pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:1.4pt; padding-right:1.4pt; vertical-align:top; width:20.76%">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:12pt">$</span><span style="width:3.23pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:9.9pt"></span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:12pt">202,751</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El movimiento del saldo de bienes adjudicados al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> se presenta a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
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" 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<ol start="4" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivo Bursátil</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El 25 de octubre de 2007 el Fideicomiso efectúa la emisión de certificados bursátiles representados por 4,252,042 y 648,510 certificados bursátiles correspondientes a la emisión BRHCCB 07-2U y BRHCCB 07-3U, autorizado por la Comisión el 25 de octubre de 2007, con carácter de no revolvente, </span><span style="font-family:Arial; font-size:10pt">previo cumplimiento de los requisitos señalados por las leyes General de Títulos y Operaciones de Crédito, de Instituciones de Crédito y del Mercado de Valores, colocados entre el gran público inversionista, mediante la suscripción de un título global por parte del Fiduciario, que ampara la emisión de los Certificados, BRHCCB 07-2U y BRHCCB 07-3U con valor nominal de 100 UDIS cada uno, con pagos mensuales de intereses, en cada fecha de pago de interés podrán efectuarse amortizaciones parciales anticipadas del principal de los Certificados con el fin de obtener recursos que serán utilizados para el fondeo de créditos adquiridos mediante la cesión de los mismos.</span><span style="font-family:Arial; font-size:12pt"> </span><span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> los saldos insolutos de los certificados bursátiles ascienden a </span><span style="font-family:Arial; font-size:10pt">303,976</span><span style="font-family:Arial; font-size:10pt">, 313,784 y</span><span style="font-family:Arial; font-size:10pt"> 323,069; respectivamente.</span>
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<span style="font-family:Arial; font-size:10pt">Dicha emisión tendrá una vigencia de 26.4 años con vencimiento el 25 de enero de 2034, pagando una tasa fija de interés bruta anual 4.35% para la serie “A” y 6.99% para la serie “B”, respectivamente) pagaderas mensualmente, durante la vigencia de emisión.</span>
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<span style="font-family:Arial; font-size:10pt">El 24 de agosto de 2013 se llevó a cabo la amortización total de los certificados bursátiles Serie A1 que amparaban la emisión BRHCCB 07U por un monto de $1,016.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El importe de los intereses devengados por pagar durante</span><span style="font-family:Arial; font-size:10pt"> 2025,</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, ascendió a </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">130,944</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">129,689</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> $</span><span style="font-family:Arial; font-size:10pt">126,871</span><span style="font-family:Arial; font-size:10pt">, respectivamente.</span>
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<span style="font-family:Arial; font-size:10pt">Durante los ejercicios </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, el Fideicomiso realizó amortizaciones de capital de los certificados bursátiles por un importe de </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">83,484</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">75,964</span><span style="font-family:Arial; font-size:10pt"> y</span><span style="font-family:Arial; font-size:10pt"> $</span><span style="font-family:Arial; font-size:10pt">87,665</span><span style="font-family:Arial; font-size:10pt">, respectivamente.</span>
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<span style="font-family:Arial; font-size:10pt">Los términos, condiciones y valores en libros de los certificados: bursátiles son los siguientes:</span>
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<img 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rc7bzgRbY72BaL90ef43O6YQH2tdv2s5WCLY/xvf32tbsZA/Y79ttgXiD76G/C5nZzq69X38tf++roB58S14zh/7Wt3j8TgUY8F+Bxj2Cr72F/vi3FtHY/Y7xr1eMX149qdgvbU/QhEO+s2RNvqdvs+zo//fef/+OxvK+yr+xmI67dr01BCG6JPNWo5BOp9zon+tvs/jnNOa5/i2Nji+zjP5v/EmA1kVlI5ujcJaWLswkiR3YHguS0Vy8ieEolEIpFIJBKJbsIokd1EIpFIJBKJRKKbkWQ3kUgkEolEItGzSLKbSCQSiUQikehZfCuy6xfvVgewPEi9tuQ3wQ8K/HLar657DVZc8Ethm3WER1Ym7eBHF361XC8t5pfhlurxK+axDfpulQR/24HsrX8aP2Cxvulyyy3Xv15vt4Fu+GWw5apiSbRYt7ndK3JHBfTRfawMMDphzWmrhXzTD4isOsAnjCwsK2TJID5nTAB9pJfa3Q701K/Ma19hOTYrNIyuZcWGEvrvxRojs5xf6KmVHwYDvxWx7nLrj9vGZNAXvqD2D2KmfeJn2Ax/GDE4XnAkLnvBSZyfv6X5P5Dl3XffXWRjhamAJfPIjOwCYm/IuwY5uwZ9HdvAxqysQy78e+zDVezjz8Pfh76KayEra93bV+v16MagyS7nHAuKe/2jdU5HZvA5d8uGUJZegkG0TJY3gDEGy5uMynqtfnlsyRVLsQTInOzIcGwD+R577LEDJkmWPLJYeAQBxM4axd0KS9ZZVmvcccctL14RtCytxJ4spdNJcER0c3QTf8tGWWKLLrcDsm/pucGQcH2xlNCYAvpIL6232w76bmmuePkOOJZsegECmrWER+blF/ymX+UPdu1w6w2PzmXYhhpWNbLcHF9g6TZrLfMPXrJgn6UtvZADrE9tn6X7/C8GeymL9aftt9xbLrH1f7CmvxfYkI31ncmVLL3C3DKflju0BKBlzWL5S8vkhT0idpYONAZj44tM8LZY+tS66RJZpNfbEe2zdGck9ny7fV76ZCk5SayXzthnfX3vZRiOlVS+vP+XLRgErPlqwXeOxtp3nI1KhM4L4jpjnV0OyOLP1kl0vNdLqlpYrxd5W2CBBYowrFM7KuRwKMBR64O2a2NUVAVxhmCffssGrSlKhBY+N4jW/FShsd6k42wUQlbkzVA+WyPUG5QMOIIT+7xiU3XPOp7WigWvJUWMHOM1iggvQo3EcIz2x9qE3Qx9FfisyanN1sTloPWVDtjHmKxXam1RC+rLwFXKp5hiiuJ0rDVqjVLHkj9ZkZmlZPwvSbDeLh20fjE9s/4xOXm1qPOs+zyclSBkl15xsvSKTlk43Vq0dIHD9ZILbbW+qe+Bntn0zfleThLyc2y9LrG3EdpHF61jjewiEl7qYD8Z1i9s6DSsoWuVFlm8gOFlKO7rTYIcn/VwBRjrtFpb2ZrUvp933nkLCVRRoQPWorW+Krl40YJjvKwAkdQfn23e1KeyMFRQIbPernt5kYKKBX300oSQqdf88mn0j28UTL323MsXJGxxnDHhQ/lL68taE5Se02Hf8yNBEAWNkB27GapZMfqBAKiSkrXx0Wb+3b35Hz5G8sLu2JMXYljfmq8DLw9xrDHj4/VfgPPiGKRXv/XNMV4cQh7WE3Y+8uDtm5IDSY23bjrObJbYIqHlQ8OGFVisk+1e1jYmdzEk/Ai5jikzADWsRRwvJGHr3r7phUZkrSqmnwpN7IM9WFvWq3HJ0XixOzZkLVn20UsV71EBP8nXWMuZvdEZ9jvPPPOUtxWSLbsld2/1Y+P8ED9JV8UuxSY+mq8eG8kuv8u+zEZJpLw4xvJtfC/7FH+8HMSax8iwlzbx92bjVM8lEyrobHjbbbcdM8iuoMLx2EwXUxCZOePUOS9fEOAsCO9NKJQIcRTUODSv9nOMTMBbczg2hKWbYPrRm1y0yyAZIBUYxMGbzBBQBB5hs6g8ESJp+qzvqloGO1564OUFXprAmSFsAriAYp8XRLimtwKRFSeOKHt7EIeF3AikgiYC4KUe7uWeZCkgIoYjU10fTghaFtCnIyoQAh8jiaSALugfWenr9773vZJ50xuBnqEwNg6KDDl6xNA7+ZElBsXIkCxGR5YqwsgicugFFu4tQA7XNAogu/rjHe3GVbVA4KdPiAbdomfGVnuRBMSWU9E/euJtXY7juP0v4NEXwQ4h4pA5J9dXIUJmkAFBEBGhe5z6UIEvQIpUA7zYg5/QHv2WvBgzgUMFHhmSzOiPFy/QDSSZflvDm44Yc8SJTOgNO/OacgGf06UPAz0u0AmwZ4kH2SOfCAd9pEvGSHKiwsaJGyeVOAQ2Xiqhaml8tV9byYWdG1vJmPP0i10LDuEvkBxj5e2MbMO5QwGB3fX10wtv3B/xpZfsiR9EbNmbN77ROW0iE2+CpFvGVuKlyihxd6y3oCGmxtl4Gmu+1L2cT8+No1kxAZRNO59P4w+Mr4ocQux8+uz+zjfe1nl3DJKskOB/ts8fus+YBiTWGLBhstMXOmE8JIn0RL/ohkTEPjJl++KTWOqlJhJJNueNY4mvZpXNlEqkyI2tkTW5ml2RmEXFEfGVbEoeJB6SDZyHj6KbdH9sJLtskN/lt/gl/o/f4+f5D36LrZOxIg7757djPWMFCvosGYvHIEY3vvQhX3qRQYIRcToyfIEVseOsXCo2jhnZ9YYcYKBBdjmm+lhkpZuAkFD0uuJsgJAN5AsEAUFP4NIHDhs5DbIrAUCUGRYFYFCyQ4GerMhFUKc49ZuikNYgu4iaLDPaQX5kygEyPgolAKtkdLtjUwXnKGLMvSZaNUhf6ZLKLOKves1xC2gcTU12kTaEyPmCJJ0KsmuKW2KhmoHMGhvHkCEZq6Sp/Dp3OJ9lo1sqMYKUhBGhMOsRZJc8OBDgWGTMHDASJdiTkyocx4sYhjxtgj05RH/pXTzGQKZsEjnz2ATZDBVaya5EhP0gh5wm8qNqwkka+7oPqnnswtuz4nlEtlIfg7CrzAjuHqXiQNnfUIGNxfSwzVjRR2RVYGTXgqWEDjE0PhKUILvsVyJCFsbeeNZkVxJIj0G/jKMKinFEPs1QqCIrGgwVVBElhIoQqrjsLh6vic04Gi8kM2yMvpKBWEDnAvxdTXYjaZP0IBnAbvnRmuzS8/qevqczZG42gqz5VFP0rk12iLl7KaIA0kLOg30GuBtAV9iAN0/SJ76eX6zJLpg59dlbB8lPcmXWil6xe8UaiWLiKyBbik1sSvWRvFrJrkISmLkRUxWzgM4bA68xl8gpGvTKozODAb+sQo7DQTuyC5I13MfmO8kB2XpMR3UdCY7HDkcnvvQnX3qUQYCiqEzKjDxTZDqWw6Yca665ZgmolIHBDUR2VZUEYc7J8QhAN0GQFZiQeBmhQCBAIfYqUEitvlB+jyeQgSDF2QfZRWZUr1R19B3R4oD9JSdyISNBwjVVk01TBeFBdlXNBRyETfARiMhsTCS72qrNpoONuYo4Jz0Ysov4qAzSIVUlzivIroCogmu8BEKJien8biW72o78qbwiqEF2OQyVLe1F6hwryLcju0gEOaiCkSl5IUl0RsDnYDwaguwiYa5LpyRQw0l2tUtVj/6rBmqXV7/qgyn+muxyitrL5/je5loCFBn5jBzyNUMF90Cw2Kn/+b3BkF2BkU6bzufobTXZFRTosKCg4sk3ks3oJLt0hMzZDbnaJPzar898OsLVjuwaL/6MPho/VXjx4duQXdc3gyMRdl86MBDZNeaquGTlnmbI7KfbfOVwzuB8G9Afft/sgXjA1tk02SGu+qhi63ESuqjqz6chFGTARsz2iD/Gkt0lvoJZQjFFIicei0eSZEkF2ZoJZNOSDbNu/JfZAwSNHrNvz/xKeiUYY1vVnD6Kz2Zy2JhqOfsjGzbPfs2y8dd8ArvkA/guOixO+euxEfY/HLY5aLJLARid0wy8zJqRypDineXYv9L/QGRXsBLEHcsoObBugkCqAubZHm2MjAV5ivf8C9BkYeOIBXJTbsguw4r+2RiSRxoYm8/koLKlCrnffvuVfaaeBEEZZ5Bd8Ozud7/73XKMIMP4xkSyy0EjNMiPviBvgyW7yJ5KnvP1n4MPsqtyjCjENF7IslvJruoBEiew62OQXY4kqtecq6AG7cgu8q8y7FjT6J4DB1VE+zxDLwFAZDzS8Z3vfKeQa8FTVj5UGBHZjSQOmULKja/28gUCdU12wTOw2u0YY2ncJQs+29gS2Q0V2BYbcy+P3HhsZDBk18yNNjp/nHHGKb6gJrv6q19xff2F0Ul2yVTSgDCGfajCaBM/jxjwPe3ILiANjhUD7NPmb0N2FVPCT0qIyHkgsivmOE5gVYxwjM9kzXeMaTDNq/2xsWOxCLnymc2wD/rEluI4M2biLV9orPg///MVia8KLXxNyMumKMAXxw/U+Ct2jozVx3mkLp4vpVNj62MMbD1kYlZWrFH0MztpH/mybzZMnnEsH4gY8ys+8+P82xjxzC54noXBCUY1yfJZ4EYAAdng1AHjlx04FxinayAh3ZiBq2Ko1mojhwMeMdAf+0ydQfQLeXGOv5xMHGcT7AVCffUZ8XdtA44E2kduyv/2kY0AAM5TzXRMTMs5X9bkXPJ03eGYFhgsBFFORl9Cfvoq0OqLftgfxyFzAiwyYAwE0JCF84CBIVISBzIgR1vomWsIkqprznfucBhaIHSDA+As9F0f9ddYAxloJ10K4mEGgV2RU/wPbMyxdCzsiHO3T7/di97QXcfYJ5kgs6GCfhkffXRP/XN//dFH/xtTbTMuZKC9xt84Og9Rdh7ol3Y7Rttj/Hy2kcdQ63/IWbu1mT5qv/6QN73UdsdpjzaTMf0E9up84+x8m/PppP7oV1zfGIM+u57Pzh+qH6hB+LH60S3jpE38eizNZKz4Jm0W9MMOjVUcS9/IIvTUZ30lE9c3zkA+PruPvjpOX+mPa/nrPmQcciNrMmIXxsBx7gPaFZ/HBH/YCrLS/tiCVEW8NT76xaexqziObOwnj4jBEbMSX+kxGYW8bHwM8DPkpTpOZ0OHYmN/AXJ3nfDJYxOCu9jICwchLzpqn+STrfJRvo9jI86Qr8/sfLj43rciu4lEIpFIJBKJxJiAJLuJRCKRSCQSiZ5Fkt1EIpFIJBKJRM8iyW4ikUgkEolEomeRZDeRSCQSiUQi0bNIsptIJBKJRCKR6Fkk2U0kEolEIpFI9CyS7CYSiUQikUgkehZJdhOJRCKRSCQSPYsku4lEIpFIJBKJnkWS3UQikUgkEolEzyLJbiKRSCQSiUSiZ5FkN5FIJBKJRCLRs0iym0gkEolEIpHoWSTZTSQSiUQikUj0LJLsJhKJRCKRSCR6Fkl2E4lEIpFIJBI9iyS7iUQikUiMBJ599tm+/xKDxeeff948//zzfZ8S7fDuu+82b775Zt+nRCcxINl94IEHmnXWWadsp512WvPFF1/0fTMwPv744+bwww8vAzYyuPfee5t99923eeedd/r2NM3DDz/cbLjhhs26667bPPXUU317OwfOKvpl23///cv+V155pdlll12+9t2dd95Zvrv77rubSy65pF8GL774YpFJ4NZbby1tds5VV13Vt7dpPvvss+bEE0/sv557wEMPPdS/z3bcccc1n376afnujjvuKPv22Wef5qOPPmoefPDBZqONNuo/drvttmtef/31cmyAzH136KGHNh988EHz8ssvl/vWOPnkk5uXXnqp79PwQLu23Xbb0tY33nij7Hv11VebXXfdtewz9vDee+81Bx54YNl30UUXDah711xzTXPttdeW/8lk9913L+fcf//9ZV/A+BjDGnR1iy22KMfbNtlkk+auu+7qv4aNDhpP43j66aeXfQcffHDz4Ycf9l2lsyAT9vDaa6/17WnKeB522GElSGjLIYccUtoOjzzySLPffvs1zz33XGl37SSPPfbYfn0bbjz66KPNKaecUoJdjaeffrrZaqutms0226x5++23yz592njjjYusf/e735V99MZneg7kc84555T/Ow33d6/NN9+82Ck888wzzQYbbFD277HHHv26e8899xT7DBxxxBHFZuH9998v17A98cQTZR/cdNNNpd8XXnhhuR6fE/bMr2y66abNDjvsUP6H0FP7H3/88eJbjblzY7v++uvLsZ2CcYr2bb/99s1bb71V9rO3uOeRRx5Z9vFbl112WZHJjTfeWOTEp9ZjbWzPOOOMfr1lP+edd16REXtyPX8Dt9xyS/Gn+hl+kf3yg63xArT1tttu6/s0NNAHNvaLX/yi9J1PGEqw5fCVl19+ed/e/4P20K0tt9yy6BP577nnnv3jYxO/jB198pkvHQhHH3108TU1xKU6lu+1117lOsZnsOCj2Ppkk03WMdvVDu0hg7CXGldffXX53nixy9tvv/1rsZR/oaf8ic/8Dk7SCu31vRgaOPvss8s+sSv0URviOvzIYCH+LLbYYs2cc87Z3HfffX17hw4333xzaS89a5fEkd/6669f/G7YoXaRIX9kTOGFF174Pb8VIN+QH3365JNPyn4+y74DDjig6JjYT5/tiy18aafQluw+9thjzeKLL16cPSGstdZazfHHH1++0zHODcmIoM+Ba7wGC8j2a+iVV15ZDLUdySI8ZGKaaabpJ4iC2pJLLlmCA9K3yCKLFDLUSXCKSy21VBmoCKKIjLYvscQSZZ/thhtuaBZccMFCvHxPIcKBM4hVVlml/K+Pq6++eiHmzlt++eXL8RyHczgR+6+77rrSN8ddfPHFzdprr13koh3aI5Bow7LLLts8+eSTxbEIAOSItLgGZ8ZAayU499xzixNxLUponATgpZdeuu+Ir7DCCiuUBGa4QCeMN4dLf8iPDqy88srFmDgH+wR+gREBsm+BBRYoOtcK+6abbroiJ1hzzTWbgw46qOjuSiutVByYMUBAfvOb35QxqYFA0y1yveCCC4qTcW+bfQL37LPPXuTKsWkbvUQ2O00uAoKWYIAAhXORZI033njFESIHbIJOabs201M2+stf/rJZccUVyzHguG/jcDsNY0C/ta0mCOzKOJHzmWeeWXQXBBRjZQzC9hFMesMP8QucJxvqNOgMu5Es8Wnki1Qcc8wx5X7ahFREP4wTnRAAVl111WaGGWYojhupW2211Ypf097llluunzBus802JcjwNc6VoArW7IPt+w5501f71lhjjeaKK64oPkfbyEQbtIVOzD///F8j050An8T/I9f0nX+Bvffeu4yXe0d/tIUc+De2zL/ttNNOJdliY9qorzZjDvybMTXW5OF6yK2EiM7SFfdGLtkvHTIWyAoCbAuwzx/96EclkA4ltFd76Kz/25GiTiESHH6HbPjAKLwA/88ficHGQ5voaegFHVpooYWKnMlXYcb+hRde+PeSAseIKRNNNFE5HxAWMv7BD35QzhP3FF/EI7rGnvnZwUCMNEbinrjI140KJNDiqfaJgewkfB9on+/9pb+nnnpqsaeIpfbRW/pD18Uk8de+Opliv/SRnPSBnvP/YpnrSL7ou4SYz+WPtU2SOLJFPxDP5plnnuJrjjrqqBL/YjyGAsbYOOozPaNDNfhA+/Sbf6JDErCZZpqp+EZEOAo/yyyzTL/fMr51ccpxiy66aBkHvo4O0CGxVQJ71llnFZnT+YjHCl2S5oiBnUJbsmuAGVhUijg/WVQ4X4pPWSIb/9nPflYU2EDPNddcRaFk947xV8Nbs3HEi3PUeVkBOIZRCyYMjMF2etqIsbtvVBk4riDqgk0NgcSgfxPZ5cRVeAJkZeANZOv1OGtGLnBSZkoh05ERCQrug9CC88k6Aqvz5ptvvt8zAHKMbIqhML5uJLvkzUg4JH3jYPRdnwQ2oFeIzAknnFAq2AKqMWjnGBkOHdVfkJhwMiBbRJjpId2SabeS3QCdRlQYZQ3OSqAFxEMyMtTQT6QVaadHoP1sin4AG5MgcuSICKj60jXOkj3Rq24huyeddFKpDrSSXQFbX8ifbI0BsAU6oX++j32q864jKCHGQZw6Cf7HfUDw4SckP2yfHrIpwQ7YodkA4OMEUw5cgOOz9AF8lgALGvQRifE3yBLfoz+RbAOHbyzpg7/AbgSfqDazJwFXhbTTEHTYKPD7AhiwN+MisQyyw9fwofpvnOgee0ZO9Z1N0wGfY8wUQNg4fxR6biaKLesP8uU6ZCZQkrWiAv1BBFTTgO4goI4ZarIrILuH4shQQ5AXK0JefEDtfyQU/B3wkcYkYkAQYQkSeYnlEXuRltYqsT4ZnxlnnLE/thgDyQo/Qxdd05hHtVGMkpgMBoiiuBexflRBR6M95BGEP0C/xAGQFIgBAcezT/yG/fHvA4Eus02ydBz/4/yIWc5fb731yn72+G3BZ/DZiLvkf6hhrCOBCmJbw/jutttu5X+xh/9WeImiRKCd36pJqjgtngGS61ikmB8Eesu3BowrP0PGnUZbsgucFweFyCJmBoPD0RmKpBPTTjttqYYwFI1jnAKzgMHxOw4Bm3766UsGGuDIVORUIQWTcOwBmbwAImPqNJBdlQCKpX8yFcI3aNquzTZkC0kHROnnP/95Od6mb9rM0TinlYACp8K5tAOjl0m7FketIiSw6zN5gaDGaVEc8iILMh8I5M/pCSDdSHYDnLB+qxJxwoII/dLv2WabrWSQiABi4zgBlI7VUDFT3XSNILv0iSFy0nPMMUf/YxxkxzkPRHYZPAOsqwJ0cuaZZ+6/rzHm6OhMZMNDATYgwHB29IccjDuyFGQXTPc4TlUCkF26IkCaAosqw3CTXckH2auct5LdAOfO2anuIy/GWz84QckuUqV/dEFy7ZEOgYWMEIB21xxVIJJ0a+eddy4BlNNH/gR9QZLO0MEI+HSMk6YnCJ4gjCgDX6byQRYSMG0P8B+OU7UWNFU3QRCeZZZZShJt7MG9yTACPH3gO2JacCjAPiPI6ZcARUf1f9555y1tIgOJIt9kbACZJwvxgGzoo/EL8ubYWp8RB+QNueUHgqTUMgX7JcnxCBkbQdbYw1CTXTrIh4477rjFJtv5/E5DcYW+GIOopAP5I49ApvQgkgbJWGuRxXXEbroUBayA8WmNY/bxh/YhMO7Bv8QMAjuMx1hGFtosPo0//vhl/EMXRhV0VFEt4maA7cbjEvwJsg7iqbiumgnnn39+0T0yo6NiML2uIR5IwNhqJMNANjGDo0LJj7mG64lPUVAbWYhRuNJUU01VdHuw538b6KukvXU8VVfDpvhgvtgx4gp91FftjWQd6Ja4WZNdMciMAv9unMR4PtX1zB5IXCeZZJJyLD31OYo4nUZbsksAMeAyQ0RC1iIDZDAyPxsDEqB0QOClwAzEQAkKcZyN4wpw0AZ11llnLcoxwQQTlI4zMt8hQMhOpwyiRmtll7LLNhFEDlxbKTxyG9ULg9qusmtQZSF19VmbkSRVTH2oQUbkWld2baoVSAGiFlmQ9qh2uYdzKExUg1ohM6M8jE7wR5SRshqmUl1zuBAO1F/gJFTAOSt6JOBzSAhBZND6Ti51IKNvkghEYMcddyy6QmcExLiOSlT9fNU3kV1JDcdUQ0XXtQP0wrWNv4BeT6N2EkF2Bf+oLNOVmuyyR45G4OUUyDPILr1DBMwIIL3DSXa1i+MiN0GHPtYJRa0Pxk+wkYyxn7Az5EpyFCAXYynBIR9Bq9MJHHKqUqkSxHlrnzb5q132I3/aENVPqIkZv4GUgT4iu9opYCKCIFDyqcaQTrtWEGSkg081foIL8AGCDFsHOqid2jUUEODZkX7ylfoe/pjN6qs+s1UyU7iIR4r4OcWAGO+a7LoO/dQfbafz9FlCBPQXUYGoFAmOcW+6zh6RO/5Vkk8PELChSHxawQ9LSsJPDxXISRGGHsWMVUCyHcUM+ka25AL8WTzbDq7DlzpmIP/frmhj7ILsGl/kOpJ8RKjVZ44MXAcR5KuQw1GFviNaklHXrsGuggAjqDE7QU7aEJVwMuZf6Tj/iZDX8ZyeRkIptkiswHXYtaKKOIU8x5iQmf9jTAYD/tI9vinedwrGXSwVQyOhDNRJJz8kobJv6623LjLhz3A8can2WzhdTXbpn1iNVykisnWg0/ZJlhX7wPnuM1Rxqy3ZVTWhHOFgKAtH6y/nwxHaDDAlaSW7BDH33HMXx+x7naIAAdkn4wklEsAdb+pQ1oxoEOhQoJXsIvACB4IYGTGnafpNMNKOgcguIKoyFgELHIc8CwgqhjE9rm+uTxY12XVNVST3QP4QXHKkBAK6YwQVMm7NykGwMCYy54DjOLdQGn8dUzuz0Q2GxQHQCcGLg2EEyAynwPnQHY5G8EKQjBHnbZYhQDZ0xzb11FOXyjyigOg7l565jgAbGIjsuj69i6QGjD1iVmfwnLsxY8SmTQdb1RhZBNkF06X01D6y4lSMq3FkP4gfJ6Gd5EcfY3wRkO9///tD5jRGBoKP5wWNkzZPOOGEX3tUhP8QdPSPfrMVfRJA+AOBx/d14EFozBBxuAIPuxMcOgX6gKCzuwie7FgA1Dbjj3yahUE0a59Wk13nSII5dGND7+k6PeQnXJsvqBMyY4fE6S9bjud8yQDJQJLpZQRphHGoHq1BdFrbp3+Cm3Hj/4wpu9EnIBN6qm+CmgAaqMkuOUTlRpwQ/ILAgyoceZEjH6jSz3eyUzJS2ZbYawOiQ78mnXTSMrtYj0enQd/oKrtUDPmmWbZRhZjA/7H/dn3iP8mNTqq2khddAWMQz+WKHZIIiXHoTTuMiOzyiRI1iYh4qF1sdDBQxKAHYqNrmdEZFZCB8TcONbkKePxGO9ki0hY6x4+yrYjXbCtmVIxvbWOAH4hBfINiFH3EdRwn6Q3Qx5iaNyb82GD0kX2RiUIh/iXJiVmcoYD+6zfZtEsSVWzJjz3zu47TL8k+HcBVtLHVb9G/4ElgzPlo50hixVJxDA8KmcajLfwJXTa2Q4G2ZFcHKRFHy0kxcJ0hFB3nbHRQxmifDhos5xEQh8hpOUaGIvMK4gyyifgVPTA2z4xQLASGU3VfmXtMz3QKlNJzkTII99BegTUGMsDZUmjZDIfBwcUgMhAGC4xJgIzrycrCaRg81Ur7OQ4Gb4D13Y+m7HeefpKZ71RSyF1ywfjA/bStVqIA8jX55JOXa9koD3B4grR9rjecVV3QdoSRgXDUCKxkxz5Eh07FtBOSpvJLd8iZfiANHE0N1YXI3pFm/XVOK7FFTt0HODLOC8icnGtnSU/DSQY4N+OK6EgChyqo6qPxAjpneokecgbsSbslYfQEOEbH0+mQE0jcPGpjWrgbYJaD/PgKBIed+58OGDPESX/tQ+AQLb7DcQE2IGDRGfaj32E3nQLSJYHQHtenB2QqmeKT6K5ZBuQL2dXeAJt3fFQzneNRBM6bY0fynIuAGLeJJ56437/G40501CM4/GkQWfIyNcgXKS7EPSWEQzW+bKluX/g642VcjI8AJthHsiF4Cmb8GTmIBwHyUjgIIkxfwfFTTjlluYfNd4Iin8bWxAT2SmbijjGgLwJxDYQ7pqWHCsaDPH784x+XZLKTetcKwd54I/DkgjghbxLb8O8+q6L5jt5EbOCfImbSRcSOTsd1yA7hqxN2vi50PRCxXGwE8TH8K24QPmhkoQIqAfT4niQ17OTbQsI/xRRTlLihb4imMcE1xE1+QrLtnvgL3wr6L16HHfH9qruuQXfpER1UgJKs8r+eyaWPxp3N8Uum3p1jM6OhP+KXz2R06aWXfs0/jAjOV+gzVriBcR6sjAcDZBUPEou1WdIISC1fSwbiDfniMDEjZWZT/8gq7FAi2Oq32CvfJVaSn3MU+IwRX8Hn1TIF8jaO7j0UaEt2E4luA6fTiccHkNl4zjeRSCQGA4F9uCBh6sT9kRCP741uIKD1M+tDASRecWJUITGtZ5VGFzyWM5yFqUjmRxUS10gwugVJdhNjBGTJnZje6NR1EolEYnRCtTWm30cFruFavQjV6XYzoIOFGDGYymyvoH6UZVTQqet0Ekl2E4lEIpFIJBI9iyS7iUQikUgkEomeRZLdRCKRSCQSiUTPIsluIpFIJBKJRKJnkWQ3kUgkEolEItGzSLKbSCQSiUQikehZJNlNJBKJRCKRSPQskuwmEolEIpFIJHoWSXYTiUQikUgkEj2LJLuJRCKRSCQSiZ5Fkt1EIpFIJBKJRM8iyW4ikUgkEolEomeRZDeRSCQSiUQi0bNIsptIJBKJRCKR6Fkk2U0kEolEIpFI9CyS7CYSiUQikUgkehZJdhOJRCKRSCQSPYsRkt3HH3+8WXPNNZvFFlusWXjhhZtTTjml+eijj/q+HRhPPfVUc/jhhzeffvpp3572OOGEE5oZZ5yxXH/BBRdsNthgg+bdd9/t+7bzOPbYY5vpppuu3M/2u9/9rtzvqquu+tr+2Wefvbn66qvLOfvuu29z2WWXlf/h/PPPbw488MDy/7PPPttsvvnmzaKLLtrMO++8RT4ffvhh+e6WW25pll9++XK9ZZZZpnyGPffcs5lpppn677Xzzjs3H3zwQfPaa681W2yxRdm32WabNW+99VZz1lln9R839dRTN+uvv37z/vvvl+sEjjjiiGaeeeZpVlxxxeb+++8v+5Zbbrnm+eefL//DXnvt1Vx66aV9n7oH2ks2+rfhhhs277zzTt83TXP55Zc3q622WvPxxx/37WmaL774orn44ouLvOeee+7mtNNOK/tvu+22Zv755y/XIfO4znvvvdfstttuZcxquI5zHEt29BAeffTRou+utcsuu5R9r776arPxxhsX/fTXNYcCzz33XDPnnHM2N954Y9+er/bNNddcRU4XXnhh6fcLL7xQvjvxxBOLPjzyyCPFhurzVl111eaJJ57o+zQ80C46yW+su+66zdtvv933TVP8wlFHHdUsvvjiZcyi7cYp9p155pll30033dTMMccczSqrrFLG9eGHH2722Wef8l0noU30YL755itt4Cs+++yz5oYbbii6pk3skz7AGWecUb6Dhx56qFlqqaX6deP2229vFlpooWbJJZdsTj/99HId0Oc777yzXMf37qN/cNFFFxVZsQf+ho7ec889/dfhW15//fVmu+22K22x/fSnP23OPffccn6nwL9H++g8O4HDDjusXw5777132cdv7bfffkXX/NWfZZddtnnppZfK93DttdcWuwm/9cYbbxTbcg79cD19fuWVV4rv5FuXWGKJch3+lRz4OO1ZYYUVmvvuu69cJ7DWWmsVGY9N4Pf4BbLbddddi9zE6hifiGtAJ1daaaXmrrvuKp8DdPK8885rZp111hIv6Jx99JFPdB1xyFiKXXyPfXR4ZDjAcGPppZduFllkkdLmiOXAh9AtNqq/4qLYzfauu+665vPPP+87sikxefXVVy/fbbLJJs2bb75Z9vMVZLfDDjuUz5988kmxQ36K7vIj9o2p4KvXWWed0m/yY8MBPk+MFJf5eH7ZMTjTJJNMUuw7QE923HHHYrv8Kt8X4FdWXnnlfr7Ep0QM52vCZ3YKIyS7O+20U3PMMceU/zlaxhTOhsOiNIIuaDxisd566xWlOfroo4tSCNJIBVLYqgA6deihh5b/dZqzbDXKToLTtAW0/+abby4Easstt+zb+1WAFWDAYFHsAMfKwXD0yJj+MRBGpJ+cxgMPPFAceBBOZGWBBRYojoPcBEpwDX1+8MEHm4MOOqifRG+zzTZfc+Avv/xyCaYCfQ37KRFizMCCoHFWzzzzTPkfBMhOB8VOgCMRxAG55VxAYNQvzqp2rP5naJwvo0IOOSBjcM455/Qd9RWQEnKQxLQGQ3roOsbZ+e6DRG6//fYlkAgQxkVApv8MkX5KxiRGQ4Gnn366mWyyyYq+0Qsgm4kmmqjfJtxfUoAEISIvvvhi0bGZZ565bPQB9IcjGk7wA8cdd1xxildccUXxHwHtnGGGGQqZsR9hsU8SeOuttxZbQpDJhC3ccccdzUYbbdRcf/31xV/43GlILNgvkuC+nC4dY5etBAsQQrpz5JFHFuIh4XCuQGFsjAudEnQRORAw6Zz+0mV6S05kwD/Q2bvvvruQD9e2T7vsd51IdCCCDtvvJPgudql9l1xySWkrSJjJpYZ27b777uU4bXHOySefXHRYsEKAZ5tttiLLSAQkBmRqHBVEQEHhgAMOKDFE8KT/bHbbbbctY8AXkOGpp55arh3gByaYYIKiZ2MTxJ/av9M5hEIsE4v4KDol7iAUP/zhD4td1XjyySeL/6RT/O4aa6xRbFBMrmMwvydORrFk6623LvG920GH2xXb9t9//+bXv/51SbDJkG6SnxgsKajtid+nb+KF+IroAzueZpppio8CcmbzdJTu4hN13BrTwHcpygURDeB3/Bxu1No/fuDggw8uyWmA38db+EUF0Eic+ZJZZpml6GzEOnFtqApJMEKya3Bl0xyYhlMe2x577NEcf/zxJZAJRoIykiCzsU/WJGvnkDlLCkQBVKJqBWRYqlDO5/jcayg7zMFypu5nQ961t5XsymRkNaB/KhNxjuAkCRAAtbceXA6es9EXjr4Gg3Es4yEH10KkXENgI6eoFHEsDMq1nCMYtKtm+Y48kQD9ikrnmEJ2tVMAIwsOA8jpkEMOKWPValTk6zvyJxMVDDIgq9/+9rclMzRWjAthRhwYYSvZZWCujUiAMSZzOhvEhuEKokhWOHeVdtcbCiASnDCb43i1XwCqE0DOlF5ONdVUxcaAYzL2+sD50ofhJrvGUCBVqTW2yHltJ4JqEBj91EdZv3MkdMZcnyRA/Az9FbwknWZC6mt1CmFLQP7ujzAYA8RcUES+EPHHHnusn3QhXJIOhJfe+S4SZXom6TVjcO+995bg6T702F+6T5f1nR8EvkC1zfippgF51LqpXQKFe3Ua0T6QlEsA+cjJJ5+8kG9BPQog/A47UQUP/2Rs+VUEgo5KGGuyyxbPPvvsfl8JZBl+IBJ2uuE6ZGpcJAmKC2IRkLnxoPNjE9lFQOiaJIJ+SBLoigSJvZBjFEXoHf+A8LaSXZVgekrfxGeVOYmIit70009fxmyrrbYqBRpyR6RBkifB62bQO0UCNqKPQbL4IQUlckN29Uk8B/rKBpGyAJ6DowDfv/baa5f/nUfWKt9gVkYxj/6akSLTMRn80YQTTljkJ97wXaDffFBrXOYvybS135JaBJnsJPb8CPCZdDPILluedtppS4VdLFBADd/QKYyQ7ApEskRMXIkakeC8CEBgYhAyHMHIQMv6QOWFc6YsnKTjOEoGVQuEIgkmhMFIOTdObahQ388m4LofsjvppJOWdnLm9l9zzTXlHCSCgcc5ZCBAMaBQ/oBAYZMVtToE+4Fjd426z5SrDmaqw44x4JwbRQqFo2QCrrGJa1IeRiwwwZhCdscbb7xiDCeddFLJABmAjXw5o1aj8j8dQ4QFXERUdYkj11/GZKwYVsBYtJJdsqPDAioImqpTDM39AakWxDnAqCQK0to7FEB22RLSrb0SLm1QbQyyiyDQkymmmKIEKwiyq91ILn3Wt+Eku2xcG1WgOC5TeyFXQIYRP86OfCXJbACRkbDoI8InoCA7bIWjdY5xErzpSFQFOglEUpuMAX0iT3oSspf4sCXtCNDBILuSNhUiqMmuJCb0iN0iqnyNhEySq2oPZKfqwd4RGGglu3TDd3XhoJPQPn5e8HFPcjAVzO+oxgeZldRrJ7/KJoGsyCLIbVTP4jNSHLrrPhIito9wsTeVN6hlCgiM4ImA8Yv0ip9EMsYmsksXJBnkT0biqljFdxgHekuexg+MHf/QSnbpjtlXMdmsgQQaSRZL4jEU5yly8Ul01TjyMd1OdrWf3eoj/RJL2S8/z+70V3wht0033bSc047sStz4UnFB3+t4zx6C7PJPE088cflLRxWz2MqYCuSTvpAf/sffBiREdVxmw2yynQ3iHXy/IhxZSYwDZhaC7JIVv+p/voGutVaVRxUjJLsyFs4fdNxgy/ZNa9TBC3Qoqh1BdpHkcILtUDtJ4MDqxww6jdbHGNyfwdeVXQEW2Q2D16d2jzH4HgkNZwwURCASDIN4BhBblcT6MQZOG5lmkIyOvCFkSZEEw1AKcB3K5/rGIKqO2iPbBwYaAQUYe1y7m8CBcNiAyOi3KgLCqlqLMNVTZogAxxOPOxgzzpjjCT2VYMXzntCO7DIkJJLBAaIhgKhqRFBApmIcQ3YIdm2wnUSQXUFftYqeIHjaGWSXrXCkqjn2czhBdk33ctSIo8A1nGSXrtaZvjGIWYdW6APyVD+igwwbZ4E3gBAiVxzrBRdcUOwmEtJOgT5wzpIa0A+Bnu9jq5Irn41NLd+amCGD/Af4bJwQQvYtoAKdJR8VEXAt9wV2jGTSB3IByRmbDxkhePH4WKfB57AnPicSbO0Ocm9M6RgiEEEwKsDORSaMXQTDmuwKauwbjLGqvVgSvpYfNFtD1lERFnj5ZGAb5MxGPbYjwZcUSShC13odxgLJB/Ika8RNhZJMQ0/pGAxEdmvwnZJM+uXazgEEpU7qgB6LQd0MhCxsC+nlM9k0PaEzU045ZYkdEuzQR/6TPsdsXyv4LzEpUJNd/CFm/IwJebc+8jMmgT9SBQfJu+Qp0Ep22a7CZ8TkGvhV+FL2LDEL1GSXL4lZbfZOp4PvdAojJLuYuWlDDSUAz2UhsrJvSq/Bgj9SwABayS5F4/gJjsNCEkNIQBhIhet4VoyShIMdCgiWApX72UyNqhjUZFcGSHE5Dw56ILILqnwqjWSjrwKYQRP89F+1233cV9DjrMlT9mc/xVEFQlrdQ9XZfo80BMlzP+e0g2DK+bunqpjzQUVQ8BF4tItyCsLdBvLzrC0yp40clP/1ncwENLLlxFWMGACHhXCorMvQycsPBVTOOHRjUFe1a7Ib10FejDfyiOS6N0JBH5Eo1+b8OS73oid0WmAOJ9ppBNkFOoX8MHx6496SHuSHPAQ8bVFhcV6QXVA5G2ecccpxwwmPmZC7dhsTui7J0E56y670S7IpGRNg2Z1KAn+ichnZvb/sVgLnGOcgfN8UwAcL7aIHbJM9kqv78gPaQ550gn7S2yCuUJNdOqYoYLaCbrFvMpCg+E5yYppYFYjuemaSTzSeyJ79grN97u1ZQaSfHsQYq0DF1GynoT0eCarbRw4CnkQesdWnGDtgE4ipKrDqWTxqADXZNbauC/pKZq7jPgiX8aUrZEw/VIvI1EwVWYoxfJxj+TV+gg9AkDsdHLsVxoJtIFvkaVzIgwx8pqdIBXuDVrLrfHpEfyWO4i250lnxiS0qFkRl39iy5SuvvLKMv/vVz453I+iPxwNxCn5ekUKb6RCdkSApepEDu8NN6KUkgR4hbuTmWORYHHU9MgjUZFeRQYGCHptVZJ9kOaaCv8JfjD351ZX8VrJL3/iDmLkB+uh733kW1zniMB8eIKsguwgzO8bFJPHxOF4nMUKyyzAisOg0IQSQEfujUsrRUQCgWJQHcWQgDNGxkTEGOGzX9Z1NxUZmOlRQKYt72TgHENyiegAcgWdukXR9CscBMh19AsFLQI/r1dUpskPC7FdtjOAo447jyUVWHhAg7RcIAgJdLfdW+N45quhRJaVoqiZxn4Gy1eEGmSAX2lg7EkAKZNOUHkFlALFfsuGcGBdOSwJmXysJ4OCMGXBiMRXFIFWTncOZAYOlz/bRFTDGkhb7OLKh0k/OkU0BfZQEsBeBh2PgsKNNwMYQP47WsRHsyRSJb5dpj06QpeSB3CSTqn4CqP9B8GX7nGA4SuMg2ZDcGeeAPhpHoMsSZETI2HQK7uG+2muTLCJakiCkgK2yb/vqx2TAMdoT/s1n12D/SLNEM+wcuYt72Og/6K/P5BGVTnZsn6IDHQjQR/o7FGhtn2APApfPfJn2IRT2BfhJMzJ0uLYReq29ZKMSH31Dmuv7hEwRDLKmOxHwVOAcI8kIHxdQidSWsQmhK+ygLmLQU2MQtgJiMP8QMYAs4/lqZMZ1+NMgZ3RXwmJ/+Nfa57KTMQESVO2VLAYxC4jZURAJWUquzA6QF7nGI0P03/etFW72qBAS8NlxZNftycCIQAaKb/rDr9XEk/1FXAb27Nj6GIl9JFc4luvgJ3VCStb4Tvhw8nacmDwUvm2EZDeR6AZwxPWjCd8WKrXxCEkikUiMDExfq073wqaaFr+3GZWNLx1ZqNq1u0a3bmYc4hnlb7vFM/gjA0l+u2uMqZsZATP67b4b2U1S3Ukk2U0kEolEIpFI9CyS7CYSiUQikUgkehZJdhOJRCKRSCQSPYsku4lEIpFIJBKJnkWS3UQikUgkughWs/Brdb9Kt6pPK3xvBZpY4ikQ++pfxoPP9dJQASukOMe96nP8INh1rMwA7hf7OrkCyqhAv7UnVlBoBbn5Xrvr1UH8H/3S55CzjSxar+WHeL7zl7xqWJkljo/2uEZ9v25FLb9WfdFPfQu5ONa4x+c4z3Gxn5zbjcNAcol7hExHNJ6jiiS7iUQikUh0CRACS4VZZ9uawtYwbV1G0Lq4Vgyw9qulxhA7a63bZw1e6+LGMniIg6UILdTfCstzuY91eC3diLhY3tDLidzbfmt9O87avfZZoqsdcR6dsLyiNXG1xy/3vXmvJkiWuCI3awLbYlk7/bOUFrmBVRC8L8B1rFLhLWj1smGWWbPus3XWfR8vWgBLuc0444xlKTdEL9pDTtaZHgrC1inQFyuM0BXyscxfDcTU2HvJhj7RCUuD+d+m397yKGmwagLZkKll3mogs2RnjXByiWUnwepKsc6u46zvbMzoqWU2O50wJNlNJBKJRKJLgIhYfD/W/vZWx1i/HqwP6+Uy1h5HaK3JjfxZPxwxRby80jdIm7WtLaOFtNVAoC0P5VzXihfmICBexgBe8uE7L/KJNb6Rm+F+G6d10+O17da+9gIE/QhIBqzZqlpoXdhYY9gLDsgCyauBBFsqzPr2NcmyDqy+qj56eZb1YwFBc/9f/epXhex6MUe8Qc16u166YBy6FXTCGuD6bQ1/41vD2s3WukZw6VtUXwExRYS91EXSQ4ccb317+2v5Sdror3FAoGNNaOtBS7KC7NI38pMgkKfrRLLWKSTZTSQSiUSiC6FypvKGhAaQTm/oUq314pN4+QEgDciFKhmCAV5I4kU5rQTPCyMQXEA4rIXrxT6Io+ORHS9Pch3VvHjpj7eo1m/UGm5olzcN1uRItVul2gseVC1jTWDE2EtTyK+GFx+0yqcGAkce8fY/VXRv7LSeLHJWw0tRyKjTZG2ooOotCaiByE4yySTlDXGIe/1adgmBNzxG/7yt1WeVbS+PqYmxF3PRP7MBXmRCz8A4SAqC7NbwYjHV9k5XxpPsJhKJRCLRZVClVa017V4HfgTUNDLCZVPF9awjqLQhEqaOVexMG6tyqgy3kjnVUcQWgux6G910001XCI3KsillFTuVS8d6ZMCUdDeQXQQU0dWv+k1+4G2bCKckAeFSxQy0kl2yVdUd6KVFZOothxIIpFnF1v8SEVPzQXaRPPJGDuvX1Xcr9NtbzoxxnTCBPnszGhnrn4QLJD70Ld5YGK+z93ZIfZc81ZVdRFeVlq4hxd6YGWglu9pDt41n/cbaTiHJbiKRSCQSXQRTvquttlp59bKp5hqeG1WxBKTE4wlIXRyLbKiyec4WOTVdPM888zQ/+clPShUvKm+m9u0HjwAgLarGQeRAhVSlrQZiGBXO4QRitPDCC/8eUQOPGEgE4Pbbby/EN9BKdpEtFdp4bKQVZK3yGaRM1XvmmWcu4zP++OM3a621VpG79pjSl2yMCVDNph/xyEoNJNj3INGJRMn/oTPgtdR0DfywjFzqH7t5lvrss88u/3t0QnIQaCW7V1xxRdHVehajk0iym0gkEolEl0Dw90MdFTFEAdn0/O3LL79cKpjI7DbbbFOqqwiuY1Ucd9111zLVrkKpSqu66PlKJESlFpHwPLBnWFXOkF7nILSuhbQguZ5NVQ31vCUy4plgzxDbf+CBBxbiWD8fOxxA+CebbLLSf6Qe0dQ3VUh9fvrpp0t1Wx9Ux48//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</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<ol start="5" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Patrimonio</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">, 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:10pt; font-weight:bold"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:413pt">
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">2025</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">2024</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Patrimonio inicial</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> 171 </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $ </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> 171 </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> $ </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> 171 </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Pérdidas acumuladas</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> (2,658,384)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> (2,463,412)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> (2,287,632)</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:147pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Total</span><span style="font-family:Arial; font-size:10pt"> patrimonio</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:7pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:63pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt"> (2,658,213)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:15pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:61pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> (2,463,241)</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:14pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:10pt">$</span>
</p>
</td>
<td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:double; border-bottom-width:2.25pt; padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:57pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> (2,287,461)</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<ol start="6" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Otros ingresos</span>
</li>
</ol>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los otros ingresos se integran como sigue:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:490.6pt">
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">5</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">4</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">3</span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Ingresos por accesorios </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">36,466</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">5,563</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">$</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">42,188</span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Ingresos por seguro de garantía MBIA </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt"> -</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt"> -</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">52,753</span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Ingresos por intereses de inversiones</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">7,968</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">2,403</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> 3,110</span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr style="height:7.35pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:231.4pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Total</span><span style="font-family:Arial; font-size:10pt"> de otros ingresos</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="width:30.44pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">44,434</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="width:30.44pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">47,966</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:72pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="width:30.44pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block">     </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> 98,051</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<ol start="7" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Administración de riesgos</span>
</li>
</ol>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">Las actividades del Fideicomiso están sujetas a los siguientes tipos de riesgo:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt">a.</span><span style="width:27.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Riesgo de crédito</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Representa el principal riesgo del Fideicomiso debido a que las cuentas por cobrar del Fideicomiso están representadas principalmente por créditos hipotecarios individuales que le han sido cedidos para su cobranza, e implica los saldos pendientes de las cuentas por cobrar y las transacciones ya acordadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las operaciones normales del Fideicomiso la exponen a un incumplimiento potencial cuando sus deudores y otras contrapartes no puedan cumplir con sus compromisos financieros u otros compromisos en tiempo y forma. También está expuesto al riesgo en relación con sus actividades de administración de efectivo e inversiones temporales y cualquier interrupción que afecte a sus intermediarios financieros pudiera afectar negativamente sus operaciones.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los depósitos bancarios e inversiones de corto plazo en el efectivo y equivalentes de efectivo contienen riesgos de poca importancia por cambios en su valor y se encuentran depositados en instituciones financieras mexicanas calificadas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se presenta la calidad crediticia de las instituciones financieras, en las que se encuentran depositados el efectivo y equivalentes de efectivo:</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:508.8pt">
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">Calidad crediticia</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:8pt; font-weight:bold">5</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:8pt; font-weight:bold">4</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">202</span><span style="font-family:Arial; font-size:8pt; font-weight:bold">3</span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:8.5pt">
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:225.9pt">
<p style="margin:0pt; text-align:center; line-height:12.5pt">
<span style="font-family:Arial; font-size:10pt">AAA (</span><span style="font-family:Arial; font-size:10pt">tmex</span><span style="font-family:Arial; font-size:10pt">)</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12.5pt">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">22,047</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12.5pt">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">26,863</span>
</p>
</td>
<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:79.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:12.5pt">
<span style="font-family:Arial; font-size:10pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:10pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:10pt; text-decoration:underline">22,775</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A continuación, se presenta la clasificación del saldo insoluto de la cartera de crédito en función a su calidad crediticia. La tabla siguiente no incluye intereses devengados acumulados y accesorios:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<img src="data:image/png;base64,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" width="668" height="159" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La clasificación por tipo de riesgo se realiza en función a la antigüedad de la cartera.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">b.</span><span style="width:27.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Riesgo de tasa de interés</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los Certificados Bursátiles devengan intereses a una tasa de interés fija, exponiendo al Fideicomiso al riesgo de valor de mercado de la tasa de interés el cual podría originar que los Certificados Bursátiles generen intereses mayores a los que se encuentren disponibles en el mercado en determinado momento.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Análisis de sensibilidad</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La Administración del Fideicomiso realizo un análisis de sensibilidad al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y 2023</span><span style="font-family:Arial; font-size:10pt">, para determinar su exposición al riesgo de tasa de interés para el pasivo bursátil vigente. El análisis de sensibilidad se realizó aplicando cambios en el valor de la tasa de interés con variaciones del 0.1% sobre la tasa de interés bruta anual pactada sobre el saldo insoluto mantenido durante la vigencia de la emisión de los Certificados Bursátiles. Ante cada 0.1% de movimiento a la baja en el precio de referencia, el valor razonable de la posición de los intereses del pasivo bursátil se vería impactado el Fideicomiso desfavorablemente en </span><span style="font-family:Arial; font-size:10pt">$2,634, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">2,</span><span style="font-family:Arial; font-size:10pt">617 </span><span style="font-family:Arial; font-size:10pt">y $</span><span style="font-family:Arial; font-size:10pt">2,826</span><span style="font-family:Arial; font-size:10pt">; respectivamente.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">c.</span><span style="width:28.22pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Riesgo de liquidez</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso hace frente de sus obligaciones derivadas de la emisión de los Certificados Bursátiles a través de la cobranza de créditos hipotecarios individuales que le fue cedida contractualmente.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El pago oportuno de los Certificados Bursátiles depende directamente de que los deudores de los créditos hipotecarios cumplan sus obligaciones. La capacidad de los deudores hipotecarios de efectuar en forma oportuna y completa el pago de las cantidades que adeuden depende de diversos factores incluyendo su situación económica, familiar, de empleo y otras. En la medida en que la solvencia de los deudores hipotecarios se vea afectada en forma negativa, existe el riesgo de incumplimiento a sus obligaciones. Lo anterior puede tener como resultado que el patrimonio del Fideicomiso cuente con menos recursos líquidos y esto afecte en forma negativa la capacidad de pagar las cantidades adeudadas bajo los certificados bursátiles.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el caso de que, por cualquier motivo, los recursos líquidos del patrimonio del Fideicomiso no sean suficientes para pagar íntegramente las cantidades adeudadas, los tenedores no tendrán el derecho de redamar su pago al Fiduciario. La Administración del Fideicomiso monitorea continuamente las proyecciones de flujo de efectivo y los requerimientos de liquidez asegurándose de mantener suficiente efectivo en inversión con realización inmediata para cumplir con las necesidades operativas.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La tabla siguiente muestra los vencimientos contractuales remanentes de los pasivos financieros del Fideicomiso:</span>
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<img 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" 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<span style="font-family:Arial; font-size:11pt">d.</span><span style="width:26.83pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Riesgo de cambios del valor de la Unidad de Inversión (UDI)</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La liquidez del Fideicomiso también puede verse afectada por factores tales como los movimientos en los valores de referencia de las UDI. En el caso de que, por cualquier motivo las variaciones del valor de referencia de la UDI se incrementaran según su volatilidad.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Las partidas que son afectas a este riesgo son la cartera de créditos y los pasivos bursátiles, donde el riesgo se considera minimizado al tener tanto un efecto activo como pasivo.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Análisis de sensibilidad</span>
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<span style="font-family:Arial; font-size:10pt">La Administración del Fideicomiso realizo un análisis de sensibilidad al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> para determinar su exposición al riesgo en el movimiento del valor de la UDI para la cartera de créditos y el pasivo bursátil vigente. El análisis de sensibilidad se realizó aplicando cambios en el valor de la UDI con variaciones del 0.006% (0.0003UDI) al 31 de diciembre </span><span style="font-family:Arial; font-size:10pt">de </span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">. Ante cada 0.006% (0.0003 </span><span style="font-family:Arial; font-size:10pt">UDl</span><span style="font-family:Arial; font-size:10pt">) de movimiento en el precio de referencia, el valor razonable de la posición de los saldos de cartera de créditos y del pasivo bursátil el Fideicomiso se vería impactado favorablemente o viceversa en </span><span style="font-family:Arial; font-size:10pt">$128, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">228 y </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">181</span><span style="font-family:Arial; font-size:10pt"> para </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">.</span>
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<span style="font-family:Arial; font-size:10pt">Al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025, </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">4 y </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt"> el tipo de cambio utilizado por el Fideicomiso para evaluar sus activos y pasivos denominados en UDI es de </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">8.665387</span><span style="font-family:Arial; font-size:10pt">, </span><span style="font-family:Arial; font-size:10pt">$</span><span style="font-family:Arial; font-size:10pt">8.340909</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> y </span><span style="font-family:Arial; font-size:10pt">$7.981602; el valor de la UDI al 4 de abril de 202</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt"> es de $</span><span style="font-family:Arial; font-size:10pt">8.798878</span><span style="font-family:Arial; font-size:10pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Estimaciones y juicios contables de la administración del fideicomiso</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las estimaciones y juicios utilizados para la elaboración de los estados financieros son continuamente evaluados y se basan en la experiencia histórica y en otros factores, incluyendo proyecciones que se consideran razonables bajo las circunstancias actuales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La Administración del Fideicomiso realiza estimaciones y proyecciones sobre eventos futuros para medir y reconocer ciertos rubros de los estados financieros. Las estimaciones contables resultantes probablemente difieran de los resultados o eventos reales de las estimaciones y proyecciones con riesgo significativo de ajustes materiales sobre los activos y pasivos reconocidos durante el ejercicio próximo es la siguiente;</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Estimación para perdidas crediticias </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Como se describió en la sección de principales políticas contables, el método para la medición del deterioro es el de perdida esperada.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso reconoce la pérdida crediticia esperada de por vida cuando ha habido un aumento significativo en el riesgo crediticio desde el reconocimiento inicial. Las estimaciones de deterioro se realizan por toda la vida de los créditos, debido al alto riesgo que refleja la situación actual de la cartera de créditos.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">A partir del 1 de enero de 2022 entraron en vigor modificaciones regulatorias de la CNBV en cuanto a la clasificación y registro de la cartera de crédito (Criterio Contable B-6) para la implementación de la NIIF 9, modificaciones a la calificación y cálculo de reservas de cartera, cálculo de probabilidad de incumplimiento de la cartera y cálculo de la severidad de las pérdidas, debiendo calcularlas de manera individual por cada crédito para la obtención de la estimación de reservas preventivas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las pérdidas estimadas por deterioro de la cartera se cargan a los resultados del año en el que se determina. La recuperación de créditos, previamente deteriorados, se registra contra la estimación para deterioro de la cartera de créditos cuando se cobra.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En periodos subsecuentes, cuando las circunstancias que dieron origen al reconocimiento de una perdida por deterioro cambian de manera favorable, la estimación previamente reconocida es revertida, registrando el efecto por deterioro de cartera de créditos en el estado de resultados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Con base en la metodología emitida por la CNBV y los Criterios Contables que le son relativos, se determinó una Probabilidad de Incumplimiento y una severidad de perdida, conforme a las fases señaladas en la NIIF 9 conforme a lo siguiente:</span>
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<span style="font-family:Arial; font-size:11pt"> </span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">% de incumplimiento</span>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold">% de pérdida estimada</span>
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<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:8pt; font-weight:bold"> </span>
</p>
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<p style="margin:0pt; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">Fase I </span>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">1.10</span><span style="font-family:Arial; font-size:10pt">%</span>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">0.1</span><span style="font-family:Arial; font-size:10pt">3</span><span style="font-family:Arial; font-size:10pt">%</span>
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<p style="margin:0pt; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">Fase 2</span>
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<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">74.66</span><span style="font-family:Arial; font-size:10pt">%</span>
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<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">9.02</span><span style="font-family:Arial; font-size:10pt">%</span>
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<p style="margin:0pt; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">Fase 3</span>
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<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">100.00</span><span style="font-family:Arial; font-size:10pt">%</span>
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<td style="background-color:#ffffff; padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:79.9pt">
<p style="margin:0pt; text-align:center; line-height:12pt">
<span style="font-family:Arial; font-size:10pt">9</span><span style="font-family:Arial; font-size:10pt">2.16</span><span style="font-family:Arial; font-size:10pt">%</span>
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</table>
</div>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Lo anterior aplica para los activos que no han pasado por un proceso de adjudicación; en cuanto a los bienes adjudicados, se estima que la severidad de pérdida puede llegar de un 10 o hasta un 100 al % dependiendo del tiempo transcurrido desde la adjudicación, habiéndose registrado su correspondiente estimación en 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Hasta el año 2021, el Fideicomiso registró la estimación por deterioro de su cartera de créditos con base en el índice histórico de morosidad. La metodología utilizada para determinar el saldo de esta estimación se basa en un modelo estadístico de tendencias de incumplimiento, el cual fue suficiente para cubrir los quebrantos de los próximos doce meses por créditos irrecuperables, habiéndose realizado una segmentación considerando el número de acreditados activos, y aplicando índices con base en los historiales de pérdidas y recuperaciones de la cartera de crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Valor razonable de los instrumentos financieros</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las NIIF requieren que todas las empresas revelen Información sobre el valor razonable dé los instrumentos financieros para los cuales sea práctico estimar su valor. El valor razonable es él montó al cual un instrumento financiero podría ser intercambiado en una transacción corriente entre las partes interesadas, que no sea una venta obligada o liquidación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los niveles de jerarquía de valor razonable 1 a 3 se basan en el grado en que el valor razonable es observable:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Nivel 1: Las mediciones del valor razonable son aquellas derivadas de precios cotizados (no ajustados) en mercados activos, para activos o pasivos idénticos;</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Nivel 2: Las mediciones del valor razonable de Nivel 2 son aquellas derivadas de insumos distintos a los precios cotizados incluidos en el Nivel 1 que son observables para el activo o pasivo, ya sea directamente (es decir, como precios) o indirectamente (es decir, derivados de los precios); y</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Nivel 3: Las mediciones del valor razonable de Nivel 3 son aquellas derivadas de técnicas de valuación que incluyen entradas para el activo o pasivo que no se basan en datos observables del mercado (entradas no observables).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Las siguientes premisas fueron utilizadas por la Administración en la determinación del valor razonable de los instrumentos financieros:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Efectivo en bancos e inversiones</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El valor razonable, el cual corresponde al valor que se presenta en el estado de situación financiera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Atendiendo a la clasificación las inversiones de corto plazo que tiene el Fideicomiso y derivado a que están cotizadas en un mercado activo, se clasifican en el Nivel 1, al 31 de diciembre de </span><span style="font-family:Arial; font-size:10pt">2025 y</span><span style="font-family:Arial; font-size:10pt"> 202</span><span style="font-family:Arial; font-size:10pt">4</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Derechos de Cobro - Neto de estimación para pérdidas crediticias</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">La cartera de créditos se encuentra denominada principalmente en UDIS y se convierte a </span><span style="font-family:Arial; font-size:10pt">Pesos Mexicanos</span><span style="font-family:Arial; font-size:10pt">, al valor vigente de la fecha de reporte. Asimismo, existen créditos denominados en </span><span style="font-family:Arial; font-size:10pt">Pesos Mexicanos</span><span style="font-family:Arial; font-size:10pt">, provenientes de reestructuras pactadas a través de los mecanismos de solución de mora de la cartera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Dadas las características de la cartera de crédito y los riesgos implícitos al evaluar la recuperabilidad dé los mismos, se considera que el valor de libros se aproxima a su valor razonable.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivo bursátil</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">El valor razonable del pasivo bursátil corresponde a su valor denominado en UDI convertido a pesos mexicanos conforme al tipo de cambio de la fecha de reporte. El valor de mercado de los títulos en circulación es igual al valor en </span><span style="font-family:Arial; font-size:10pt">libros evaluado</span><span style="font-family:Arial; font-size:10pt"> por un proveedor de precios especializado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Considerando la clasificación en jerarquías o niveles, de acuerdo con el origen de los precios de mercado utilizados o de los factores utilizados para construir tales precios de mercado, se establecen 3 niveles para clasificar, Nivel 1 es para inversiones con precios en el mercado, Nivel 2 para determinar el valor razonable se utilizan inputs observables en el mercado de instrumentos similares y Nivel 3 no hay un mercado activo por lo que debe determinar el valor razonable mediante un modelo interno. En caso de los pasivos bursátiles que tiene el Fideicomiso y derivado a que están cotizadas en un mercado activo, se clasifican en el Nivel 1</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Los valores según libros y los valores razonables de los instrumentos financieros al 31 de diciembre se indican a continuación:</span>
</p>
<img 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/P2t7992GEL+F6O7/20XfChiEUXXbQ588wzh/ZMHXzO+1nPelazzTbbNDvuuGPZEDdfyZocvId03XXXLW0Gn2H2ft3LLrusfHjFu0YTo4cvj2233XaFrNbYbbfdivzvu+++oT3THxIvhGTXXXcdDkq+ZulDD/E+8Dbo7ktf+tLmqquuGtozPvBlTR9WESwlB74Q51+fD/eRikHtTUw5yNBHQNoJFhLry3yHH3740J4ZAwoE9YdM+GFE1qfmB0GRwzn0aTxx2mmnlY8E+eiPRMA7yvltBY4tttiieeyxx4bOTIwGPhLm673tIgfyTdZ1QjaWSJKdSPSAc845pxCOn//8583jjz9eKnw+yf3QQw8V0ur/NmTYBx5qku3l+Ui56pxzVKlVM1xLlQ4pe9vb3jZJxRDJ5qjvv//+QuJsvlqIQB966KHNHnvs0bz3ve8tzoRT16ZAm2Q756tf/eowyT7kkENKOxBERNBHK1Q599lnn7JfJcYXDfXF34iZe8PZZ59d9tlUyse7ShRQZX3DG95QCJiKnM+m+3+0TVJBJoJa7LP5PK8gF31905veVPpqPHwowTj47LRjBx10UPnwDGddX9sHaVwbyfZ7wdx+X5K0vybZPmSjkuW4r0NOzyqWD+6suOKKRVZIN33cfPPNS5Ci39E/ukXfapJNDuQT51x66aVFr8mTzOiK4ObaAeRG5c75EkQVR7YhWaWDPqHsmGvUqEm2D1L4lLJ/kWztoY90+oADDii67tj2229f5EznETKfHHdtiYV+k7s++ABL9MGHL/RheoANkxnZHXbYYaXN0S5y9EU7PiT2xX4fSnKM3tnnt2Rq1oQ/ULll147F59dde+ONNx6+hq88Bsmm4/Zrh8prTbJjfB0nR7+p/cx4gu6YyfPVViADvsxsB10Ne7b5aI921iRbYmkWxHG+mxzp/ZFHHlmIGr0hy4Df84t8i9+4D/1RVPG3D6H4VxGkXfioSbZElu6TK52VFITe+5AQGfsQC53mz4wfv6FC6xz7zOJoj35qp/38mo+3TC/wr3RQ37TRB2P4PW2z0T1tJv/YZ6PTxsLv/E3v6COf7ONexkhccczHZ8hHDDTucQ1xzLWRbL8PW7jooovK/ppk8+077bRTOe76Y2HvSbITiR7Akb7sZS8rRMlU6/LLL1+cJBx44IFlihVhnmuuuYoDrkk2Ej7rrLOWQMfJIhCcqP0zzTRTs8IKK5RrcCYBJNuxeotAyKnNNttsxeH6LeKh0hdok+ynPe1phbAgRgLTMsssU9q74IILloCD7Pus+EILLVT2X3311c1yyy1XPtXsb8cEG1Oe//d//1c+7Wy/rb7veOL0008vMtUWzh0RjDYZG3IhK8TLPuc++9nPLgTZMg9B0P4111yzfNJXIBOon/KUp5TA4PPTPjsdMwBxbTKxCdJItnOM6RprrFFmNsgySPZdd91VlvmsvPLKhSj6tLXp4+kF40f3JHn6+4pXvGJ4+QiZ6B8i89znPrc566yzJiHZvoBJfnQc4fIpb/qPnNNN4yA5kXQG9txzzyJbervUUkuVYEfHycHn6QVHx8mzRk2y2Yh7+RfJNrtD7mFHiNEll1xSxtM9kBUky+eX11tvvUK0kEmk3nIv4/W6172u9HWvvfYqSdD0gPZrF10zHr5oFzqmjWSH1PqbLpIxXfWFUp/zp9/6xsdIlO69995COsjW32YobJJjviaubWwROTbu/mYG7Hcd44EYBskmc+PketprP72ZXpAUGVc65ouWlsEhpHwtYqUfq666atEDfilItjHmM3222znktMoqq5Rz+L+ZZ5659JHeBNiuc9Zff/3yG/dlE84xFnSQLZAnMlijJtkSwdVWW620AfF75jOfWXwB/0DmSLvxcE1tlRDyQz4jbjzWXnvtog8SJURTNZ9f16bjjz++EP/pAX5MDOL32BEb1Cab+KLPdDLGhYzJii+VEOuH/c6L4hW/+fSnP70k/2yXDOmg2Yu4Np/Fn9IB4+gcY8f/GCP2ESQb8bffRhd8hl3c6BtJshOJHiDTln0LdMgHBxnTkLJjn9dGoueYY44SoGqSve+++xYiwdGq/HKeHCqSMsssszTnnXdeuU4NJJtT4hQQGZt7IHcChsCrIqBCjdj7ZG1gciQ71pYLAIKsdZmItKoWCMDaZaoTkBsOjIN0ngDPEUa1eHqAXOacc85hkqgdxgE5WXLJJUugjbW7AgIZqZDYZyys2QOfoCYTVVrBDaEzrhw0ualgxbUROIkWmSHwAi3H73xEdLHFFitkNEg2HRBcBB3k1bWN3fQC3TNjQf98Pl67YoZC/1SC6BUyrR81yZZk0VnJpo0MJTCIBxLQ9eyBcaA3foeg+Q15I4LGSSURwZDs0dnASCTbdein6q3gagwEeLZ26qmnFtKhSiyIq2Tpn+qYe/sdoiWA01+6ML30F2lF4CKx1o4bb7yxVKGRX9VV1Xf7yZ7MyMCY6IOxcpyvQR7Yv+TSmOgzGSB09bXNIBhbZE2l332CWHq2gP7yBWQsYULOn/GMZxTCohLIHvib6QUzfcaRPbOnD37wg2W8wz4lUmRAZ5HSINn0VwKMmIMqKzJnqQySbXanva6XfPkM+kVXEEr+QUKEEKsimw0iM/Ksl4CMRLJdy73oHv+FKLMB1/HsD91HHs1ysA/kk79B5BV42ILr7L///uO25rgLxkBboppuDCJGaq8YoYoM+qivEmJj6LixAr+nk55t4jfZsYo9faVvYmOMr2WPEkdjLLkiJ4TaOERs8ixBkGyzMPyv88VmY8Jf940k2YlET+CcVXZk00HSkAPVOJUoDgSxaJNsThTpC5ItwHK2SDaChyS0gWQjGshEDQQHURNAANFFxhHwwORItt8AR81RIaoclAf2wLWQbMQeEFB9QVKA41MN1D79nh5AsgVB1ShO+Oijjy7VH0FXYEMgBTJTsRIfARkEMoFa9QUEMU7eeYIoUgimilXtBUzjKXALan5njINkIy7kTYYCgPNrki0gmxVAbG3Tc4kNSJyMm0AXY2epgYBpnLWZDNokW5Ay5vRPFYk+q34j2Qhg19Q14qDqSt/1XZJiaYfzkUBA5vxdPyQ6EskmYwTR8gEkG2FmP/YjTTXJVrlHOBEp+hD45Cc/WUgakmn50/QAmaiE0il98QAqvQEkGsmWJCAF/o6lH+Ttb9U9JBtxCZKN2Ejowx7oHj12bbpNFsa2JtlBmq0b5teMdZBsSyme+tSnFlmF/l5wwQXl+tMLZkPMuPHDkSQhz3SEHCUGEuE2ySajE044oVxDQih5CJIt2WlDIYJ8zERF3yWmQbKDQLKPSGwCI5FsNoRkO+YclWvxQdWcviKY/AWiiGQjm/pjfIDfef/731/8NhnU9x1PINlkatkOAkwPjQtYWidxISMEmxyj/YoXfI9lZCDW8L+KGfRfX8GyM3Jmn+IUn8tv8jk1yVYVR7LFNnGYfdQk2zVWWmml4THky8m1TyTJTiR6AjLFYcrKrVsGzlNVxLSZKiBy2ibZSIBKiGl2Tl9A4KQQh5FItkoUx2B6MbZbbrll1CQbQXItTlLFRHJQk2xESsDm2JwnqFtHqK/RDkkCUqud0wM1yebkd9555yJXciF3bTcVq+2qGdqr3Zywtat+629TieShwjqIZKuEqrYiRq4tEATJpguu7TrkKfAHyRZkTF8LOCE3+jA9IckQnLQV0QJLACzDMP2u3fS5TbIlIYIhkvDqV7+6VAaRFYnYIJKNVNMr60f1XaKDTI+GZLMJNsiOkBSkqibZQM+NI3LJftgHYq2N1tBqC4Ir+HtrxfRATbIRLklALCuid0i29bz8CfJiPzKHOEhcInFDtJAKU/NdJDsSfzJzP2Nbk2zj69rkxcaRICSbD0PkjY3fOUcl0fWmJ5Bf/bKMAti+godEWhvpgfbXJJvfCtt1jiSbruvrIJKNPJKn8/zGxufTl9GQbPorOdR+tqFwUZNsQEDpP78irvBV7mdNcbRF2+jFjECyJQ1myPytbXyl9pkV4Sf4X/J3TJJPX9m0v+k8XebHu0g2eZMXPafv+uz8INlkIx6SH7vwuyDZ2sb38sEhtygc9Ykk2YlEj0DSkLEgBQKaaoRKH8LpwSrkgIHLsuMhDWuBOQnnmaIVHBA7RFi1og0ZvHPbm+uqGrgHIPOuwaEHZPyy/6geIEaclaqtc1WoXEtVCJnk3JHt+k0DHkbZZZddynkqJzF1rfoebUGQpldVFulCCpBG4KTJm7MXiJFuMhdoo702lbuodvub40WY7UPiTNcD8uM4IimxQbRd//zzzy8k3f1UtQVI1WznxjIc+kD+Kr6cfsixHYynF7RPRV0yBsY1dEIgNzUtiNJdxEr/6avlGM6xCaB+p4JPNpKLNlQWEev4jcqsezpfRRD86+9oC6g0WcdNZ9mGaq5/kT6yNCXtevqAkDtmvGOmRbsQaueowqrQa7/N8xLRntg/PYDEsmOVS+01O6RN9MbUuX/5iWirjZyMhfXCodeWeZABXUOeEXPXQ2Yc938+ixzYq2TJv3yP5CfG3bURdWNmzP3Gb9lQ3F+7ppe8Amb2jDU7DCCg9ILOsFeJFL/IR0rm+Cj+i/3qBxtn32xRMsIXtKHv5Mx3+g075yMkOf7mN4Gs2Ey9XEQb+CbyRLhVdi3zo69sC3l2jXhQ2ph52Jjsgf4reDiHv+a3QT/00X7/1ksExxt8HZ1BdkEb+V5xhM74lxwkaNobW8w2WS7m79A78uOXjCOQr+P8jNkvPsC4m0lRzRYHJfH8S9iCmAASarImT3FRWxxH4t27byTJTiQSiUQikUgkekaS7EQikUgkEolEomckyU4kEolEIpFIJHpGkuxEIpFIJBKJRKJnTJZke5DCg00WiluAPjXw0JEHKMDTvJ5stug9kUgkEolEIpH4X8ZkSbanZr0qxRfRPN3padcpgTcSeC+h34Anv73SylPpiUQikUgkEonE/zJGJNneh+u9hN5v6D2pXjHm1TY1vBrI64RsXivjNUyq3z4C4BPEvgTl1T5e4eIrPl6a7zUrzo/KuFflIOPxblTwaiuvs3Ged7J6xU4ikUgkEolEIjERMCLJ9i5NL3GPjyd4AXr97kXvifQBDZ/N9dJ1L/X33kMk2ocovDTfS8X93js9fazAOzi9i9aXonztB5Bt53uxO3ihvZeKe9G9r4K5r/c+et9nIpFIJBKJRCIxo2MgyfaVHmuxkWTrqH1BzbIRJBm8dN6L2n1xyhIQf8fXvu6///7ySV5fkvOpUahJto87+ERrfEnJMddWsfbyfR9vQLqRdZ/E9DJ4v3V8SperJBKJRCKRSCQS0wsDSbavJPk8pUqyyrJlHj6BafkIAu7rQr6GhmQjzeBfy0VgJJKNOPvKDiLtk72q1D516iFJ90LAfVY0vprkiz4+N+pTsu6dSCQSiUQikUjMyBhIsqO63N6e85znDFeYfRMeyQ5iXWMkkg2WjCDZPoG5+OKLl+o14n7zzTc3Sy65ZFnLHZ8R9Ylia8J9c35G+OxwIpFIJBKJRCIxEjpJtqUfHnJEkq2HtmTENtdcczVPf/rTS0X5j3/8Y7P77rsX8ut7/fClL32pOeaYYwoRtrTjGc94xkCSbUkJMo20zz777M0XvvCFsl/12ltIll566VLV1pZvfOMbpZL9oQ99KB+ATCQSiUQikUjM8Ogk2arJHmZEdn//+98P7f0PMX75y19eHnJUXb7kkkvKw4krr7xyebOI/Srbfn/WWWc1M888c7PFFls03/72t59AsuHAAw8s1XEPOdb3+exnP1v2v/nNb24++tGPliUqru0NJYlEIpFIJBKJxIyOTpJ9wgknlAr2YYcd1vzrX/8a2vsfeBhSRRtptj76m9/8ZqlE26yr/uIXv1geTnzwwQebNdZYo+zfZJNNmvPOO68Q8qOOOmroSk1z6aWXluOWitR49NFHm2OPPbZZZJFFynHXufrqq4eOJhKJRCKRSCQSMzYGrslOJBKJRCKRSCQS04Yk2YlEIpFIJBKJRM9Ikp1IJBKJRCKRSPSMJNmJxBjgscceaz7xiU8M/ZUYCxx55JFD/0uMBVK+Y4dbbrmlvDUrMTbwdejPfOYzQ38lxgLpH6YMA0n2PvvsU94w4m0iXrUX21prrdXcc8895aFHD0Z62NH7qz3oOLXwXuzbb7+9POh43333lbeZfOtb3xo6Ov3hNYW+YultJ/9ruOOOO5oXv/jF0/2NLV75+MY3vrHowv8C4gulK6ywQjPbbLM16623XnP99dcPHR0faIMHjFdaaaXyYSdt+MpXvlKOkbO3+ngjUNizt/94VWYbPki1yy67lGusuOKK5WHk9segXO+9731v+aAU3HXXXc3mm28+7C/4jznnnLNZZpllytuJRgsPYn/yk59sVltttSJfPmO8yYpXlH75y18ubdA/D2Yfd9xxJbHSvuOPP74c0//VV1+9OfHEE5/wADn4DsBee+1VZGPbe++9y9jVcM2Pfexjzaqrrlr+fuSRR5qddtppWL7GxutVPSBuvEYL7TznnHOaNddcs7xelR6PN1nxmlY6ueGGG5Y3S9G9ww8/vPQd7rzzzuYd73hHs9RSSxW5+fJw15eAfT3Ya1+9DpacvHr27rvvLsfcg96su+665c1V66yzTnPdddeVY8blIx/5SLk2Ge+2227lnn3A/d/97neXj7yJr9tuu23xxeOJhx9+uNl1112H+yfG/fjHPy7H6N9pp51W/IPvV3g7mDeJtcFfXHbZZc3GG29cOAB99xIE+gpexcsvGCOyP+SQQ4Z12yt/fQfDvfmmM844o+zvA8Zu3333bZZddtmiv6997Wubn/70p0NHxwf6iRvRW330FWw2BX/605+a/fbbb/gY/bvoooue4H/5UTbvnNhmnXXWIm9vb/Nv7A8f62UV4NXHfCO9jnO8pa0PsBvkWtvcg5/47ne/O3R0fIAvnnzyyaUN+i6GeVkH36V9vtESshMf6HPb/z7wwAPlOy8hHxsZ8nc46Vve8pZJjvGx3pyH+/KzL3nJS4rex/F3vvOdQ1d+IgaSbA7fjRAERCw2GbggQ5kjgFCIaXl/9RVXXFHeLHLvvfeWYP2d73yn/H9GAZLtzSj/iyRbpn/uuecOB67pBQ7DqyC7SMhEhLfoMNSvf/3rzate9apm++23L++cF9jGC9oguPngkwAjwAmovsh6/vnnl6Dn7UCOCQYCKsfShjcJceaC4tlnn12+AHv55ZcPHW0KsRFYvYJzyy23LPv4BtcKf8GmOUKOr4+vtXrLkL4IzBy8gMoPSdLHCwiJAMbR33jjjYWEcrp8pfZxur4TQL4It7+7Ei1+hewFKXKiNxGMA37HmZM9sBNOPuR7zTXXlP4j3oLPaMG/S84+97nPla/uIrAvetGLeiOZUwKBbJVVVikE2dd+6TOy7bWw4sR2221X9I1ennrqqeUYYtEGok73yBQhRLgkmPDLX/6y6BHy4avDkh1B96GHHmpOP/30Im9fOSZ/JPSggw4aJpCjgetstNFGJSkTmPkIsbaPsZtSKGwgIRdeeGFJLHbeeefm9a9/fSmUff/73y9JCbnqu+QZIW8nfxIY/dCHG264obxVjDzpJDvXJ7Hz4osvLnEG6f3e975XeAPSqYjn+r6jQe/jq9GjBb+gb4oKxnurrbYqfXDf8QK/SxZ8Jt2KogZuc+aZZ5ZjdNqxD37wg4UIRvIX4EfFxrBz5/M5vifCBm677bbhY2TM/xx88MHlt/Rd0sj/xDl9FDgAZxNb9IP/3WOPPYoOI63jBbbM5n2Xhf9V/FEw5Lu0z7FTTjml9N8x8uZHarDlOk7RezYvuSZfiW8cYyP8kVjODrwVz3jS+zgHBx6EEUm2KlaX8VMABrr88suX92OHA3YzAeMHP/hBGdSoLkRgcExnnI/cqdAI+AwCCbnyyivL7wSqutGMVsecQzg+vy4ocYLx6fUuePe2AXEuhY5EwBcqGbg2MXwkz7ntakiQbJUzDt11GEMQQu0iaP1yHf2PYwbY9d2Hs3deOGlZq0GM37lmZLLapl9+I3AEMXFdf5O7zNe1415tkIlzXIMxdiVAlEW/kW0ERfu0o5aH3xkL9wrEWAhG+qNN5GLM48uf9EPwp8Su518ZPHKiTYhaOL2QUfSFI9J2/WQ00Xb3ERgZlWtoV8gGGHnIrf6dtuib/dqtr11Vr77A6aiyMdS3vvWtRY/Z0kh62jfYk6Uq0U+kReChb4IQm61tc4EFFijjVIOtCX6x3/n6JqiG3NmxipRKX5DsGq695557FjkY/z6AtKpcGF+kiL9QGRpPEsin6FfYLFtAOBBr8hI445h/OeT42FaA3a2//vqF0JGtTTWGPBEYMAb6iOQImm24tiKHINcO0tMK1V2kmm27Nz9tZoZvGy8YS30OfyIGqUKTOd9BL2PmlC4iF75C3Aa7Q7JC1yVDCA1ILulyxDdjaEaWX1b5YkMxhvw/WRiz0ULiIvDrh8ST3zTr1CaxY4kjjjiiELGQi3iKOCEiKuuOh/8Ux973vvcV+dQQH7xiV8wG56vOI9R0BTeIxN0xPgfx4e8l/UH66C0CQw59AGehK9pnPFXh999///L3eEE/JQ8hXzFA4io+8QMS2DgmTsw///zFpwyCWLnNNtuUr2OHTgboP/vkf6OQI2FkP3SMXH/zm98M32+0oLOSJL6dTYjXCh19+Z8pAQ6pz9EnfiJma62EOPTQQ4ePkZekcaTZEvophmywwQZP4FSOKYa4PjmCsVU4u+qqq4q/H4mLwTSRbA7OVNDcc89dbs5gKZCMwfSHgICcBrFwzJSq/QZIhqnS5xxTZj46c+2115aKjIzNtU2phaEjSZSU0Z500kklaKkuuKbpLOSrDQqnSi6DlqX7jSle4JA56s0226zZdNNNi3NwvzYRCJLNMeuXvsreOBZtU41wzHUEfgkDwQOlFzAtheBYVbNktgYfgdRXQdaUKJlwTBwCxXW+/nE+KgTuJVvVX+3RDv/vCnwCFFLDyTnXefrbNjLBRDB1DcqpPWRJVqYJEUWBlrHSgxgLyQpZkjmHasy1n1wENGPOgWq7dqqEIhKmexE98pYxCpjkjQzqM2fDyWszWfqd88kMOBjXo9zGQhs5M2Dg7u265GZM6JH2O8d19Esf6Vo4+LEAJ0QmnKZxmBHAtthBO5sHNqVSGlPlAUmMcZakBeiipSCcPr/gi68qnapeXSSbrrAJ1fO+nLwqkbGX2NGlGQFsjqwkMW1wzKaGJXk12Lr9EsyAoEhHBS66a1qWnQgcdL4NY2eaXtBuB99phURUVYivZIMzAmLZHnLKnvkHPvgDH/hACY4S7y4IrMaFjCXXdFTVFvgcRJvvQ8b48q5E0Pjx0YhEndRPK7TB9egxXzEjQHzgryXjdFKyKJklF/LpSgDIyjhIKCUfyIYKYhAPvlhV0fhIzhVd2jpKxyWWfERfJA3B0gfkUvtnBNBV8uiabZHgkFuXbw7wdXwef9qGa/u9whQYK7xD/LcSwbgap5EqrVMDsVxb3G9G8b98Kfnyn23QabEv5NMFXMZMQHCNGnwsWYp9QGdxEefjSzgtGcdXz7swIsm2xscNKG1sppAFTJVDpMfFBRlkjrNXhZFZIGmuoZKINMpeBWfHBQ9ORqcQIoRPYBFgBBSGyjnaj9yplAno7mPKRKXBdZB9TgsJbDsCDllm4hoIHJKKWCOVnIqvTyIfjsmMFlxwwUkqthAkGzHjVGwcBiVG4k15GVjXkOlTalk/UEB/I53aiqySCYInYJqmtJ+DUskgC5WVWFrgmqZkKLTKrOvqJ9mSvSkoAbGGbErgQSi11TVUuihBe7qsTbIFVpVmcjQGlIjj4xwjwTEWxsF4aAPFluXpg7HQdlUlU3+Im8qR6+mPbFLgJlNKrS9kEyTb9RBlQZAsXdO13cP17BecOAvX9OVQY6NfAqDELeRGP+hPJC3uoSLntwyEHo0VBHPt9OGlhRdeuFQVENW+SNDUwhiSgSSy3QZ6RW4qPey0BqcUgTeALHPYxkNFRhLL6dCfNsm2n6+QaBiTvkAv2BHZ+igWXRRoRqokjCXoM7tl79pWg61rK9mw9RoCJpugowHTw/YhjRJxxJK9Iwxtkm0sVVglkO37jgbGCnFadNFFyxpEfTPu00u+5GbGUwzhs1SR5plnnqLTlj2oWvJjdTIY4A/4FMcVOfgxPh/EGuTE7xFKdmCc6uVzCL3xkDQbgz5sGPFUkKC7gj/f32elcWoh1orBfK02zDfffKXPfKoYSr8kem0bJotIeHEE/k5M45stIbO+lUwlEnygeCIGB/hJxSnVcDGLHfUBPl7cVx027kg+vZle/lfcZMf1zBeQNYKt0CYxaPvfALvjQ8XddsFT0kd2bCHsk/7iXYpMxiLiKt3mk0cLvAK5tESQHeIlbGp6yTeq/IqZbRmKU/odyzy6oN38nd/Xth/gG9gAXwLsgM3iNnyT+9MxvmXQGI5IspEmTkGVK7aoGrs4ZSZgywuQVERRFmtTzke8TTcx2q4sA5njcDgZRhckmzLomDV4SIJqDWcgo3N+PXWlmorsU6YaqjAEHO2xCczWoiLZ1upFcBLcBBUGUSNItnsE/NZ1AtpCLgixNiMzIOjWn5BX8UO6yY9jQV7b4OwQloDEQ3BRISMLbWZwBllWHNXlgEFGLpGb6DMy9MIXvrCMQ402yRaEAmYOggBQQvJ3DsKljXTCmGuPdalxLzpD7q7J+UZ2xxlQdKRNUFP5jOneINnuZfxdO6D/fsM5I9lmOAIyahV004Da51i0Q3CUNKgmc/yCmWlQspBIjbVDQK7oA50iV9P55D3e0A4OVpLYXvOIvLFf+tTlXLpIthkrCYRxRfrCprtINj2XILHZvsHhsUM6xuboYV0RHi9EQCOLdjWV77BOWkIePrNGF8l2DYUMvgFBYfN0tYtkuzf9Zz99QyBhR8YPCTBjaTZyvIFUIGkCGJ0jCyTbA2BRmRP06bdEsQafw09qPx2kq4IxHyzg0m1kwe9B4s1n1IULNqPwwKcjku0lE9MCfXAvxQhjjaxsvfXWTyiCjAf4JL5TohokGjlGioOQiT3sq12Y8Dd/rXgm/pk1ICME25KjmWaaadgmXVtxg/wDxkD1lp/kI5H8PoC8ihtiAGIvkWKDfVXKpwbaQTetCcdvatAtNi0uhQ52gX+wlKfL/sQ+swD88kjgR4xVX0sWxW7jTL5sc9As6ViDPUo+xDEcrgZ7Evvwt5Gq+LinGEIPu4Dv8CMjFRnwE2PULtIGpmm5CNQkWyXY05ecfmzK6IzKcZUA1aaAwdYgFZIuks1QVC84H8RdwGGUnKXr1krp/C6SbZ8gXLeJQ3GNqSXZAk7A72Xt+i/b137XRvIo3ORItooLks4xBRgjRVAlrKcsyEmQ4Og4PcFX1qtvKsUCTg0km6xjCYfNufrdNoIpJdnGgpJRWMkGkiWDIxNVj+i/zdhwpjL0mmRDECNk22+0iRNuk+yaLCGCDGByJBsZ0P52n8mLg+egJB4SFk5XlXCswJnTZWPBwdJtSVWdqI0HJFXskw3V6xGNp4QV8TdWgxwv+wzCF5CwuJ4lWwiJ48aHs1WZ83/XB7ZtTKIC0Be0N5wmG/M3R8i+xhP8jfvTN+2JfgNdptO29rGAditC1EtM2D4dpStm7JAWMqWzz33uc8v/g+zwI2ysawp5NDBeURXWfgFVIhZ+bbygHeydT5R4hwzNhqlS1kHPrF47yeNT/TaWCILChNlMhNuyJwl/XBcpR1gQRHGgJkVmfPjD9szhtIBuSJD4Rmuf+aKu2DOW0Gf9DJJcV5GRBRXsgASRfbeXOpg+52fDf0gezPKK+RJ0b7upkxJrsp0vdos5USDyOzEtZotHC/amTe6tLeQq3o6lz++C5Xb6u+OOOw4XlEB/6R/dFJMmt1Zc8iGudlViyVlRrSZ3ZEi36qoqv8JHiqejBbuIwgv/p5AjDlj2M56QpOBmEihtqH0s/TJ7wG85r8v/BvBHfrRrJoXuswdjGSBXf9e6rZiHcw1K5Hoh2QK6QKBzwAFag8gQNR75jFesIIucJ4LK0LtINqggyJA4Q8tLKKdKj/sgeATnWqYrONi2gVqeITBEhs5pc2qMbmpJtswetAHRQHwlDaoQSCEHTR6C0uRItoEgDxVgIJMddtihPHWur2QeDgi5pACIjukf5AjcTwZnuq2G35n24LQCAkT9+qvAlJJsoFTGgiPUf3KIwFNXnrVRRqiPNck2NpyFcQaycm9EOUi2Y5a5xFP87kE/KLl7DSLZHBi5mjnxGzCOnhLmfMg5xpVDiyUtYwVttOkjI6d3gnfXet2xgn5LTOlt24kLQuxMQBw0hQbGQKVFcKRXbIXj8jenxj5jo298gf8HTMFJzGpn3wfYEduS6NEbukUPEP/xgiBuGYi3XLQdK+erXZIRRG8QyFQVix/kY/kppM+40Bk2F/I1ZSmQ+X/4M+SRHwqS0xc8K+Ne/IV+uB+yEm/lGA/QNbprVoxvDrsGxYK6aMP+Y712Dfv5bn4ggNxIyPk8SxvpTcjPdflA8cwSGbMQQeQVkfirdrVsWoAwWf+NsKvS+5dvHRSgxwIKPBI4y23EkhqWH9Dt8A30QXIXvjsgidbuSMiMkYot/eVvkT/nABtlKzgFvTYGUWRix/yEhL/dlmmBWGppBh/l/3gF/9tHgjSl0H8EW0xiyzXEMvJ0bCT/C+ShD8h4FyRIuA8ZBugxjqTSDDiMa4ifwStGA1zCDJC28w+uL2Hwpo/xgjEVW/WpPUMr3ol9inmTSyroLE7o/C7oE35aE2r3ti/eEW6M8Am+RMzswogkm7OlDC4SG+LIUGqSbfAEOVNwSC+SwRGankeGBQTE0jEOW7UGkUOaVcSsbaYcNclmmAgjhYlqGqfHgBiw4MQZ+I2Mrp2tUHTVOsRQgOCwXY+zmFqSLQvUJ+3XR86DsVAuxJCyUzjVJwqtLYNItuB12mmnlevoi/ORGU7HEgx945Cs82GMnB5ZWH9Jhsg1o/P7LsVGehk4ORsvbff/tkFPDckmJwmA/gWRMhaCBPlrDycZyQNyUZPsMEj91CbtoTuqI0GynWPs9YuBkA39Q+DcaySSTR/9n7N2fePi/xwt+fnb9SQw2jjSk9yjBWfOqQs4KkAq/wJ2O8kZKyBsxsO0L30Nu+UcyVtlxayT8YpjZo3oPl2gL1F5MQ1JXuROd6Nq0EbXchFO0CvYgqj0BbbKRugj/ZVoIll9k81BYNvIyTOe8YxCikOGNnpIzh7mZsOx3wN27FvApafOA3ZGvvQd4VZlbfsg6FouwufUZKgvqFLxlfwe+RpHdjieJJB/ftaznlWCeS1fhRv6hKTyO2ybf69fIeY3li4IoPSXrvCxSDvfwq+6Bh2nQ/x0zEjyNZIK8o5x4TcQUmPYR8Jo9lFsdF99cF8603cyOgj8EFJhCSGZhGwjeWZffBb/6bgYpECCQIh7joH4T9Z8q9/7v7gjVpOvmG82MWK+fprhRErIFQdwffbr/11r6qcFihn8L3+FO7A3/kssHw+wR37B82xidcgXmRNPxQVvc1IEjGNmihU/+Agyi0Q6EsV46K4NPpc+19wHF8M16K+Ex/0kNV1L1qYFYoTkinz5B/xH4aqPKvmUgG4p9PEPdQyz8aeKO5a3iXOxX6KtEEy/+dGY1aeLEmpctwt4I72u5ev+8UC1+/s9e65XO7QxkGTL3gXJ9sbZINacApKH2YOGcIICNiHUD4owUJUHzoQCxNQTQmB9rt9w4kh5rQwqt47X1XQKiIwhsAjaoOqC9ghYyL92u3ZU9Rg0ZxeZs/0qIe2sUx85C9Vq5+sXQyBooHCMR78YN1KJZFJ0xKPOnvXfenDXdBzRC3kEmQVtE8S1mTwjiEa/yZ/SuFe0vw0yQcpdw3qsdr/APucwDv2oPzhBGc08BNkCY2GdWzgAMC70RJuMoTYZa6RcIIxpJWMh4/R7bXLfCNquq/odWTZjQN5dk0yjjxx8/YYGCRr9i/aQoXu6vjGL7FNQ8YCO/fTF9HqM31iAztMRYyhxoXeRzI0H6AsnoL/1RmfIzJsD2sc4eUkXW0akw2EaE0mV39L/elqyBv1R8aqh3+QwFpDgCvyCKL0NHzQeoMtmbNoytJEVObT3s3MBwNgg05HkuRaHzwfQTeNjXxvkzg/WMMszVlPgkmSBHVmhx7V/Gg+oOLdlaIvZIPZrDMiVn0JQAoJsPatBB8Of8B91LKE39FQs4SfD17h+FADcg5z7SmbcX1xAshQaVBzrNo01xDo205Yt3xmJKl/gbzJDHsI3s3OzJwExhO/2eyS9fn4D/FZ8dIzNhm7zyWKh67PjrsRyWmHsEH33lRyxm7rSO9bg6xXR2vIVH8mPvraP0U/xkPzMdER7JQbs0Hh0Adeol/PVEC/Db5Nvl1+ZVkQ/+F/j116qO5agi5a/tGVoY+t4V3t/xD7ylJhEXMJV6G8UDtuwbG8QeVbMNKbGjg8PrtuFgSQ7kUhMOwTsQdN8MyoEYMudupKyGREqCRMJyJTlUPVzBzMyJpp8Aamon2uZUUEHEPyJBGRP5W4iQKW9/TDsjA5JjgpsXciakTHR/IPkReW//XzBWCNJdiKRKFCRMLMwlpX+JzMET0vC+qqKJp4IDzmP19KsJxvMsqpiJsYGZlZUVUeqiiamHWYZzCKO58wRJMlOJBKJRCKRSCR6RpLsRCKRSCQSiUSiZwwk2Ra2e2rbg1A2T5x7qMR6lj4X0U8OnsIetLi/b3jgx1Oz7RfvjwU8hOPJ9fF66nlqYHw9oDnolTSJGQfGytsqvDklHli0z4N23mqy0UYblQd245ilIB5K9gCeJ8M9hDpoDaAHXz0UyfatFWSHMZUZr2X09Dub8WBvPCBl2tMDUh7sCv/hPhMVHtrytpB4XRT5ekgpPoRgnZ+HE+23ebjWeJCNh+oGPRhk2pIMvWHB1zM9YBdLdYyJB3Y9ue/tOx70C3s0Lt7+UMuXL5lo0L86xuhrPBRqyYfXZJEhWXozBdmCtZXiE7l5e8Kg17PRRw+ihgw9bBdLdRwjb78XY1wvppHdN9pko8vejjFR1tIDHfGQV60j8RYFNuz1sHwAGdLBeLuJYx4+5zv81oNdXTHKWIiT3gzmPG+y8PBe2ID7WxPN/1i7a5mJa3sALd5UFJs3lHiL2Xg+ID5a8H+eufH2kugHmemD/uunt4x48xEfWr8GLmBpnjeeDQIZemiU/+V/+Nj2UhL+wkOqfHzAPg/teTOQ63sRwESL5fTRg4VsL+Trtah0jnxxNfInG8+5tB+6Bc8Q0LVBr1LlYz08yjewFQ8ht5dKkjcf4oNNAed4OJv9uD/7GYnHDSTZDNIF3Jgz4hA5JE/sjufCcR88Gen1KH3CoHgtDQMZaxhcr1LqMr7pDQqDOIznu50T0waEFhHxJpN4l61/vbaJY+AgBEEOARBAr6/0xDXS4bVbXlXUdi4gSHjlkWt4y4JXFbF9Dtsr5LzuzzHvHPYmCuQd2KvXviGGfIdtoq7l5Ih32GGHZo455hh+zZjg51VmnL63fHDQgi0Ch2jE6zm9Qs4roByPBKSGN3fwp95GIJgutthiw++d9yYer8riJxz3ej9vShBgvN3J+HrAL+Q76An5GRkesvVqTh/40gevYvVmI0SF7pIxGZIlkustIh4ojlfuebuQV3QtvvjiT3iPM30mL7ruLSHxzlukERQ56KwA7Q0DAi2fh2izkZCrzWsCjVP9FpMZHRJiOkJ+0Y/QEQm4N0NIAOmW8+KNLM7RV7LwW0mQ4lr7TVYSR2/CkMAgdORIvt5k4RiCR6bx9hGvK+Q7xDt+ItrkQVWvz/XvRCKC+klO3mYRfUG89AER9Co+r5jEm/hQryusgaSL/8985jOH9jwRxsCr+JBkY8X/1okeX0CW5MdHBbwpx+tjvV/fm2S8epeNTSTwsRI0CW/I1/Ms5MZHKBB5FST/SwdttY/1fw/pPvWpTx34dha6z3cgyYpA/K/ks4a4ZZzFugCZsx+JDb8i1rXf019jRJKtglAvEtdx7xalPJH56gynqPMM0cCD3/lb4BGo7Of4VCGc73icC64Tx+J8QLIJOI7Vxu4c13Fvx2uiQNmdb9PW+l416japWNUk22+0xTH9aGeRNdr3C7i+39pf9ytINoXR/voYWfhb3/zONUbq6yBor3vXbasdWdc17RNMvB8VCQt5x/g4dyR5JsYPxsCrqjgY7+0MooH4cgyqgc7x6kck3NtDOBYO2biD940Llu1kz9/IhUQr9IRO+D09EkSRaKAbiH68oB95dI/Q+1rnJhL0W8BSRUHWgmQjwr4iF7MDSItAhkRIMFRG2Qn421i0qymOI5icNDtlZ6pOXmsGKoPIYdi5qrmkxziwS74jfFPtdycSkGgkTB9q/4rASDDigzP01hjwmV6XRZ5k7nw6LuAiIjXor/2SQ+eRD7uI98CbCRDfwlfz/cYw3qEbMOaIDl2P9k0EkKsiWZeOqBojKI7pE6Io2UaOJTT0jK8Hr4KTpLdnY5A2YxSv0HV9VUdkGRlacMEFh2eEja2EVEJUgy4jn2ZxnDORgFDTC3ZMvnVMVHSg24pV9nnNrcQ7kjQyR8qQb+8rHwTy9Qo/13B959dkjh7z0XxvkGy2IuFnD3wH34use1/5RIJihS/imlUh35ofSZAlHBGzJMUSReeC8/htCSK/PYhkm8Whk+IXOZGhV2sGyI+PZkfsA9iF8xSZ/MZYmgXjawZhqkg2GDxZqfI8wxMMOCcfLxF4o6MqZxSAYpjq8HoaAcQX/CgPpxmVL8rI2OwnLC+nj4qODzuooBM4Asw5uDejlkEzbAKn8LI9r+6hfNrleo5R+K4PkDAQ2YiKBgJB6F4ij2QTMKcsS9E3zlm1qQvIjel0RMY9BUvv+9YvFUNtsx+ZMfggYJCFc13f/Tly9+XAkCbB2n4Bpd1XstTXkSBwuLakiJGTHyfqd+6DQFFE7XY/5IiRUrTZZputnO81U6qlxsfYuD+F8hT/RAo6/4tgPxyAoGbKNUg2XTdObIhzFvgiINTwqj4B15RaBNUu0BXVUzos4a3hmGDKJ9BpdsnutQcRpFvsnw5NNHDeApbqhv4EyUam9YssOGgVP5WNdqVTcFAh4c8m98YLZEX1q/0+bAFDIq64oSLIHxszY8EO+RDybpPDGR1kw9eaTtdv+mraW//4Fv5Iv0Ew47cQBYSQH0XE+VLV/HYVG+wzZipdAe/xdx/VQH4vqtrgvrPOOusk7+I3ZgigithEShTZpGUc/DX50hEzKqpyyAqdrj9wIp7SZ3GGzOgg38KeLUVj022ICyqN4gXQU3Ha0hAyVxWsfYqpfTG/BvK5xBJLNOO1HLRP6L8P6anWi7F8nWVL/C19QWwDeJI4LuEmJ/Gd7PgVvx0E57gOv83HRpEDjInZA7OQKtZBsvlp7eKLjAN74VuCoE4UiF0+2oOTSarFFxxIv9ktuQfwGfIP2dBjumZmzOzKIJLNn0j+6HDMCEvKgV8/8cQTi1zxwNBdtiKWirl8hSKV+43kH6aaZAssBpFTV7lCPlUcDCTWLxgwciSbcEw/cYgCEYUy8IIUkshZIsSqOaZDVdxcR3XO+iYk9elPf3oRBPKuY4IZYQp4yDGBI5Pa5X4chHtx0pyptXyCfK30AULiXGTr2mQacqaZZiok2+84f8Ta/ymrwBZJRMBgCAAMgmI4rr0+MKFfHJwvmGmjyhTHh4BzYL5MxEAcE2Ac0w5G+LSnPa1UrNzb1u6rc9sBuQ3n+vKftXEcLBLPqVE+QUj/fOUsKnDGwPjoA1lSMuNjrMiTw3VN/fX35IhDYuygMqqCbdzYV02yVYU4YISC8zGulh/UQDgQDfowaE1rgB9gd4JHHTg5PEmkBE6yaM0y4s4BSnLZkWsjmSqxEwlIoOUM8bGbmmQLpOxXcYFjJl/OuXa07M34kJtzRwIZsmfFgPaMAjLEx7o/O+WPBQekSRLAxyHZxnkigQ8kG8sU+Hy+TlJveaLApXrK9wCCYH0mvZIwOg95jOIL/WonkP5W9EH6EEt+WoXRDAQSbzkKGZK3YoHKJN8voAasmVVpHKuPKo0V9NdXDvWfjiBedJGuKnaRWXx2G8jGkgNxQQWaPNmzWC7m0d92QYX/wAP865hYLUZZGkVulivEMeOILNHxgDH1JUgkZqQEf0ZE6CMCJyaKzwpT/IAKLL0S6wP4EJKIt5ATe8VRcKiRSLZEx+8kRa7ND4dNOMYGzKb5wFiQbGM4zzzzlORQO/gUsXyiLdcjH+3Gnfg9BUCJG31W8MM1A3RMoQhPMTZmYlT8jcVIJBuXUaHmW8lZwSqKQWIXH8RP4VtBssUAPoF90OkokmrnIEwTydZZyiW4ChCcpI1gFllkkRJskWwVVBD0fQLYvjiX4RMip0ZZCKgL7TXZhELgSANiGx/OIGjknCNh3JyDig/njYR0ZRpRHYlM3WBwDgRskBDwaK+No4o+BWQ2BqhuIwjSyDZjDLgPg0GoOS5Bw3kBQccaLiTbNAeDhEF9JbeRQImQ/DoxQAzcA5n2f4mLvjFCAYlxqiAJ7BSHg1DNF/gCHvIy9u31S4nxgaDIqdNvet0m2ZI9AQ3RVu0zNc6B1ASOrscxYx1Tu20glHRbgsceVGbdH+iGqnl8HZA9dcHUdV2ZnNGhX+xfcq5K0ibZ7EWCKpFQSWU3fEDtzCVBklrH2LLg0AXjx1+ZcuQP+d3wR8BPsj3EB6nsmr1iw4svvvjAL3JOFPCX/LEqYRfJFtCQ7FlmmaVUj0AVSoIRFagayDFCqZgjCCONYpfEj6wEYLqPGPLFiKYYFmBj2sQGJjokFhJqBLiLZCMOiJuijAJXxH0+AolAWGqQiaKUmEUvxV2z1vwJks9f8AnkGjNbbCQQM2Pa878APoGdK9wNItkSSjMMNvIdiWSTIeKM3BkD+s8/8CmIHx6BUEMXyY6ZCtfhpxDCkaqtMzoU9MiQnxxEss304VZsVpLNBw8i2fSXz3BN/kaxkz4aIz7WKgJy5Xu6SLY2ANuJ4ukgPzHVJNsnmzVc9sbA3JCi2Dh6C/mRuppkI4sUD2GOc20MWnWBExy0FGMkki0TrrNg12LUOotEcp4cpyywVvoAJ4qIMAKQ5WsLkm0AnvOc50zSXpVnA1gDwXH9trMIkq2aXUN1IUg2GdVgRKrTXSS73VeL9QWdkTASybbsx5IQ94n+zT///GVJSptkk0n9EKTjzkuSPX0g4NFFdsiuJGD+FugQbMQOQQy9RhIlRXWiFJC4SSzpxEgI4qkyEmuRAxwRHVUl9H8+w7+BWJMYb+eY0WF6ly1KLslXMku+yBy/gkCwjwhaAoBzuogeZ89nKUaMBIHCjJr7CqJtqLQqYHDySHiMLSCc7DeSgIkCBKCGJM3sAf9nSrZeLiKWmA1BHoxFDVPmgmwX+ECJkGuSoeRIZYx+mlI3BU3uArEgi2gGyJRe17o8UdDWEQmHmS3ETgKDWAT4k1guIl7WsZgumjkQ79sQn5B3hTKk2fghH+QlBkv+zAC7tyKaAk4AWeK/6oRyIgG5qkkrXeLjxEm8SQISiOUi/Kf4K+HgV4zD7LPPXv7f5g9WBxivSCaNJf+C31hBwAb4HL/lp/AwCY6EfaGFFio6HqDj/FXbb8/I4A9r0sqP6i8ybJWApCEQy0UUHukU31H7bfFRsbUG+SDGkai4Hz02hjiYB90Ra9cxXvPOO2/5v+IyW6m/KkvmxqqdiAamimRTFoTL0gtVMdPN2D6Fs6nqWvLBcGqS7Rqu5W+Cc67fC76uKXM2vRVC5QxdGzkYRLIpDuWKLMU9TBMgtjrL6AmOISDf1na3EUobyx4otPsh2ZZKuJcB1F7VeFW7W2+9tZwbUElhLDIg9wsywukjO/oW/VJppADIDpJNljE9QR6SFEbaJtmD+mp2YCSMRLLJVHXRNfXPNS3tcW5NsvVJhUKWGMHGeaoUE20a9X8F9JXTMI42QVHCK3BJ+hAVlY0IsvRI9Qph8KCHKkDYNb3joOlYDXrhN6p+xt21PL/AcbmHYwgnOM4PqBIK4nQjnBfdl8haP1w7zRkZEmR+LOTLf5CvKj6y4ZVcnHkEWWQxKinIi2Qnli/4l5MWGGqwe36D3NlYOHn+QcBWSeHn7AeEBdmRRJG9RB0c56s4+TZpnZFh6hzxiOo7nSYnuozYCYDx4CNyIKk3I2KfsYhEROEBebPsrUYQ8yii+Nv4iSv0UEVcjGIHZMjXkX34WDMPfCd9nmgI/80fgP4rykjg6Ii3hei7/+u7QhBCYQw88ySZCfKLRPtd+3kDclIFDPkYI8UmY8Q/iC0xRiqKrq8NwL7ELu2YiCAzNq5CHPbJX5gpwD34Qv1l+3yjSihdN1ssoQu/wo8oTPh/uwARs/H1DBjb4Efxo7iGjT8Xo/kP1zH28aCu2K4KjpROpISGbPnUmLmLmQJJMHlKgGNm35I5/s+/+FPIhf7jO3xlO0k0FnwM/Q7go3iWmFfL13Jb1/d/uqxdZMquyBif4zsiprYxIsmWAQgCHJALcfwMiRG5AaLI0Aw+5XFcAGC8NckGQYLScIam5BiyYMwQVURlBzIR9zEVojpBKQaR7HiwxVSVNsqUrRFDUGUZBEi4psVUjznpNjxwQXjaaUrGlLo14Eg25+83yCzlJVRBjjHVIGTVFdcxqByJfsqGEA3EWfDVJgkA+ZkGJbu55ppreMqZ0zGdibS3SfagvlI20Lb4f42RSDanyGC1Sd+1W1v1wX1NT5vWUh3TP9VOgcnYIQfIVr3UJTH9wB7pRywXYa8ILz2hW5ww5yEAcFIqHezQbAbbYLdIn0DKLo0/IkIfOW+Bk23SJb+RcCLyAqlKleoCvUbCkR4Js/awZbqpOta2m4kEstGfqBRL4AVU1SqJhuod4ifp5DvYEbtmZx6I5hP5OUGXTbFLpM//jQv74kMFDjNujqlWsVXJO+KOHFpKgQiRM39jv4DuvK6ZuhkZ/A99Qur4V+v9VZHoIB2ih2ZN+Cb95o/or9hCv5AcuidO6H9U7uh8VKONjbgiDpAvmdFfUJHiY+k13+eYf5ESQFKMmyLQRIO4qYAkDtERSRh9JQMQD/Q9kkJ6F8sLxGKkmt2SPftXoSZ31VaEA4yReKm6Z/wkOpZTIvj0XJJvptUxsY3+hn8S48RWs+ITFeK7GMz30UMki82TPR3GizzsqY98R13ZDrSXi/ARnhXge/lYPEic5cONnXHxjAjuVYMPiOUijhlvY8930H320a7kzuiQSPCjkmRtJwfLjhBrKw4kDWZryQaPcSxsN9BeLqKgxFdbGokQi4vGRsJPhsbMEsx2MlIvF5E08Q3kq5hKD/jwrlnMwECSbYBcmCHZVHyRW0YUFU0Dag2SpQycnsCtmg2yNBWggN8wUsGZUDhRxm6/68geKApDdZ+oEjHiumKK/BOs3xGiN4pon4qx6yO9HAIyKuPQLgIIA6/hXAGP0zZoCCbCHdUVfWEcjkkakF+/aUP7KYL72bSPoThXQDaYlETmHhmrjIsCIa5IjtmByMyQf8GZoUFXX1WToy1k2hVk3cu9Q8lAUCNrMJaCjP5ZWoNAxz3JT5BDFPRP4ELy3Z/hcpSJGQN0g4OPMaEXKp6IC71DRMzAhK0ZS3ohCDrG+QAnjyzHtKJkkF6F/tPZ0Dlkj2PiFwRY+h+ZPCclKLBl+iZwu+9EBfmQb/gQMkC4kT/24FjMnJGxGTHBktw4dXK1X1VG4Az7Iy8BUTIj2RGQw++xQwTFfj6Qb4qkVjBhl/Y7zulPlFmCGvwSv8f/IXJ1NQ9RU3kmQ7IkbzIEBE+iQX/NkPKFcQyhi7hD5xRZyFcxgf6GfB1T+KG7fLZEstZR8kUo47oTDfqpT6Ej5BA6Qk/NCPAByIkZrpBL+A52S/biU+gdO7bcJmC8xEfjh5zwCQG6btZMoY4cEc+QJf/Cn7RnhScSwo/SH3pIhvQS9FPf+Af+UbyMimwNZM8YBFRbke64DjIp2SZf91GoaBNJwEvqmTJtMzth7MVsY9/1uxkZ9JBPZd/0UNJXy5AOhe7hd7EioIb4JdGJY+Kj1QOuC+QsaRGnyErhM+yghvPrF2dom8KvMTG+/PZIBceBJDsxcSDICtaJxGjAUXD68cBZol9w4BLlWAaR6B+qUrZE/0BsEIvE2MAMoiQxCl2JfiHJlAzWM/vjgSTZ/wNQ5ZqI05r/a1BpkNlO1E1VwDSuykHX8dFuZnhGA9OrXdedKBu5xlKrruOj3WI5wLRCxb7ruhNpM/umetp1bLSbWdTRQEWz67oTZTMDbblm17E+ttGufzcT23XdibLxv+Q7Vv53tEv2zLB3XXeibOQaS3C6jo92G1ToTJKdSCQSiUQikUj0jCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM9Ikp1IJBKJRCKRSPSMJNmJRCKRSCQSiUTPSJKdSCQSiUQikUj0jCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM9Ikp1IJBKJRCKRSPSMJNmJRCKRSCQSiUTPSJKdSCQSiUQikUj0jCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM9Ikp1I9IjHH3+8+e1vf9t8//vfb1796lc3119/ffPPf/5z6Gh/cM1rr722ueCCC4a3iy++uPn73/9ejv/lL39prrzyyubb3/528/Of/7x57LHHyn7t+8lPfjLJ7y655JLmT3/6Uzlewz1uuummco3LLrus+cMf/jB0pGn+/e9/N/fcc085dtFFFzUPPPDA0JH//O4Xv/hFc+GFFzbf+973mrvuuquc3xcefvjh5kc/+lGzzjrrND/+8Y+bv/71r0NH+oP26nstJ2P6yCOPlOP6eM011zTf+ta3yhg/+uijZT/cdtttk/zuu9/9bvPQQw8NHf0vjMXtt99e5PTDH/5wEhk65m/39Ptf/epXQ0ea5l//+lf5237y/+Uvfzk8vn2APMmVfC+//PLhPvcNfajlRA73339/OUaPQ0+vvvrqScb4H//4R9lH9mygln0bbPEHP/hBubb7kV3gb3/727AN+be20z/+8Y/FLkK+femv+999993Npz71qeZd73pXuXbdpr5AfvxBLd+rrrqqHKNb9957b7Fb9qk99sWx3/zmN2U//XLeILjHz372s3LtK664osizhuu6Dh02DnEPcr755pub73znO8WOybovuAcd+uY3v9m87nWva376059OMq59gb2xkVq+9CXskO36m45ed911xR/DjTfeOMlvYrvvvvvK8RrtsQjbAPe55ZZbin46RtZtPdJv9+7y7aMBX8Yv8A/scCT7m1awt7as6Gv0hc7QHfvpdfioO++8s8i8/p2NT26DfH/3u98VO6GLd9xxx9CR/9ipuMVvkPGtt976BD1yDv168MEHh/Z0I0l2ItEjOKDXvva1zStf+cpmzjnnbJZZZpnma1/72tDR/sA5IPGvetWrmje96U1le+9731sIKBJy6KGHNiuvvHKz8cYbNyuttFJxNCAwbrLJJs1qq602/LvddtutOOk2/CausdZaaxVS8Oc//7kc47z1037O9m1ve9vwNQS4VVddtRxfb731mjXXXLM4zD6g/dtuu225/vOe97xm2WWXbY488siho/0Bqdt+++2bFVZYYVhOO+20U3HWnO2pp57aLL/88s3rX//68u+JJ544HOTIc8kllxz+nfZ29d8+erLBBhs06667brPpppsOk3EOfosttijjtP766xdZIjQguBj72E8WAksfELwPOeSQZsUVV2ye//znF/ka97GA+yyxxBLNG9/4xiKnd7zjHYWs0d/Pf/7zpV/ku/rqqzcf+chHypho36c//ekyLuRFfh/96EeHCVwNNuK6rkNeZExvgR65puuwh+WWW64566yzyjE2tOeee06i+9rVB9zf9dx3gQUWKLZjPPuG5O1lL3tZ0Y/Qw4MOOqgcQ+jsd+8NN9yw+JAgIRJLfaaT9MvY2NcGXT/55JOL3DbaaKPiY4444ojhZIiu+r1rr7HGGs2b3/zmIldAuldZZZXSBvr9gQ98oOzvA/qmT64711xzFdv8xje+MXS0PyC8/Jo+hnzZPTL9+9//vtgu3UT06dHhhx9efve5z31u+Hwb2cw666zD/rkGAkdn6a7+vPWtby3JCgJ6zjnnFBnS3de85jVFp5D+AB91xhlnFN13nb7AbrSDTYpv/MNxxx03dLQ/INNvf/vbSx9DVu985zuLX1Ts2WOPPYpcN9tss3IOH6XPxprs4zfiz7Of/ezmk5/85NCV/wv+gfzIjp4az4hhClTGhi6xB/dw7fAzxgAB1wZJ/EhIkp1I9Ihjjz22GC5j3XzzzZvPfvazzdprr10qEn1CpVgA4exVEmwcICeg8sH4BXRBDwHkFAUAG4ehEhG/Q2raJMW1BGEVN7/h3ARSjsb573//+wuxdn1OT1AWSAQ5gUG/VbaQxh122KE45j5w9tlnl8ChPQKYYIMQqjT0CdUJ/bj00ksnkS/nesMNN5TkSaXKfgR3qaWWKpV94JgRtvbvaiCLW2+9dbPvvvuWqoxxFEzJDQQujt9+Mt5ll11KkBEYkFHExH5JD7JKF/oAvXj5y19eqmQIrr9f+tKXDpPTPoF4IdO1nJA3FWe6prpkP3kvtthi5V+zMo4hvY6pbi266KKTzAIETjjhhBJA2R4d3X333Zstt9yyHDNzgCDGdc4999xhvfriF79Y5Ol3dJhes+VIMEcDY27sBGgk/93vfnez3Xbb9XLtGmTH72h/yJfdgvsiInSJ7u24447DiRR9ZK8IMf1i43vttddwhTZAnuT3hS98oVwbSX/Ri15UbMJvJUAf/vCHS4WRL+QfTjrppHIMmeEn9VmiSe7GsQ/EWNFfdnLMMceUe9dV4D5AF5deeukiv1q+/OgnPvGJYsv0x35FB/5B4kGOcT5fiSSSr79rsAP92HvvvYus+VGE/qijjirjhjwef/zxZXy1Yeedd27e8pa3lN+St3Fjt7Y+SfZXvvKVkjzwdfzvmWeeWeKJpK5PkA3bjZkqW8Q3Pp88Va3tR4gllHSP3JxnP5m95z3vKbreti/+eJ999in26F5krKjCDlyDLMU4ZJ+MJZDiIf2V6BiXxRdfvCTKSbITiXEEw2S4AhRiySg5hb6n7AQlzo2jVUHh/MKRcAjhcIEDRLoRJsGQgxLkdt1111IV5ETaQKwRAQ4FBAfBUPUq+qaCCJzS+973vuLQOPyvfvWrwxVZcA+BtQ8gn66lPW94wxuKXM8777zJTtlNLQQqVZqPf/zjhZyRs7GEr3/964WERWKC4AmqAo4qFvLhd8jU0UcfPSzDGoIA54zUQQTVD33oQ+VvAQCpFjCADFUV3UvVqw5qgjii2QfI8oUvfGG5L/nSjfPPP78Eor4hUUHEVI3p0q9//euyX8CTzIXNIEgveclLCiEmy3pmCOmOpKCN/ffffxI7IEPVKdhvv/2KjGMKWD+/9KUvlfETaP02EiPLgsi3D6KGOCBhbJGOWC4iKQ4C3BeQS8k+O+eT3CN0yfS6JU4BOmeswdS5BD5ATmZw2j6CvS2yyCLDFX76a4wkK64tEQq9J0cECBlCmvgtBCnAXyItfYDNRDIqWfAvXeo7iWETqsuf+cxnih/lE/hMIF/L6wIIabviSSZ8KR9D59qwTEfxoCbIZC3pZxd8rL4FFFK0B8QbCawYIRHok2Qj+ch++F/+ns+o/X0fsJyIj2UrYosZgFgSwtb5vAD5adOXv/zloT3/gURarOsqEGgvW6TvAdc1rvqmT/USE+OJVMcyIL6arks4kmQnEuMIFcyFFlqoVIsEub4rKAGEYd555y1E4WMf+1gJahFcVMaCrAFCJwvXNg7YNCrHhYyrlm6zzTbDBLILpiERTQQFKRQgTjnllEImBZfTTz+9LI/gmNrgAE3bffCDHxzaMzpwdi9+8YtL8Ncn1SIBvm9w0JajIBiIsilZlV3BT+W4rsxzyltttVVZtiIQvuAFLyhjgESZSkfARyKpnLvlPaoxsayE4xYgBE9jhpgY83ZfkR9jWZPJ0QBpFdzokqQKQQhy1ickMaabBSuEEClAEurA5r7GW5VOxa+2JYmeZRamlM0cGIM2jAWdFajpPl2PaWOzFKrIpp2RGe1AACVOlnLQ74C1mmQSy3VGA3orWB9wwAHl/32TE2DvEl5VTEkM27Mshz7WkNRIHtlx23aRYMSGLOhfe6aL3klGJH6ScUmJ5R+SP0mgeyP49iEi7o3onnbaaUXekcAA4qbq3IeeIa4LL7xwc9hhh5UKZleCO1qQhTbPN998zYEHHlgSRDJEttt9YK/8I92u9RdhlGSSURckRa7Jp4gj7J8f6irWSEr5I2MAxh/h10736JNk84uSK0uP2BB/WI9lX0B2xSk2SndU7vmIOrEIWH70ile8YhLfwR/QPQkmebQhEQz50xPydW6XPUqAo+pNrv6my/pNBkmyE4lxBOPj7EydzjHHHMUIBan2QxOjhexcYIzrqnAg9/4VsATXGkEwLKtAOJAUQJpNeXWtCQTOynQyh8RpIRqct0qcfaakERmVGlOoNTgj1VyV57pyNRpoD1LGqc4222zl2qrbXSRrNNBelWmVGkBIjKl1jkgLcleDjJBdpF9FVOADgRVBQ2a6YPwOPvjg4uSdFxUwlRyVFkRXMqFaK5jUAc1vVdIQob7W9bqmSjEiNPPMMxdyYAlB30RbMCOnIEHsxr2Qo0gkVI0kgJINAbbWIRVgMnfM0oSumQxjIcFRLaT/iJ+HxMC96BD50WV6St6SCnqtbQEJgfPJf7TQB8QBgZh//vkLuXf/PokKW9BWvgBcW7JmyU39ECtCqs9IP12vfZSlNmRGRvxFfQz8ze7MekgkVbGRTNdXZZxllllKgqqaqsIoCfccg3vSrRrGQBJVt21a4RoIESIoSTb+CFvfibjCQ71GV6Kx4IILPmFGRdVTf2MZWECbkOiaGNaw3Ef7+Rkkjk2GH6n7gvQpqPDB9QxEoG+STbckFQoC1jrTH7rVt/8Vp1TrY3aAnOgamddgT5I4MyG1XCTMfEPMtLRhdoo/p7v0VfwTy9q+zv/1L3xzO9lMkp1ITAcwTOQVcbLOS3D3FHafYOy1wSOB1l1zxshHXTnmqDgQ65mhHdCRkLpyV8M9VE9cX19UaONeKivIkmq1KX8kPNqEIFlraD2kt0S0ndNowKEjZ5yr6gNnWU8f9gHtreWkGoLMqWAhgkhfwHhbA6liCm35qjIJ/F1wH+ODjCPb5KVag3SYPbCfjGOpQ1TEjYkZDDrG+fdJIlxLG7RFAEceBJq+0ZaT/qrARuXJcUmO6ijdUv0NIHmOeSgPGYylSwHysVzAWna6SEcRlKgokiU7CfIoKUIUkSWJjbXGAfdnI10PAE4tjLcE11QzvTDNrS11lbMPkF1tc/wP0iE5CahGR7IjUatJmjY6hgAjg/G8QcDSD0sRVFzJjoxirTUC+ZSnPGVYV+kTPWI/CLdZt5qUmVHzcHBfRI3+GCsEUPVRv/mgPkG2tXyRPWQ6lh8oMNAl+qa4EUUNoHP8h2LMILslV3FDAgbupbhgVjCSkfC79Ed/2/YEfZNs0Df+V98kVmE3fUJ/6/6wdT5A8geOKyyocPMLdYLmd0g3+2onhwFFKglkzNLYJDZsX1IN/LIYx/ZjvXcbSbITiXEGZ8P4ES9GziGZqu37DSNIj6pcOCJT2oIewoV8qZAFVAFUmgVaU5eWeAS0U1VCtaoGkoVoICgBVVyExlSbN0+oBgQEBdU5ziqmLzlAFdk+Yb1jvEnDmkCBWTXC8pw+oWJinXsEfkFS0DaFLllBPPQVBBx9NbNg/Ouqld+b7kXMa5CRB+xq8mJ8jCGyg9jWY2IMzVQ4FrMlyMrkHPzUwnjF2kbyFVgEUglWn1BhQuDqtb6xNlc1UMVTP0EbJI3k6Fi7KijRqvUdJIKSMEE0gAiRmSlvyaIlMRE42YHZAhUtRF9SFMeMi2pvH0sP2JA+8BGmwZE/SeKgiua0gG4hB5b+BPQZaZP8qxDW61QtFbPEgj857bTTJpmR0lYV93aVlB1YpoPoAVswRh4sVUGfZ555Jpnal4CyU75DYlg/U6BaG28+GS2MnyqzBEGShZyp4A+aqZsW6CvdJdPwAeyGHw25qtoj3V2zbPoeejgIric5iNcuApuwZM14ka1lVEhevb6+jb5JNtIfs0Hhf8WEQctephXipTgVJFmfFXbELxDnJIaSDDG2BtnQTfIaBESaHkoIA2RtXDx4TW8sCxQ3xbauBAaSZCcS4wwkgSO0tlY1kuGaKu27km0toAoGh40IW9PL2fk/Rygj58QRA1U+JJAz4gxVIAQD56ruxXVUgOK9vYInh4Owq7I5jshYEqFC5RqIrWu4h2oCh6OCiKSonOuzaXybwN8HVDL0jXxVNpAUbem7ko1sqGAgg5w2chTrclWNOF/3dEwl0DH/FxgQZbL3N6Iu2JI3uUqGEHZOnJ5YE4wQIj9ka40rWdEda14dcx1v4TAeiKLKH51SXXGMfJGKPiDoSAolUOQr2Jty77uSTa7ugwTrg0BG3v6NhxnJjh4iCXTLLILf6buqk2N0jP4ifUCOqloIusQA0bJu1D283UJgtYzE7/0f2XXM+NIj09SWThgzOka/BXLXaj/8Ny0wOyApkKiZuZDISt76IPAB+oPsWmrDdhEKS8hsSAs9UxFF7B33BiFtoJvk5fkCv3GM/TvG5uks/QNEFqmU8NI/cud/rCEmM/pLT/XLeCI9Krr8g/9LOl2TDhuHvvyjhFCVmP6aXVJZpld9VrIRa3ZrGZckWX8tM2AnyCASiiDTSX0M+wyy7bikrb08hn7xvwidc5FYyR79NTaeC/H2FOPrda1Ip4SIHQzysX2TbNV09ibp4h/iIde+K9kSaSTaso+wXT5X0mcf+yQL8td3m0QZtI1vaSeGdJ8cxTm+2BIxNmKf60i8JS6Oi22S0trHGq822U6SnUiMM2TBXm2ECFpTx1FwGO1se7RAvkx3c7SCGxJt/WM4aM5Q8HJMkAxHIMhxLKp8jnGYiA0ggiqoggYgjI47jyMVpAUNDkpwdU/HBBuBk0OKKpbqEUIRm+DXBwQr7Q/5craqun0QoBrkhFwhXvrpX5VlfeeskSRO3zFtQdIcM84Co30csPFBkEEw5PzJCRAV55hmN1aCaFT4kA6VW8lKyNg9BQRvurCOvpYvUtMH9FvCpG9mJshXhTmqyn1CkAz56r9qJ90VLNkMHSUfCYyAaOwdo9she+2jW7HExG9iShlJRibdI+QcswPOV6mK+xsvsxfGEFmRtLo22QeZ6AOSL0tEkB8zE8Y37tsnkEokTZ/ZP/2IWSU+SoJHNx0ng3gWwO/4L79xjNzoK78i6THFDvQ8Hrimf/xcPJMAyJ9+6h8fgrwjKyCxIVfH3Jus+4IkScWcfsw999ylfWaM+va/ZGiJS/hfBJvvQ7LpnOdF6FXYp+Q5ZghUWOl0G+Ri1iDWIUsUvKOZnOinNe6SFrpozXvbx5J/G32TbGTTLKVxi/hm/ML++gI5Wj4WthuzUuxfkvrUpz61yL3uf8Q4RSYPx4e+BcRMS1tiBhaxVjhybTpKbySX7H/22WcvD7Ab17i+RLudGGlbkuxEYpyAeApmghMH6CMDKnLIkoDX98aJu48HQjhhax7jGIchIDqGLAiqcUzwQ/Yc4yRjP4fijQ9+62+/8VukTuUF0YtzHXNP1zDdzUm5P6fjfA8e1ZuqV6wJn1aoIru3e6gykK9/kdNoV58bx6rd+mN5SC1f/1exdkylTDCMYxIO4042jiEt9tMDCQgC42+6glySn6DA2cc1XJ8e2e86SAOZGxt/t+XrGiqSowES697kSXfIl36Rd7Srz01fVPzIUHW6thPyJPPQHTpbH4vfkTO9jWOIKwITf5OhwEpmbTvQT793HWSkHl9jGDYi0Bur0b5mztIB93c9AZytsb+6TX1u9In+2BA1fYhjdJBc6A25xLFa72z0LuTCxiVecQ3jR27GiH+ox8Hmt67vWK1DrucY2ZI/Wds/2re3IGH6oZ3ajujSq7C/vjd9Ct0KHaHD7lnbpo0cQoe1j321r8efI3ehD+SExLu++yCV9rtO+/o2sqyvZ+MfQ76xzG5agZy6jjhQ+9+4ft8bfXJ99slOyIOMwy+0t4hPEd/adkVfJV4hR9cKO6Av4X/5F/dsX58et3XJWMe4DprtS5KdSIwBVDtPO+20ob8mBmT2qrCqmRMBKlQTCarB1p72/eGcscJEky9YrlC/+3ZGhUroRGhnDdP0lrhMBFiSZdnPRIJZKrNnsexhRsdE8w+q0JZZsr3xRJLsRKInqBTUWe5E21QkoiLTdXy0W1+V7Im6qYKo4I1VZa2vSvZE3iwPiJmYvrc+Ktld150omwpgzMKMxdZHJbvruhNlM3Omcj1W/revSvZE3cwymDkcq5mjrGQnEolEIpFIJBLjhCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM9Ikp1IJBKJRCKRSPSMJNmJRCKRSCQSiUTPSJKdSCQSiUQikUj0jCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM9Ikp1IJBKJRCKRSPSMJNmJRCKRSCQSiUTPSJKdSCQSiUQikUj0jCTZiUQikUgkEolEz0iSnUgkEolEIpFI9Iwk2YlEIpFIJBKJRM8YSLJ///vfN7fddtvw9stf/rL5zW9+0zz66KNDZ0w9HnvsseZXv/pV849//GNoz+jwxz/+sbnnnnuG/hpb/Pvf/25+/etfN7/73e+axx9/fGjvf/HXv/61ueuuu8p5f/jDH8q5iScn/vKXvxR7ede73tXcf//9RSemFP/85z+bBx54oNgcW3GtLn0D57JJ5/72t79t/vWvfw0daYqd3n333aUdDz74YGcbnHPnnXcOvL79jzzySHP77bcX3f7b3/42dOQ/8Lc2uj+dr6/DTgb9brTQbna/4447lv7zK1MKMiIPcrnjjjue0O4azo2xYM/kHXBP+xxzTi37gPP1/+9///vQnifiT3/6UxkDm//X4Cf10z3447qdxkX7bSPpyLRA38iVfN1/anx+6Ix2GX/tHqT/9j/00ENlLAbJiQxqX6qvrk0m9XbvvfcOnTEpjC/Zuged7GpL6HFAH/785z+X37m239VjPxq4tjZ961vfao4++ujS/6kZu5CHdvl3JNuqfYD7dPVd32q9C3/S3rpiNj257777ynHyG9QW5zz88MNDf/3nd/xijLsx7QsxdjfeeGPz/ve/v/jFQfrXBXbsN/o0Od9CX7Wfnutf1zgaa/4mEP6kvWlzG9odvso41nboXnGM7Ns26j7a1f5dHzDO4X/Z3dTYRvRJnyfnG8MP6eOgcdQW+hXge5zfli/9b4MMw1eRYT0Gjhk7MgwfW8N4289HTM7/DiTZe++9d7PAAgs0a665ZrP22ms3a621VrPaaqs1Bx544IiKNxJ0/oUvfGFz0003De0ZHb7whS80K6+88tBfYwvK6l5f/OIXhwMqBbj++uvL/7/3ve81L3vZy4rwP/vZzzarr7562Z94ckHit9122zWrrLJK89znPrfYzEUXXTR0dGRwVmeeeWazzjrrNK985SvLNd797ncXPWuD4zzxxBPL9VddddVin9/5zneKI2L0Bx98cPk9+914442byy+/fOiX/8Wpp55a2jjISf7iF79oNt9883Id23777TccSDm9ffbZp1lhhRWaFVdcsXnrW99anA787Gc/a9Zdd92y3/333HPPSYLsaMD37LvvvqXP2r7SSisVPzCl+MEPftBsuOGGxT5d4+1vf3vpZxtkcvbZZ5d+OM99Tj/99HJ/sj/ppJOKP9C/9dZbr5zbDgKXXnppM8888xR5dAHBecc73jEs32222aboD/j3qKOOKvd17LWvfW1z7bXXlmPkvOWWWzbLLLNMs8YaazS77LLLsOxHC/0+4YQTSp/nnHPOZrnlliu6NKXg2zfddNPye7q50UYbNVdcccXQ0UlxySWXFN10rvsceeSRkwRd///c5z5XjgVc63Wve12JSTayec5znlPk2IYgvtVWW5VxIqdXvepVxU/XMGb89fOf//yhPf/53c4771yuzQ7pgPHtSqSmFjfffHOxqVe84hVFNzbbbLPmpz/96dDRkaGQc+yxxw73h3wPOOCAThJFfxxzrn5ssskmT9BDJF3/vvSlLw3taZr3ve99w7K1vfjFL25mm2220u4a7ID/MXbOW3755ZsPfvCDkxBKkGTxER//+MeH9jTNySefXPyVPmjbO9/5zkJ2+oD7sSO+Z4455ij2Sc+mBHT/nHPOKXpCLn6rj4Pke8QRR5R+64dxROxrILr00jgEJFa1fJdeeunmmc98ZvPNb35z6Iz/4sorr2w22GCDIiPj+KEPfWiY0F199dXFdkIPDjnkkGEiecMNNwz3gZz56ZHI7NRAsrX77ruXced/tevLX/7y0NHJI2ye/9Xuj3zkI8M+r4b2kr2+h+1edtllQ0f/AySYb3rjG984tKdpzjrrrOKPQ77GZ5ZZZilybwOx5qvCx0oaoi233npr87a3va3IUF933XXX4WQfj91iiy1K+7XtPe95T0kaB2FEkk1BNESmIGP52te+1rz85S8vgWpaQFk5lJGy76nBeJLsCy+8sHnve987icERPOUGg8OJMdQk2U9enHLKKcW4OUjORFKKIHG4kwM7E5A++clPFmJNn+j3McccM3TGf4HACdSINePn8F/96lcXR3vBBReUIKMNKg577bVXaUsN9rzkkks2z3rWszpJNkcuWEkYOJUf//jHxdkIBs7/2Mc+1qy//vrFnvkIQUYw4WyQoA984AMly//JT37SvP71ry9kqQ9IWMiIw9XfT33qU0VG2jAlMDZIv6RZ+5APFa92IEW0ll122WLL5PvVr361yPSWW24pZJfstYUctUGb6oqgcUDmEZQukk2+hx12WDnHcXIkT4HFMcGC87/44ovLGCI/2267bZEvUoKoqdCotOy0005F3n1AgNZv/u41r3lNSfpe8pKXTHFhRKBCbMmJDPlMbW1XkpA0PpLOOE9Mcd8IpPYJXgsuuGDzohe9qOwD4yTBYys2sne83T7XRy7onmPGW0xzT2Q1QLeNJcIQYEuCuj6wQ0QAGWoTyGnBbrvtVuLqGWecUdpHNvpZt2kQ2PwSSyzRfP/73y96d/755zcvfelLi47UoD+f//zni71ec801JQFjxxIHkFjwU0gk+69Jtj6GbBHrSJLbMZs8F1tssRKDncsmjEN9Lb8xvhKYINnsFKHhD9iV9rGdT3/60+X4aPGZz3ymEFMyIVtt55umZOyMNVKlbf5vtgHfaZNn4A/ojfazT4mugkiQWX5ZO2afffZJSDZiGPJlu4oTEuauSqv9bNv4SS4lm/yviivfzObdm+9gO+eee265/pvf/OYSd4wROSCaXUWWacG3v/3t4gd/9KMfFf9rXMksCOhIkKSKQ+yQfMUGhUlyboM+iU9f//rXy7Ul4G94wxtKYQL8FkGWqNYkWxLCR5IvH7LHHnuUopX7tSFpUQT4+c9/Xvwewqx4AgpKiDTZixOIO6Lu+q659dZbF12mG46xt0EYkWRTnDr4hGOkyAyZkshikADZaVRTZDsyLWRBkLrqqqtKYJatqgQTAsFS0IBjX/nKV8ox1xbAGJ5Oc3b2tcHAGSgC4FxKFhUzTsj1KF0gDJtwEBGGoH0GxD3c67jjjisBhjDBvz/84Q+b448/vvRHJsYhuifFZkiu5ZqnnXZaMbIk2U9eIGyCKB3hQBECRKDLibYhEHAmqjHAZhDkCI41BA8V3SDIdBgZYEdsr64uIGycWcA5nMT+++9fgkgXyebM2FZdBeJ4tt9++9InjiWcI9vkdPkFNr3oootO4nT5B6Sl6z5TC/Yp8LsWp0uubJ+9TwkOP/zwQqwCfAKi3a6m8C2CXBBndo18+S1yGz4Q+DdkMMbY2POfknCkvotk80tkIogE+FBVU22hO/QmquN8rYCG+CB83/3ud8t+UH1TceSfR4vzzjuvkCXXIl8BnT+b0kq5sbjuuuuG/voPMZQECVQ17DeOdfLJx0oM4cMf/nAJgKr5yGIXyBthU3lvxwcxyExNXUWno3Q62sLeyJkdLLXUUmUfSCxUvOOaSMxCCy3UGainFiqL7AHpMZ5mQhHTdpLXBe2gE9Eusa4rgWXfxk78C7hPEF3kl76oPCMSNTEOsC9Vc0QqiE0N5M5x9wJtUvlTWYz2ub/rI/hxb8TvE5/4xCT2hpxaWtcHJKCuxYfusMMOxQ+x1WjnSKAPzg07ppuLL774Ewiq/mkzfxj2Sc/M0ofvppcqvpKqmmQHXANRZ8uD9AqJr8dQ0is+4CR03hiA8aQH+Im2S9T5aNAniTxb6APskU4gzHTM9dk83jY5+A358mUBcgpiW4Oem2UM/6s/dDbsWQIloRfzapJdgy/B0dh9F/gXPj2gICCpAVyu9mPG0cbmJMgx+0n2dI4uDMIUk2xKwUBkRRpAeWUwjEjj/F9nBXvkVbajwQSlIqNSIUBRROxfBZigwiCRar9hDAzSbwhRVuaeMo02BEKZjCDpXsr3lJ+DYBiuUQcH52oHUmwpjAyXQRoEpIGTIDADQ2EJ0CBwjPqImBhoio9gMED30A4ZXi4XSQh4KjwcKP2ekuA5CIiYKnhXJRsZo5uCGv0XMNln2BMghjJ+dhlBTFDg1FRC2BRy0UV+2QQHWNuPYMyxInqqm/yA64YT114ke5FFFhn+nfYIxmw4HP9owHbZIJsjGzZa93lqoN8SGFXiqEAF+BH+RwARwPzdTvYRUYSNz3BOVCMRYGOP2PArXSRbdVVlqj4mcefD+FYBlg/ivCXyfCKyI5kwZqqYASQbyVe5GS20gR8TzFXW9SmIxNRCUNVuOtNeLkQnyAahfdOb3lQSU0Ex7kUG9EVQ7fKlxgFZQ9SDbIwE10VMXItNGnsJG/2VlFp60wX30Ub6i1CMFrEMRYyQ8HWtdZ5SCPSSBglLDfKgP9qN6NHNOtEnC7+l82Yduki2WC0OsvEpAeJHLxEQMHZmtMR1lb8g2W1oEz1jZ32ATtBfRQY6NS3+l3zoH/9Kv9oJouPsVFIcsLxA5TUIJPtmO2arukg2eeEVErxB4HP4bpVWNo5rmMUI0E06qYhC9rUeOMYfk6t4NKUzUZODQiYORy+Q1Gn1v0i5mEF/FSnaEJ8UkcIf6IuCRfg9hQ6JmmVcXSTb7+g2Heha7w5R/OFj6Cm7bC99cV8yx03ZSfTVv677jW98oxSq/DsII5JsSsARcQgcvkxKQJetGTTHIiPlROedd94yPXHQQQeVCkFUKQR1pDdItt9ybBouGMc6H1VAgZ+RqB6DQSRshDiCWECgdW5UpvyWs/TbyZFs67Ui6Ktcc6KUmfP1e85C3/QxMhrHBGQKABIM0zKQa7ITIElUuZl//vnLNOlb3vKWootTu56TcXPOqgbIcxscAqIrUJtCRGSQzrpiI/EzBSYZVEGgv3TcNf2LLA8i2eF0agLDbgQdU3mmmem4QMMxqciwe/ovMebcEHVOURAV9AWu0QIx4A8QeWtx9Vs1uKsPI4EvUTlVJe1K4Nm4RBxB0G9Jtops+BrwOz4xqoICp6qUKVF+BikeRLIlP2QmOAeQeOPh/Lnnnrsc53f1jwxV5vhebfK3WQYbefNnAs9oIXGgK3TmGc94RumLQD21VXLjoRghkSCLNlSgnve855WZEQFKsihYRSU7MIhk0yVjN6Uk0BiKN4IySCYkh8ZThbiLZAvUlq/og1gztTbcBeRWUkF3zRiY7WCLU0tUxFbXoadiZA2zqnSSfIylcfB/y1LaGESy2QZbn5LEQlskmq5F58VNBTqxEyxr6CLZfIWkwzi0k7BphfuTiVg/33zzlSIfEhdkbUqAF1iKQIaSMIXDGq7FNusqswSXvwzeEhhEstkEn9j1PEiAD3YO/TM7qF+RKAF/g484h++nxwHy1HbLiyQ77URhWsH/4moLL7xwWQqD4MYSwqkBfoj8K0Z0+S37xZOAirZ+0Ocag0g2myKX9njU4HtxROeRE77bLgQZP2PNfvja0CM2Z7kJf81OuhKFwIgkm9NTzWFAsirZcF2hQgQMrCArIwuSbZOhuLmBplAUoibZiHU4cIojM0RUEV7OsHZoBKVS3p6S4PhM6QYMtHuaLpkcyda3yHA4bNUiQRRxVgEQzPRRO5EcbdN/ZDxJdmIkILoIJh2TfdPDkZxpGxwK0sawzfp0BWDHEJSohCF87ldPcQl29J89cBTsiHOTwbNd53Iw/t92kuxE0KgJvmcyJNna9H//93/DWb/2WQbmWv7vOMfnnuxTkHGttgObVvAl+qvSxvFKNtrVvJGgr/yO9glkXQHY+mfBP6bK+QPjGJU64GgFVyRYFYt8EGBLefg0x6wHROjaFcsgdoh1APGO9eVIs9m+8IPInkAgWNr4VfdUTUJQrc3tSsamBdpqDPlcJAXhV8GaUmizmT79s1axi5yqEiIPkbQI3ohN3WcYRLIFV0E6ijyDYGzpvWvw3yqbfDT9FLDpvgApWNKrsAN6TOZiEXtxrA+4Lp1SVZcoiRkqzVNTJTebIZFHsulY2z/QHzYRM2COkxf/0F420UWync9vWRrQNXY1xFCzyPoSSbQHhCWfEnRyM80uqaqTAb9DviWhNTkcLbTd+IrH/AMdtk1NAkoHyJVPoTftBIFOuXZd9VTBjkJdjS6SrY18t6Sn7RcCEhdcJpa3RVLIbiLh1Q66ICmnC20u5JiZRT5C0tPWk2mFsTNLx3+6Nh1uJ8eTA1/Fx+CAChhtOeBWYmCAneNofGyNLpKtn+Tu2u0ENEBHFMAkKYpN4omVCu3nI8QsZJwO01W/A7J3zHgbSzPLXXEEpmpNdg1EmqIRMocvaw2SDYKM6QCZquAr+GhQkGwwzcHBCFwyMYEMyeZ866AvEA4i2UhDwEBRzKic1ySbYg4i2cAZmOZl+Kp/BpThcEIMjQIj1AJBkuzEICCu9BtpoJvsR8WqXns7EjhGxIZDHYmYW9qEzIWdCGiIN1tB1uJNFEC36bSqGf1lXzb6qiLt/+2n21VvEIxYAwcydw5FMFXJsCwswHbs46DYcE0akBl+og8gpfEshyo2m1eZ/+hHP1r2TQ7sk43zEyoTgwLPoYceWirEQeI4awkGci5gh58DY208jBtyHvJF3J797GcXAqwiXYN/RGRqufODnDXip0hhSUW0j6NHKvlQvq2uTJktcK8+QI+ib+RLvxRZFFumBPTdQ7F8L50fRNJUAfnIukoo2IoTdcDtItnapJrW9axCDecZL8mIB/0Cgrt4E+NkfMIO2I/7C96IqopuHYtGC7JlP5Jw5I2dmpWZUhLovIhHgxIMwZ9+1+Q5EokgwoEuks3vkEXtQ9qgl2xRnERO6hkvSV/I1mZG7wUveMEwCURg+SH21FdiGDBDrl3sy8yPpALn6Hq4rg1yE8eDZNFdSR9fXAOZkliotIZ9IsEq35GUB7pItv4rOtTPVbTBt7Yf6DZOiJ7f4zD6GEA+zbzxHWaGat6GZ9GZPoocdCMKOfwD3ye2SGAnB3HI7GrdbokKvWzrMtvAsyK5lXSw0zoeQRfJFnvoVvtZhRpiiCIAXxCg79qCdIthtW5KKvBbumXcalmyaT6mHqsa00yyPZAle6JUlI5yB8lGfg0654TcymINiMGpSTZl4QxsgiSl1mkNZhSuiwjLNkwfGNAa7kMoApBzKTri7z6E6DqUwjFZ6SCS7ZggaEAZjXMWX3zx0hd9IlT9EGhlRzXJZkB+kyQ7ATJhVSaORKYsMex6A0AX6KMZI4kn22APdCscuX/pMnAg7Ib92c9e6DTyZT2t4MfZOJ8tsBN6zxEI1DaOnJ5zKpyc6wQp8m9UTpAO/UFmJbDsQGC1vMv12bmZLO3m5NmISp1jlk8IDAhjH+B8tUPwtIRMu5DVKV02gDybNeNntHuQfI0XXyJhsZ+PIStVUevt2TqC6JhkXNAkG2Qj5IvYuBcSrIAArh/3UZxALI272QsyjeqNf/k8x5xrpsB0Jr3wGz7Rfj4Lweer+wC/zW8KauRLLyQbfPiUQKKgoke3+Ex9tYF/Q7/IiQwFXf2gx0iF5UdxPnSRbDGJLLqCaMgXyN0YGi86HG2hv+wkxkmiw0b9n7ytwZTQSAScG7/rAwiJJIR+qRSLLeTVJr9dIDM2xu6MT/Q12hZ/k48khB/SfuPAbhSq2glDF8lGfMg8qnYB13YPICdtkVhqS7TDxueFbG0Sc0u8kBZtc08kWwGs/l0f0Gc+lDzdl7/jF6ek0qqaSQ/MYGgPX6aPuA7oe/Rf8sb/sg/7+Fx8KEhhoItk8yFmpcithnuGfeBI2kIX7XcP7SC78Dd8gv10m3wl6I5J0D3A7Jhx4iuiIDFa6A8CSzb8A7/Gx7GxyYGP40MVX6NPfCD/EnZmH+i3BI0c7GOjbL5O5qCLZCPCxjySgRqu5T50USHArIt9NnxSLEGgxT7jxnYcMxvMl2iP+CYu2k+m7JgND+LK00yyDaLMTUVAMDDAOsaxOUZAjhlcg8B5M7iaZCPNyvDIL+UI6KxGG0QBmsF3VfWcR1AEog0qb/E+RMouGKuiG0TGwol3kWzVIQNoate57keIgiiBIiiciSkxx1wLZG8MwbRcPviYAAbOAdInawLZAWI3yI5qsJ2ZZpqp6CHiFBsDB5XkcCj0TCCl06H7nK4gSm/tE1SdT9cF9jbaa7I5JQ/QhfMXmFxDFVpA4eDjaW/2aD8yzx4cj3VpgghHz3bYvsSjHXymFRwgv6Jd/Ib+q7KGLY8ERPmpT31q8S21fMmGkw9/AsbLVK3xk0yTL5/gPLLnt+yTSPExAlm7CIA48l+xJltAElzjjS0ChgdvnGPjQ4OMm9HQNrrAh9Ip+sGxIwN8Ef/muAphH2++AH1TpSMHBQZyNsbtZQZd0B+zNgiqWZyQr9k+OiVwsokAeasm8bn0xExLu6LVRbKNtfuoOrehvRI88kBoVfeiHTa62K7oxdKdAN1Vfa37YGuTzmmBKiP9o7cIBx1SZQ9yNQiIgaoq/8Cm63aRK1g6FcmQsXAe0sA+zXKJfW10kWyV6DZxAUkHXQfLgJ7+9KcXPazbgmxpa416TTaC5f3r/EX9O76rD0iK6W6MPftl323b7ALbZvPGh07SA4lvzKAjuf4GBQxknl0GxzHD1EYXySbvWt8CZjc8yxO+EnG3JENb2Dk7VG2lK66hb8bJMX5EtRXI0jGJjDjEJuqZr9FAbHEv8uV/6a+kf0r8O72gN/ouIWHXYoQ4BGY86QW4nnhnLJxrLBDqNrpINp/BP7STGImX2amYCaWriLOkwfIm9wifwqb0jU05xl5Vt/UBf9R28c8x58WrR7swkGRTVo0ZZPwCswtbv6yKJjNQzZWdYvcqRY7piCAjI+AcZSS1I0W8NbqGjqiM+621gKo3bcMFioMICDrO1R6GAs7XJr/n2Pxf9YDgKYo2B7kQuFzLubJ4ym6QXYOzMpCSBPfSv5h6EhDtZ1xxTX2XMITjSzx5wAg5REZnmYCAONdccxVnh4xNbuNQ/Ka9cRiOC3BIcJzPwD184hwJr6Q0jnG8jj3lKU8pyzg4izgWG7LqHG32Nyfuxf3RXkSds37a055W3iPMuda/53h8SEGw5aDiOjbOzL31Hxm0T/I9GkiGXYeDt2bZunDtiutPbkM4/KYtX8GYoxacPYwX5wsAgp5zkMNahmRnrXIcMxZxLDbjIRDFMX974C3kiLwL0pYqkDsiZF/8XnvpkcRAMm884phxsd97uJ1nX/uhoKkFEuk65Klvxm/WWWct8o77jrT5nb7UsrWRKVnSScfjfHpGt40J4kX/6uvZJB90qN5nrFwHwav327SbLhqfsMF68zttqX9jfOhT/E3f27+zWcoyGhgfhMxMwcwzz1yuqf/21e3p2uiFAlW7TTb+xjn0WNIcvzFu9IqeBLGJY7FZqkIH631slz+p99kQSfbm//Sxqy18VK3DNoklMuP/+t5lg+5XT91PC8R5Pogfpbeuy/6m1P/aEC4y8Vs6SWfjmD47Fn/TVzpGX8i9ts/Y7FfkqPdpXzwUX290nX7GOPEX9IMdhn+Ic+mMop6x1Ve+K/wv+yBP7dI+ftqY1Mv7pgWKMK5PD8QN48huFDmjXZPb9Em7yVe76z6xW/YbfyOxxk8f6X6X/kog6phoM2bxUHy9n/8mj4gXxsuYil/ssbYd9zJOHv52jN7G+Dom+XFM/KPb9ikadGEgyU4kElOHmD6yWddnCVT83cfGScZrv8ZiM7WqKiF57Do+2m1y1brJQdJbX8+7lOu/R7tJolWruo71sakGm9ZVFOg6PtqtvRRgajHW8lWxsr6761hfm6qlin/XsdFuo5Wv38e1FJ4UaOrrj3azfly1uetYH5sqqqUqXcf62LoKaVMD/iWuZRmZGeb6+qPdFOFU5LuO9bEpzlk+Ybaw6/hoN/FpNKjjm61v/6BIatlh17E+NnGNf7eSouv4aLdB8S1JdiIxQWApytS8hWBqYZ0dIjRaZzxRYbZrStbGTis4YtW6KZm6/l+E5TNmLscSln70tTRpooFuxXKusYAlOGaVn6zgG+uH9vqGa/Pxo002JioUeawIGCtY5WA2lB8eTyTJTiQSiUQikUgkekaS7EQikUgkEolEomckyU4kEolEIpFIJHpGkuxEIpFIJBKJRKJnJMlOJBKJRCKRSCR6RpLsRCKRSCQSiUSiZyTJTiQSiUQikUgkekaS7EQikUgkEolEomckyU4kEolEIpFIJHpGkuxEIpFIJBKJRKJnJMlOJBKJRCKRSCR6RpLsRCKRSCQSiUSiZyTJTiQSiUQikUgkekaS7EQikUgkEolEomckyU4kEolEIpFIJHpGkuxEIpFIJBKJRKJnJMlOJBKJRCKRSCR6xkyJRCKRSCQSiUSiT8w00/8DBS5rIHx0oLQAAAAASUVORK5CYII=" 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<ol start="8" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt 31.34pt; text-indent:0pt; line-height:115%; padding-left:4.66pt; font-family:Arial; font-size:10pt; font-weight:bold">
<span style="font-family:Arial; font-size:12pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Políticas contables materiales</span>
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<span style="font-family:Arial; font-size:10pt">A continuación, se resumen las políticas contables más significativas utilizadas para la elaboración de estos estados financieros, las cuales han sido aplicadas consistentemente en los activos que se presentan, a menos que se especifique lo contrario.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">a.</span><span style="width:13.51pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Efectivo en bancos e inversiones</span>
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<span style="font-family:Arial; font-size:10pt">El efectivo en bancos e inversiones incluye principalmente depósitos bancarios en cuentas de cheques e inversión en valores a corto plazo de gran liquidez, con vencimientos de tres meses o menos. El efectivo se presenta a valor nominal; se considera que el importe de las inversiones equivalentes de efectivo se aproxima a su valor razonable debido a lo corto de su fecha de vencimiento, las fluctuaciones de su valor se reconocen en el resultado del periodo.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">b.</span><span style="width:12.96pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos financieros</span>
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<span style="font-family:Arial; font-size:10pt">Las compras y ventas convencionales de instrumentos financieros se reconocen en el estado de situación financiera en la fecha de negociación, que es la fecha en que se adquiere el compromiso de comprar o vender el instrumento. Dependiendo de su clasificación los instrumentos financieros se miden a costo amortizado, o a valor razonable a través de resultado integral, como se describe a continuación.</span>
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<span style="font-family:Arial; font-size:10pt">Instrumentos de deuda que cumplan con las siguientes condicionales se miden subsecuentemente a costo amortizado:</span>
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<span style="font-family:Arial; font-size:10pt">Si el activo financiero se mantiene en un modelo de negocio cuyo objetivo es mantener activos financieros con el objetivo de obtener flujos contractuales de efectivo; y</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los términos contractuales del activo financiero dan lugar en fechas específicas a flujos de efectivo que son únicamente pagos de principal e interés sobre el monto del principal.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Instrumentos de deuda que cumplan las siguientes condiciones se miden subsecuentemente a valor razonable a través de otros resultados integrales:</span>
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<span style="font-family:Arial; font-size:10pt">El activo financiero es mantenido dentro de un modelo de negocio cuyo objetivo se cumple al obtener flujos contractuales de efectivo y vendiendo activos financieros; y</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los términos contractuales del activo financiero dan lugar, en fechas específicas, a flujos de efectivo que son únicamente pagos de principal y del interés sobre el monto pendiente del principal.</span>
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<span style="font-family:Arial; font-size:10pt">Por defecto, todos los otros activos financieros son medidos subsecuentemente a valor razonable a través de resultados. </span>
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<span style="font-family:Arial; font-size:10pt">A pesar de lo anterior, la Entidad puede hacer la siguiente elección /designación irrevocable en el reconocimiento inicial de un activo financiero:</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Puede elegir irrevocablemente presentar cambios subsecuentes en el valor razonable de una inversión de capital en otros resultados integrales si se cumplen ciertos criterios (ver (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) posterior); y</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Podrá designar irrevocablemente un instrumento de deuda que cumpla los criterios de costo amortizado o de valor razonable a través de otros resultados integrales si al hacerlo elimina o reduce significativamente una asimetría contable.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El valor razonable es el precio que sería recibido por vender un activo o pagado por transferir un pasivo en una' transacción ordenada entre participantes del mercado en la fecha de la medición. La mejor evidencia del valor razonable es e| preció en un mercado activo. Un mercado en el que las transacciones de los activos o pasivos tienen lugar con frecuencia y volumen suficiente para proporcionar información de cara a fijar precios sobre una base de negocio en marcha.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Costo amortizado es el importe al que fue medido en su reconocimiento inicial un activo financiero, menos reembolsos del principal, más o menos, la amortización acumulada, utilizando el método del interés efectivo, de cualquier diferencia entre el importe inicial y el importe al vencimiento y, para activos financieros, ajustado por cualquier deterioro.</span>
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<span style="font-family:Arial; font-size:10pt">Método de la tasa de interés efectiva es el método que se utiliza para el cálculo del costo amortizado de un activo financiero y para la distribución y reconocimiento de los ingresos por intereses o gastos por intereses en el resultado del periodo a lo largo del periodo correspondiente.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">La tasa de interés efectiva es la tasa que descuenta exactamente los pagos o cobros de efectivo futuros estimados durante la vida esperada del activo financiero con respecto al valor en libros bruto de un activo financiero. Para calcular la tasa de interés efectiva, se estima los flujos de efectivo esperados teniendo en cuenta todos los términos contractuales del instrumento financiero (por ejemplo, pagos anticipados, duración, opciones de compra y similares), pero no tendrá en cuenta las pérdidas crediticias esperadas. El cálculo incluye todas las comisiones y puntos básicos dé interés, pagados o recibidos por las partes del contrato, que integren la tasa de interés efectiva, los costos de transacción y cualquier otra prima o descuento.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Clasificación de activos financieros</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">En su reconocimiento inicial y en base a su naturaleza y características, el Fideicomiso clasifica sus activos financieros en cartera de créditos y deudores diversos, ambos medidos a costo amortizado. La clasificación depende del propósito para el cual fue adquirido el activo.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Derechos de cobro - Incluye la cartera de créditos que representa los créditos hipotecarios individuales que le han sido cedidos para su cobranza (son los flujos de efectivo que el fideicomiso obtendrá y utilizar para pagar la deuda a largo plazo representada por el pasivo bursátil).</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Estas partidas son activos financieros no derivados que implican el cobro de pagos fijos y determinables que no cotizan en un mercado activo. Son presentados como activos circulantes si su vencimiento es menor o igual a 12 meses, y como activos no circulantes si su vencimiento es mayor a 12 meses; son presentadas netos de la estimación para perdidas crediticias y en su caso de la provisión por deterioro. Inicialmente se reconocen a su valor razonable; posteriormente son valuadas a su costo amortizado utilizando el método de la tasa de interés efectiva. Ver Nota 8. El saldo insoluto dé los créditos se identifica como cartera vencida cuando: se tiene conocimiento de que el acreditado es declarado en concurso mercantil, conforme a la Ley de Concursos Mercantiles, o sus amortizaciones no hayan sido liquidadas en su totalidad en los términos pactados originalmente, considerando al efecto si los adeudos consisten en créditos con pagos periódicos parciales de principales intereses, y presentan 90 o más días naturales de vencidos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Baja de activos financieros</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">El Fideicomiso da de baja los activos financieros cuando; a) expiren los derechos contractuales sobre los flujos de efectivo del activo financiero o b) se transfiera el activo financiero mediante: la transferencia de manera sustancial los riesgos y beneficio del activo financiero o </span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) si el Fideicomiso </span><span style="font-family:Arial; font-size:10pt">retiene de manera sustancial los riesgos y beneficios, pero no retiene el control del activo financiero. El control es retenido sí la contraparte no tiene la capacidad efectiva de vender el activo sin restricciones.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">c.</span><span style="width:27.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivos financieros</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Todos los pasivos financieros se miden subsecuentemente a costo amortizado utilizando el método de interés efectivo o a valor razonable a través de resultados.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Sin embargo, los pasivos financieros que surgen cuando una transferencia de un activo financiero no califica para la baja o cuando se aplica el enfoque de participación continua, y los contratos de garantía financiera emitidos por la Entidad, se miden de acuerdo con las políticas contables específicas que se detallan a continuación.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Pasivos financieros a valor razonable a través de resultados</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los pasivos financieros se clasifican </span><span style="font-family:Arial; font-size:10pt">a</span><span style="font-family:Arial; font-size:10pt"> valor razonable a través de resultados cuando el pasivo financiero es (i) contraprestación contingente de una adquirente en una combinación de negocios, (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) se mantiene para negociar o (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) se designa como valor razonable a través de resultados.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Un pasivo financiero se clasifica como mantenido para negociar si:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Se ha adquirido principalmente con el fin de recomprarlo a corto plazo; o</span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">En el reconocimiento inicial, es parte de una cartera de instrumentos financieros identificados que la Entidad gestiona conjuntamente y tiene un patrón real reciente de toma de ganancias a corto plazo; o</span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Es un derivado, a excepción de lo derivado que son un contrato de garantía financiera o un instrumento de cobertura designado y 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:10pt">Un pasivo financiero que no se tenga para negociar o la consideración contingente de una adquirente en una combinación de negocios puede designarse como valor razonable a través de resultados en el momento del reconocimiento inicial si:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Dicha designación elimina o reduce significativamente una inconsistencia de medición o reconocimiento que de otro modo surgiría; o</span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">El pasivo financiero forma parte de una Entidad de </span><span style="font-family:Arial; font-size:10pt">activos financieros o pasivos financieros</span><span style="font-family:Arial; font-size:10pt"> o ambos, que se gestiona y su desempeño se evalúa sobre la base del valor razonable, de acuerdo con la gestión de riesgos documentada o la estrategia de inversión de la Entidad, y la información sobre la agrupación es proporcionado internamente sobre esa base; o</span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Forma parte de un contrato que contiene uno o más derivados implícitos, y la NIIF 9 permite que todo el contrato combinado se designe como valor razonable a través de resultados.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Sin embargo, para los pasivos financieros que se designan a Valor razonable a través de resultados, la cantidad de cambio en el valor razonable del pasivo financiero que es atribuible a los cambios en el riesgo de crédito de ese pasivo se reconoce en otro resultado integral, a menos que el reconocimiento de los efectos de los cambios en el riesgo de crédito del pasivo en otros ingresos comprensivos crearían o ampliarían un desajuste contable en resultados. El monto restante del cambio en el valor razonable del pasivo se reconoce en resultados. Los cambios en el valor razonable atribuibles al riesgo de crédito de un pasivo financiero que se reconocen en otro resultado integral no se reclasifican </span><span style="font-family:Arial; font-size:10pt">posteriormente a resultados. en su lugar, se transfieren a ganancias acumuladas una vez que se da de baja el pasivo financiero.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Las ganancias o pérdidas en los contratos de garantía financiera emitidos por la Entidad que son designados por la Entidad a valor razonable a través de resultados se reconocen en resultados.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Pasivos financieros medidos subsecuentemente a costo amortizado </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Los pasivos financieros que no son (i) consideración contingente de un adquirente en una combinación de negocios, (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) mantenidos para negociar, o (</span><span style="font-family:Arial; font-size:10pt">iii</span><span style="font-family:Arial; font-size:10pt">) designados como valor razonable a través de resultados, se miden posteriormente al costo amortizado utilizando el método de interés efectivo.</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; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El método de interés efectivo es un método para calcular el costo amortizado de un pasivo financiero y para asignar gastos de intereses durante el período relevante. La tasa de interés efectiva es la tasa que descuenta exactamente los pagos en efectivo futuros estimados (incluidos todos los cargos y puntos pagados o recibidos que forman parte integral de la tasa de interés efectiva, los costos de transacción y otras primas o descuentos) durante la vida esperada del pasivo financiero, o (cuando sea apropiado) un período más corto, al costo amortizado de un pasivo financiero.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Pasivos contractuales de garantía financiera</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Un contrato de garantía financiera es un contrato que requiere que el emisor realice pagos específicos para reembolsar al titular por una pérdida en la que incurre debido a que un deudor específico no realiza los pagos cuando vencen de acuerdo con los términos de un instrumento de deuda.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los pasivos del contrato de garantía financiera se miden inicialmente a sus valores razonables y, si no se designan a Valor razonable a través de otros resultados integrales y no surgen de una transferencia de un activo, se miden posteriormente al mayor de: </span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">El monto de la provisión para pérdidas determinada de acuerdo con la NIIF 9 (ver activos financieros más arriba); y </span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">La cantidad reconocida inicialmente menos, cuando corresponda, la amortización acumulada reconocida de acuerdo con las políticas de reconocimiento de ingresos establecidas anteriormente.</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; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Ganancias y pérdidas cambiarias</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; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Para los pasivos financieros que están denominados en una moneda extranjera y se miden al costo amortizado al final de cada período de reporte, las ganancias y pérdidas en moneda extranjera se determinan con base en el costo amortizado de los instrumentos.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El valor razonable de los pasivos financieros denominados en una moneda extranjera se determina en esa moneda extranjera y se convierte al tipo de cambio al final del periodo sobre el que se informa. Para los pasivos financieros que se miden a valor razonable a través de resultados, el componente de moneda extranjera forma parte de las ganancias o pérdidas del valor razonable y se reconoce en utilidad o pérdida para los pasivos financieros que no forman parte de una relación de cobertura designada.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Baja de pasivos financieros</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; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">La Entidad da de baja los pasivos financieros si, y solo si, las obligaciones de la Entidad se cumplen, cancelan o han expirado. La diferencia entre el importe en libros del pasivo financiero dado de baja y la contraprestación pagada y pagadera se reconoce en resultados.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Cuando la Entidad intercambia con el prestamista existente un instrumento de deuda en otro con términos sustancialmente diferentes, dicho intercambio se contabiliza como una extinción del pasivo financiero original y el reconocimiento de un nuevo pasivo financiero. De manera similar, la Entidad considera la modificación sustancial de los términos de un pasivo existente o parte de él como una extinción del pasivo financiero original y el reconocimiento de un nuevo pasivo. Se asume que los términos son sustancialmente diferentes si el valor presente descontado de los flujos de efectivo bajo los nuevos términos, incluyendo cualquier tarifa pagada neta de cualquier tarifa recibida y descontada utilizando la tasa efectiva original es al menos un 10% diferente de la actual descontada Valor de los flujos de efectivo remanentes del pasivo financiero original. Si la modificación no es sustancial, la diferencia entre: (1) el importe en libros de la responsabilidad antes de la modificación; y (2) el valor presente de los flujos de efectivo después de la modificación debe reconocerse en resultados como la ganancia o pérdida por modificación dentro de otras ganancias y pérdidas.</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">d.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Bienes adjudicados</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; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los bienes adjudicados son bienes que el Fideicomiso recibe como consecuencia de un crédito incobrable, ya sea por medio de una resolución judicial o por consentimiento del deudor, y que son destinados para su venta. Estos bienes cuentan con dos categorías: los adquiridos mediante adjudicación judicial y los recibidos mediante dación en pago. Los bienes adquiridos mediante adjudicación judicial se registran en la fecha en que causó ejecutoria el auto aprobatorio del remate mediante el cual se decretó la adjudicación, los bienes recibidos mediante dación en pago se registran, por su parte, en la fecha en la que se firma la escritura de dación, o se da formalidad a la transmisión dé la propiedad del bien.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El valor de registro de ambos es igual a su costo, valor neto de realización o el valor neto en libros del crédito, el que sea menor. Al registrar en la contabilidad un bien adjudicado, el saldo del crédito se da de baja de la cartera del Fideicomiso, en el caso de que el valor en libros del crédito fuese inferior al valor del bien adjudicado, el valor de este último se ajusta al valor en libros del crédito. Las ganancias o pérdidas en la venta de estos bienes se incluyen en los resultados. Regularmente la Administración del Fideicomiso revisa el valor neto de realización y en caso de que se </span><span style="font-family:Arial; font-size:10pt">de</span><span style="font-family:Arial; font-size:10pt"> alguna circunstancia que haya deteriorado el mismo realiza los ajustes correspondientes.</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">e.</span><span style="width:27.66pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Deterioro de activos financieros</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso reconoce la pérdida crediticia esperada de por vida cuando ha habido un aumento significativo en el riesgo crediticio desde el reconocimiento inicial. Las estimaciones de deterioro se realizan por toda la vida de los créditos, debido al alto riesgo que refleja la situación actual de la cartera de créditos.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">A partir del 1 de enero de 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> entraron en vigor modificaciones regulatorias de la CNBV en cuanto a la clasificación y registro de la cartera de crédito (Criterio Contable B-6) para la implementación de la NIIF 9, modificaciones a la calificación y cálculo de reservas de cartera, cálculo de probabilidad de incumplimiento de la cartera y cálculo de la severidad de las pérdidas, debiendo calcularlas de manera individual por cada crédito para la obtención de la estimación de reservas preventivas.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Dentro de estas modificaciones, los créditos quedan clasificados en tres “Etapas” en función de su riesgo:</span>
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<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Etapa 1 se considera que no tienen ningún incremento significativo en el riesgo de crédito,</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Etapa 2 se consideran aquellos que cuentan con un incremento significativo en el riesgo de crédito, pero sin evidencia objetiva de deterioro,</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Etapa 3 clasifica a aquellos créditos en donde se cuenta con evidencia objetiva de deterioro.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">La metodología empleada en </span><span style="font-family:Arial; font-size:10pt">202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt">,</span><span style="font-family:Arial; font-size:10pt"> comprende cálculos de reserva por pérdida crediticia esperada por toda la vida de los créditos.</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Las pérdidas estimadas por deterioro de la cartera se cargan a los resultados del año en el que se determina. La recuperación de créditos, previamente deteriorados, se registra contra la estimación para deterioro de derechos de cobro cuando se cobra.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">En periodos subsecuentes, cuando las circunstancias que dieron origen al reconocimiento de una perdida por deterioro cambian de manera favorable, la estimación previamente reconocida es revertida, registrando el efecto por deterioro de derechos de cobro en el estado de resultados.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Hasta 2021, las reservas se calcularon con base en el comportamiento histórico de deterioro de la cartera, mediante la evaluación periódica de los incrementos en el riesgo de crédito, conforme a las siguientes definiciones y consideraciones: </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(i)</span><span style="width:26.56pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Incremento significativo en el riesgo de crédito</span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Al evaluar si el riesgo de crédito en un instrumento financiero ha aumentado significativamente desde el reconocimiento inicial, el Fideicomiso compara el riesgo de que ocurra un incumplimiento en el instrumento financiero en la fecha de reporte con el riesgo de un incumplimiento en el instrumento financiero en la fecha de reconocimiento. Al realizar esta evaluación, el Fideicomiso considera información tanto cuantitativa como cualitativa que sea razonable y fundamentada, incluida la experiencia histórica y la información prospectiva que está disponible sin costo o esfuerzo innecesario. La información prospectiva considerada incluye las perspectivas futuras de las industrias en las que operan los deudores del Fideicomiso, obtenidas de informes de expertos económicos, analistas financieros, organismos gubernamentales, grupos de expertos pertinentes y otras organizaciones similares, así como la consideración de varias fuentes externas de información real e información económica proyectada relacionada con las operaciones centrales del Fideicomiso.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">En particular, la siguiente información se toma en cuenta al evaluar si el riesgo de crédito ha aumentado significativamente desde el reconocimiento inicial:</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Un deterioro significativo existente o esperado en la calificación externa (si existe) o interna del instrumento financiero;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Deterioro significativo en indicadores de mercado externos de riesgo de crédito para un instrumento financiero específico, por ejemplo, un aumento significativo en el diferencial de crédito, permuta de incumplimiento crediticio para el deudor, o el periodo de tiempo o el alcance al cual el valor razonable de un activo financiero es menor que su costo amortizado;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Cambios adversos existentes o esperados en las condiciones económicas, financieras o de negocios que se espera que causen una disminución significativa en la capacidad del deudor de cumplir su obligación de deuda;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Un deterioro significativo actual o esperado en los resultados operativos del deudor;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Aumentos significativos en el riesgo de crédito en otros instrumentos financieros del mismo deudor;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Un cambio adverso existente o esperado en las condicionas regulatorias, económicas o tecnológicas del deudor que resulta en una disminución significativa de la capacidad del deudor de cumplir sus obligaciones.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Independientemente del resultado de la evaluación anterior, el Fideicomiso supone que el riesgo de crédito en un activo financiero ha aumentado significativamente desde el reconocimiento inicial cuando los pagos contractuales tienen un vencimiento de más de 30 días, a menos que el Fideicomiso tenga información razonable y confiable que demuestre lo contrario.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">A pesar de lo anterior, el Fideicomiso asume que el riesgo de crédito en un instrumento financiero no ha aumentado significativamente desde el reconocimiento inicial si se determina que el instrumento financiero tiene un riesgo crediticio bajo en la fecha de reporte. Se determina que un instrumento financiero tiene un riesgo de crédito bajo si:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">El instrumento financiero tiene un riesgo de incumplimiento bajo,</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">El deudor tiene una notoria capacidad de cumplir sus obligaciones de flujos contractuales de efectivo en el corto plazo, y</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Cambios adversos en condiciones económicas y de negocios en el largo plazo pueden reducir la habilidad de que el deudor pueda cumplir con sus obligaciones contractuales de efectivo, pero no sucederá necesariamente.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso considera que un activo financiero tiene bajo riesgo de crédito cuando el activo tiene una calificación crediticia externa de “grado de inversión” </span><span style="font-family:Arial; font-size:10pt">de acuerdo a</span><span style="font-family:Arial; font-size:10pt"> la definición globalmente aceptada, o en caso de que no haya una calificación externa disponible, que el activo tenga una calificación interna “realizable”. </span>
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<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Realizable significa que la contraparte tiene una fuerte posición financiera y no hay montos pasados pendientes.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">ii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Definición de incumplimiento</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso considera que lo siguiente constituye un evento de incumplimiento para fines de administración de riesgo de crédito interno, ya que la experiencia histórica indica que los activos financieros no son recuperables cuando cumplen con cualquiera de los siguientes criterios:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Cuando el deudor incumple los convenios financieros;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">La información desarrollada internamente u obtenida de fuentes externas indica que es improbable que el deudor pague a sus acreedores, incluida el Fideicomiso, en su totalidad (sin tener en cuenta ninguna garantía que tenga el Fideicomiso).</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Independientemente del análisis anterior, el Fideicomiso considera que el incumplimiento ha ocurrido cuando un activo financiero tiene más de 90 días de vencimiento, a menos que el Fideicomiso tenga información razonable y confiable para demostrar que un criterio de incumplimiento más atrasado es más apropiado.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iii</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos financieros con deterioro crediticio</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Un activo financiero tiene deterioro crediticio cuando se han producido uno o más eventos que tienen un impacto perjudicial en los flujos de efectivo futuros estimados de ese activo financiero. La evidencia de que un activo financiero tiene deterioro crediticio incluye datos observables sobre los siguientes eventos:</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Dificultad financiera significativa por parte del emisor o del deudor;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">El incumplimiento de un contrato, como un incumplimiento o un evento vencido (ver (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) arriba);</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Los prestamistas del deudor, por razones económicas o contractuales relacionadas con la dificultad financiera del deudor, le otorgan al deudor una concesión que los prestamistas no considerarían de otra manera;</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">Es cada vez más probable que el deudor entre en bancarrota o alguna otra reorganización financiera; o</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">•</span><span style="width:32.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt">La extinción de un Mercado funcional para el activo financiero por sus dificultades financieras.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">iv</span><span style="font-family:Arial; font-size:10pt; font-weight:bold">)</span><span style="width:21pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Política de bajas</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso da de baja un activo financiero cuando hay información que indique que el deudor se encuentra en una dificultad financiera grave y no existe una perspectiva realista de recuperación, por ejemplo. cuando el deudor ha sido colocado en liquidación o ha entrado en un proceso de quiebra, o en el caso de cuentas por cobrar comerciales, cuando los montos vencen a más de dos años, lo que ocurra antes. Los activos financieros dados de baja aún pueden estar sujetos a actividades de cumplimiento bajo los procedimientos de recuperación del Fideicomiso, teniendo en cuenta el asesoramiento legal cuando sea apropiado. Cualquier recuperación realizada se reconoce en resultados.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">(v)</span><span style="width:23.78pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Medición y reconocimiento de pérdidas crediticias esperadas</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">La medición de las pérdidas crediticias esperadas es una función de la probabilidad de incumplimiento, la pérdida dada el incumplimiento (es decir, la magnitud de la pérdida si existe un incumplimiento) y la exposición en el incumplimiento. La evaluación de la probabilidad de incumplimiento y la pérdida dada por defecto se basa en datos históricos ajustados por información prospectiva como se describe anteriormente. En cuanto a la exposición al incumplimiento, para los activos financieros, esto está representado por el valor en libros bruto de los activos en la fecha de reporte; para los contratos de garantía financiera, la exposición incluye el monto establecido en la fecha de reporte, junto con cualquier monto adicional que se espera obtener en el futuro por fecha de incumplimiento determinada en función de la tendencia histórica, la comprensión del Fideicomiso de las necesidades financieras específicas de los deudores, y otra información relevante a futuro.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Para los activos financieros, la pérdida crediticia esperada se estima como la diferencia entre todos los flujos de efectivo contractuales que se deben al Fideicomiso de acuerdo con el contrato y todos los flujos de efectivo que el Fideicomiso espera recibir, descontados a la tasa de interés efectiva original.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">El Fideicomiso reconoce una pérdida o pérdida por deterioro en el resultado de todos los instrumentos financieros con un ajuste correspondiente a su valor en libros a través de una cuenta de provisión para pérdidas.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Las pérdidas estimadas por deterioro de la cartera se cargan a los resultados del año en el que se determina. La recuperación de créditos, previamente deteriorados, se registra contra la estimación para deterioro de derechos de cobro cuando se cobra.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">En periodos subsecuentes, cuando las circunstancias que dieron origen al reconocimiento de una perdida por deterioro cambian de manera favorable, la estimación previamente reconocida es revertida, registrando el efecto en la estimación por deterioro de derechos de cobro en el estado de resultados.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">f.</span><span style="width:29.89pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivo bursátil</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los Instrumentos financieros emitidos por el Fideicomiso, son préstamos y obligaciones financieras que no son derivados y se reconocen inicialmente a su valor razonable, neto de los costos de transacción directamente atribuibles. Los préstamos y obligaciones financieras se valúan posteriormente al costo amortizado. La diferencia entre el monto neto recibido y el valor a pagar es reconocida en el estado de resultados durante el periodo de duración del préstamo, utilizando el método de tasa de interés efectiva.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">g.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Patrimonio</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los aumentos netos acumulados al patrimonio están constituidos por las aportaciones del Fideicomitente ante la institución financiera que ejerce la función de fiduciario, así como por los ingresos netos acumulados no distribuidos, cuyo movimiento de aumento o disminución del año se determina en el estado de resultados.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">h.</span><span style="width:27.11pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Reconocimiento de ingresos</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los ingresos por intereses derivados de inversiones de corto plazo se reconocen en los resultados del ejercicio conforme se devengan en función de los plazos y tasas de interés establecidos en los contratos celebrados con las instituciones bancarias. Los ingresos por intereses y comisiones por cobranza provenientes de cartera de crédito vigente se reconocen en resultados conforme son devengados bajo el método de tasa de interés efectiva.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">i.</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Gastos por intereses</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt">Los gastos por intereses se reconocen en el estado de resultados conforme se devengan. A partir de la fecha de emisión y en tanto no sean amortizados en su totalidad, él pasivo bursátil devengar intereses sobre el saldo insoluto de principal a una tasa de interés fija. Ver Nota 10.</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">j.</span><span style="width:30.44pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Impuestos a la utilidad</span>
</p>
<p style="margin:0pt; text-align:justify; line-height:13pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">De acuerdo a</span><span style="font-family:Arial; font-size:10pt"> las disposiciones fiscales aplicables vigentes, el Fideicomiso no es sujeto del Impuesto sobre la Renta, y se considera que este impuesto es reconocido y solventado por el Fideicomitente quien reconoce los efectos de este impuesto a la utilidad en su propia información financiera</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:11pt"> </span>
</p>
<ol start="9" type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 10pt; text-indent:0pt; text-align:justify; line-height:115%; font-family:Arial; font-size:10pt; font-weight:bold; list-style-position:inside">
<span style="font:7.0pt 'Times New Roman'">                </span><span style="font-family:Arial; font-size:10pt; font-weight:bold">Nuevos pronunciamientos contables</span>
</li>
</ol>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">En el año en curso, el Consejo de Normas Internacionales de Contabilidad (“IASB” por sus siglas en inglés) emitió una serie de modificaciones a las NIIF las cuales son obligatorias y entran en vigor a partir de los ejercicios que iniciaron en o después del 1 de enero de 20</span><span style="font-family:Arial; font-size:10pt">26</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt">Del análisis de las modificaciones se definen los efectos de su adopción conforme se muestra a continuación:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:461.7pt">
<tr style="height:21.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:113.75pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt; font-weight:bold">NIIF relativa</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:177.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt; font-weight:bold">Descripción</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt; font-weight:bold">Aplicable en:</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:98.85pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt; font-weight:bold">Efecto en la Información Financiera del Fideicomiso</span>
</p>
</td>
</tr>
<tr style="height:32pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">NIIF 16, “Pasivo por arrendamiento en una venta en vía de retorno”</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Requiere que un arrendatario-vendedor, mida subsecuentemente los pasivos por un arrendamiento que surja de una operación de arrendamiento en vía de retorno (sale and </span><span style="font-family:Calibri; font-size:8pt">leaseback</span><span style="font-family:Calibri; font-size:8pt">)</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">No aplica al Fideicomiso</span>
</p>
</td>
</tr>
<tr style="height:32pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">NIIF 1 – Adopción por primera vez de las NIIF</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Ajustes en la</span><span style="font-family:Calibri; font-size:8pt"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:bold; color:#222222">contabilidad de coberturas</span><span style="font-family:Calibri; font-size:8pt; color:#222222"> </span><span style="font-family:Calibri; font-size:8pt; color:#222222">aplicable a entidades que adoptan por primera vez las NIIF, con el objetivo de facilitar la transición.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">No aplica al Fideicomiso</span>
</p>
</td>
</tr>
<tr style="height:42.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">NIIF 7 Instrumentos Financieros</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Información a revelar</span><span style="font-family:Calibri; font-size:8pt"> en relación con las ganancias o pérdidas derivadas de la baja en cuentas</span><span style="font-family:Calibri; font-size:8pt; color:#222222"> </span><span style="font-family:Calibri; font-size:8pt; color:#222222">de instrumentos financieros.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Sin impacto en la información</span>
</p>
</td>
</tr>
<tr style="height:42.5pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Guía de implementación de la NIIF 7 Instrumentos Financieros</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Introduce Información a revelar sobre las diferencias diferidas entre el valor razonable y el precio de transacción e Información a revelar sobre el riesgo crediticio</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Sin impacto en la información</span>
</p>
</td>
</tr>
<tr style="height:32pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt"> NIIF 9 Instrumentos Financieros </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Aclaraciones sobre la</span><span style="font-family:Calibri; font-size:8pt"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:bold; color:#222222">baja en cuentas de determinados pasivos financieros</span><span style="font-family:Calibri; font-size:8pt; color:#222222">, incluidos algunos vinculados a arrendamientos financieros, y precisiones sobre el concepto de</span><span style="font-family:Calibri; font-size:8pt; color:#222222"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:bold; color:#222222">precio de la transacción</span><span style="font-family:Calibri; font-size:8pt; color:#222222">.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Sin impacto en la información</span>
</p>
</td>
</tr>
<tr style="height:37.8pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:113.75pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">NIIF 10 Estados Financieros Consolidados </span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:177.3pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Orientaciones adicionales para la</span><span style="font-family:Calibri; font-size:8pt"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:bold; color:#222222">determinación de la existencia de un “agente de facto”</span><span style="font-family:Calibri; font-size:8pt; color:#222222">, con impacto en los Estados Financieros Consolidados.</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:43.05pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
</p>
</td>
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:middle; width:98.85pt">
<p style="margin:0pt">
<span style="font-family:Calibri; font-size:8pt">Sin impacto en la información</span>
</p>
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<span style="font-family:Calibri; font-size:8pt">NIC 7 Estado de Flujos de Efectivo </span>
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<span style="font-family:Calibri; font-size:8pt">Ajustes relacionados con la</span><span style="font-family:Calibri; font-size:8pt"> </span><span style="font-family:Calibri; font-size:8pt; font-weight:bold; color:#222222">aplicación del método del costo</span><span style="font-family:Calibri; font-size:8pt; color:#222222"> </span><span style="font-family:Calibri; font-size:8pt; color:#222222">y su reflejo en el estado de flujos de efectivo.</span>
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<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
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<span style="font-family:Calibri; font-size:8pt">Sin impacto en la información</span>
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<span style="font-family:Calibri; font-size:8pt">NIIF 16, “Pasivo por arrendamiento en una venta en vía de retorno”</span>
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<span style="font-family:Calibri; font-size:8pt">Requiere que un arrendatario-vendedor, mida subsecuentemente los pasivos por un arrendamiento que surja de una operación de arrendamiento en vía de retorno (sale and </span><span style="font-family:Calibri; font-size:8pt">leaseback</span><span style="font-family:Calibri; font-size:8pt">)</span>
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<span style="font-family:Calibri; font-size:8pt">1 de enero de 2026</span>
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<span style="font-family:Calibri; font-size:8pt">No aplica al Fideicomiso</span>
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<span style="font-family:Arial; font-size:10pt"> </span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold">Indices</span><span style="font-family:Arial; font-size:10pt; font-weight:bold"> y razones financieras</span>
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<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:10pt">Toda vez que la finalidad del contrato de Fideicomiso consiste en la administración de recursos, las razones financieras vigentes </span><span style="font-family:Arial; font-size:10pt">de acuerdo a</span><span style="font-family:Arial; font-size:10pt"> la normatividad actual, no le son aplicables, debido a que el indicador obtenido no es representativo para poder interpretar la situación financiera del Fideicomiso</span><span style="font-family:Arial; font-size:10pt; letter-spacing:0.55pt">.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:10pt">Toda vez que la finalidad del contrato de Fideicomiso consiste en la administración de recursos, las razones financieras vigentes </span><span style="font-family:Arial; font-size:10pt">de acuerdo a</span><span style="font-family:Arial; font-size:10pt"> la normatividad actual, no le son aplicables, debido a que el indicador obtenido no es representativo para poder interpretar la situación financiera del Fideicomiso</span><span style="font-family:Arial; font-size:10pt; letter-spacing:0.55pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El socio responsable de la auditoría de los estados financieros adjuntos del Fideicomiso F/234036 cuyo Fiduciario es HSBC México, S.A., Institución de Banca Múlt</span><span style="font-family:'Times New Roman'; font-size:12pt">iple, al 31 de diciembre de 202</span><span style="font-family:'Times New Roman'; font-size:12pt">5</span><span style="font-family:'Times New Roman'; font-size:12pt">, es quien suscribe este informe.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">A V A C </span><span style="font-family:'Times New Roman'; font-size:12pt">C</span><span style="font-family:'Times New Roman'; font-size:12pt"> O</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">Valor Agre</span><span style="font-family:'Times New Roman'; font-size:12pt">g</span><span style="font-family:'Times New Roman'; font-size:12pt">ado en Contabilidad, S.A. de C.V.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">HSBC no tiene conocimiento de conflictos de interés o personas relacionadas relevantes</span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">24</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">abril</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo </span><span style="font-family:'Times New Roman'; font-size:12pt">el intento de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie A identificados con clave de pizarra “BRHCCB 07-2U” contando con un quórum del 14.41% de los Tenedores de los Certificados Bursátiles. Se tuvo por no instalada la Asamblea por falta de quórum.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">24</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">abril</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo </span><span style="font-family:'Times New Roman'; font-size:12pt">el intento de </span><span style="font-family:'Times New Roman'; font-size:12pt">la Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie B identificados con clave de pizarra “BRHCCB 07-3U” contando con un quórum del 40.33% de los Tenedores de los Certificados Bursátiles. Se tuvo por no instalada la Asamblea por falta de quórum.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">09</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">mayo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo la Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie A identificados con clave de pizarra “BRHCCB 07-2U” contando con un quórum del </span><span style="font-family:'Times New Roman'; font-size:12pt">99.39</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los Tenedores de los Certificados Bursátiles. Se tomaron los siguientes acuerdos:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">PRIMERO. Se toma conocimiento del informe presentado por el representante del Fiduciario sobre la situación actual del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SEGUNDO. Se toma conocimiento del informe presentado por el Administrador respecto al estado que guarda la administración del Patrimonio del Fideicomiso por el periodo comprendido de enero a diciembre de 2024, en los términos en que fue presentado por el Administrador a la Asamblea.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">TERCERO. Se toma conocimiento del informe presentado por el representante del despacho Chevez Ruiz Zamarripa sobre la situación fiscal actual del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CUARTO. Se toma conocimiento de la Propuesta de solución presentada por el Administrador, para, en una Asamblea de Tenedores posterior someter a consideración de los Tenedores las acciones a seguir respecto de la situación fiscal del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">QUINTO. En este acto se toma nota respecto de la situación jurídica actual de las calificadoras de las emisiones del Fideicomiso otorgadas por S&P y Moody's.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SEXTO. No se autoriza la celebración de un nuevo contrato con la agencia calificadora de la Serie A2.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SÉPTIMO. Los Tenedores aprueban y designan como delegados de la Asamblea a los funcionarios del Fiduciario y del Representante Común, para que formalicen los acuerdos adoptados en la presente Asamblea.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">09</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">mayo</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo la Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie </span><span style="font-family:'Times New Roman'; font-size:12pt">B</span><span style="font-family:'Times New Roman'; font-size:12pt"> identificados con clave de pizarra “BRHCCB 07-</span><span style="font-family:'Times New Roman'; font-size:12pt">3</span><span style="font-family:'Times New Roman'; font-size:12pt">U” contando con un quórum del </span><span style="font-family:'Times New Roman'; font-size:12pt">40.33</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los Tenedores de los Certificados Bursátiles. Se tomaron los siguientes acuerdos:</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">PRIMER</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Se toma conocimiento del informe presentado por el representante del Fiduciario sobre la situación actual del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SEGUND</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Se toma conocimiento del informe presentado por el Administrador respecto al estado que guarda la administración del Patrimonio del Fideicomiso por el periodo comprendido de enero a diciembre de 2024, en los términos en que fue presentado por el Administrador a la Asamblea. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">TERCER</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Se toma conocimiento del informe presentado por el representante del despacho Chevez Ruiz Zamarripa sobre la situación fiscal actual del Fideicomiso.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">CUART</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Se toma conocimiento de la Propuesta de solución presentada por el Administrador, para, en una Asamblea de Tenedores posterior someter a consideración de los Tenedores las acciones a seguir respecto de la situación fiscal del Fideicomiso. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">QUINT</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. En este acto se toma nota respecto de la situación jurídica actual de las calificadoras de las emisiones del Fideicomiso otorgadas por S&P y Moody's. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SEXT</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Se autoriza la celebración de un nuevo contrato con la agencia calificadora de la Serie B. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">SÉPTIM</span><span style="font-family:'Times New Roman'; font-size:12pt">O</span><span style="font-family:'Times New Roman'; font-size:12pt">. Los Tenedores aprueban y designan como delegados de la Asamblea a los funcionarios del Fiduciario y del Representante Común, para que formalicen los acuerdos adoptados en la presente Asamblea</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">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">22</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo </span><span style="font-family:'Times New Roman'; font-size:12pt">el intento de la</span><span style="font-family:'Times New Roman'; font-size:12pt"> Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie A identificados con clave de pizarra “BRHCCB </span><span style="font-family:'Times New Roman'; font-size:12pt">07-2U” contando con un quórum del 14.4</span><span style="font-family:'Times New Roman'; font-size:12pt">2</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los Tenedores de los Certificados Bursátiles. Se tuvo por no instalada la Asamblea por falta de quórum.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt">El día </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">22</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de </span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">diciembre</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold"> de 202</span><span style="font-family:'Times New Roman'; font-size:12pt; font-weight:bold">5</span><span style="font-family:'Times New Roman'; font-size:12pt"> se llevó a cabo </span><span style="font-family:'Times New Roman'; font-size:12pt">el intento de </span><span style="font-family:'Times New Roman'; font-size:12pt">la Asamblea General de Tenedores de los Certificados Bursátiles Fiduciarios Serie B identificados con clave de pizarra “BRHCCB 07-3U” contando con un quórum del </span><span style="font-family:'Times New Roman'; font-size:12pt">20.29</span><span style="font-family:'Times New Roman'; font-size:12pt">% de los Tenedores de los Certificados Bursátiles. Se tuvo por no instalada la Asamblea por falta de quórum.</span>
</p>
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UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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