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ISO4217:MXN
xbrli:pure
Anexo N
NO
Deuda LP,Deuda CP
NO
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<span style="font-family:Arial; font-size:9pt">Promotora Empresarial del Norte, S.A. de C.V.</span>
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<span style="font-family:Arial; font-size:9pt">Calle Vía Trentino No. 5710, Colonia El Saucito, Edificio </span><span style="font-family:Arial; font-size:9pt">Vetro</span>
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<span style="font-family:Arial; font-size:9pt">Chihuahua, Chihuahua, México</span>
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<span style="font-family:Arial; font-size:9pt">C.P. 31110</span>
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GHEMA
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
2023
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En relación a las políticas que seguirá la Emisora en la toma de decisiones relativas a cambios de control, reestructuras corporativas, incluyendo adquisiciones, fusiones y escisiones; sobre venta o constitución de gravámenes sobre activos esenciales, si aplicare, considerando la participación de los tenedores, favor de ver la sección “Factores de Riesgo” dentro de la sección de Información General.</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:Arial; font-size:9pt">En relación a las políticas que seguirá la Emisora en la toma de decisiones relativas a cambios de control, reestructuras corporativas, incluyendo adquisiciones, fusiones y escisiones; sobre venta o constitución de gravámenes sobre activos esenciales, si aplicare, considerando la participación de los tenedores, favor de ver la sección “Factores de Riesgo” dentro de la sección de Información General.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">En relación a las políticas que seguirá la Emisora en la toma de decisiones relativas a cambios de control, reestructuras corporativas, incluyendo adquisiciones, fusiones y escisiones; sobre venta o constitución de gravámenes sobre activos esenciales, si aplicare, considerando la participación de los tenedores, favor de ver la sección “Factores de Riesgo” dentro de la sección de Información General</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt"> </span><span style="width:160.48pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:188.5pt"></span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A menos de que el contexto indique lo contrario, para efectos del presente Reporte Anual, los siguientes términos tendrán el significado que se les atribuye a continuación y podrán ser utilizados indistintamente en singular o plural. Los encabezados de las secciones contenidas en el presente reporte, se </span><span style="font-family:Arial; font-size:9pt">utilizarán</span><span style="font-family:Arial; font-size:9pt"> únicamente como referencia y no deberán tomarse en cuenta para la interpretación del mismo. Todas las referencias a Secciones y </span><span style="font-family:Arial; font-size:9pt">Anexos</span><span style="font-family:Arial; font-size:9pt"> se entenderán respecto a Secciones y Anexos del presente Reporte Anual, salvo disposición en contrario.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:471.8pt">
<tr style="height:6.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Alchisa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la línea de negocio correspondiente a la comercialización de aceites</span><span style="font-family:Arial; font-size:9pt">, l</span><span style="font-family:Arial; font-size:9pt">ubricantes</span><span style="font-family:Arial; font-size:9pt"> y grasas</span><span style="font-family:Arial; font-size:9pt">. </span>
</p>
</td>
</tr>
<tr style="height:6.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Aviso de Oferta Pública”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el aviso de oferta que se publique en relación con cada emisión de Certificados Bursátiles realizado al amparo del Programa.</span>
</p>
</td>
</tr>
<tr style="height:6.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Asamblea General de Tenedores”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Asamblea General de Tenedores de los Certificados Bursátiles correspondientes a cada emisión al amparo del Programa.</span>
</p>
</td>
</tr>
<tr style="height:6.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Banxico”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el Banco de México.</span>
</p>
</td>
</tr>
<tr style="height:6.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“BMV” o “Bolsa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Bolsa Mexicana de Valores, S.A.B. de C.V.</span>
</p>
</td>
</tr>
<tr style="height:33.3pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Campestre Las Carolinas”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Campestre Las Carolinas, S.A. de C.V., sociedad subsidiaria de la Emisora.</span>
</p>
</td>
</tr>
<tr style="height:33.3pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Certificados Bursátiles” o “</span><span style="font-family:Arial; font-size:9pt">Cebures</span><span style="font-family:Arial; font-size:9pt">” o “</span><span style="font-family:Arial; font-size:9pt">CBs</span><span style="font-family:Arial; font-size:9pt">”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa los Certificados Bursátiles de largo plazo emitidos por la Emisora al amparo del Programa.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Certificados Bursátiles Adicionales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa que sujeto a las condiciones del mercado, la Emisora podrá emitir y ofrecer públicamente Certificados Bursátiles Adicionales a los Certificados Bursátiles emitidos originalmente al amparo de una Emisión. Los Certificados Bursátiles Adicionales (i) se considerará que forman parte de la Emisión de los Certificados Bursátiles Originales (por lo cual, entre otras cosas, tendrán la misma clave de pizarra asignada por la BMV); y (</span><span style="font-family:Arial; font-size:9pt">ii</span><span style="font-family:Arial; font-size:9pt">) tendrán los mismos términos y condiciones que los Certificados Bursátiles Originales (incluyendo, sin limitación, fecha de vencimiento, tasa de interés, valor nominal de cada Certificado Bursátil, obligaciones y causas de vencimiento anticipado, en su caso). Los Certificados Bursátiles Adicionales devengarán intereses a partir de la fecha de su emisión a la tasa aplicable a los Certificados Bursátiles Originales. En virtud de la adquisición de Certificados Bursátiles Originales, se entenderá que los Tenedores han consentido que el Emisor emita Certificados Bursátiles Adicionales, por lo que la emisión y oferta pública de los Certificados Bursátiles Adicionales no requerirá la autorización de los Tenedores de los Certificados Bursátiles Originales.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“CINIF”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el Consejo Mexicano de Normas de Información Financiera, A.C.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Circular Única de Bancos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa las Disposiciones de Carácter General aplicables a las Instituciones de Crédito emitidas por la Comisión Nacional Bancaria y de Valores.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Circular Única de Emisoras”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa las Disposiciones de Carácter General aplicables a las Emisoras de Valores y a otros Participantes del Mercado de Valores, emitidas por la CNBV.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“CNBV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Comisión Nacional Bancaria y de Valores.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“CONDUSEF”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Comisión Nacional para la Protección y Defensa de los Usuarios de Servicios Financieros.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Criterios Contables de la CNBV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa los criterios de contabilidad establecidos para Instituciones de Crédito emitidos por la CNBV contenidos en la Circular Única de Bancos. Dichas normas siguen en lo general a las Normas de Información Financiera Mexicanas.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Días Hábiles”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa cualquier día en el que las instituciones de banca múltiple en la Ciudad de </span><span style="font-family:Arial; font-size:9pt">México</span><span style="font-family:Arial; font-size:9pt"> lleven a cabo sus operaciones y no estén autorizadas para cerrar.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“</span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Distribuidora de Maquinaria del Norte, S.A. de C.V., sociedad subsidiaria de la Emisora</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Documentos de cada Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significan en su conjunto el Aviso de Oferta Pública, el Título de la Emisión, y en su caso el Suplemento informativo de cada Emisión de Certificados Bursátiles que se realice al amparo del Programa.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Dólares”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el dólar estadounidense, moneda de curso legal en los Estados Unidos de América.</span>
</p>
</td>
</tr>
<tr style="height:21.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Emisión”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa cualquier emisión de Certificados Bursátiles que el Emisor lleve a cabo de conformidad con el Programa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Estados Unidos”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa los Estados Unidos de América.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Estados Financieros Auditados”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa los estados financieros consolidados auditados de la Emisora por los años </span><span style="font-family:Arial; font-size:9pt">concl</span><span style="font-family:Arial; font-size:9pt">uidos el 31 de diciembre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> y 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">. Dichos estados financieros incluyen las notas preparadas bajo las Normas</span><span style="font-family:Arial; font-size:9pt"> Internacionales de Información Financiera. </span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“EBITDA”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Utilidad antes de Intereses, Impuestos, Depreciación y Amortización (</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Earnings</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">before</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Interests</span><span style="font-family:Arial; font-size:9pt; font-style:italic">, </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Taxes</span><span style="font-family:Arial; font-size:9pt; font-style:italic">, </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Depreciation</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> and </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Amortization</span><span style="font-family:Arial; font-size:9pt">).</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">”, la “Emisora”, el “Emisor” o la “Compañía</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Promotora Empresarial del Norte, S.A. de C.V.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“HDR”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> División Restaurantes, S.A.</span><span style="font-family:Arial; font-size:9pt">P.I.</span><span style="font-family:Arial; font-size:9pt"> de C.V., sociedad subsidiaria de la Emisora.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Hermanos Madero”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Hermanos Madero, S.A. de C.V., sociedad subsidiaria de la Emisora.</span>
</p>
</td>
</tr>
<tr style="height:3.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Indeval”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa S.D. Indeval Institución para el Depósito de Valores, S.A. de C.V.</span>
</p>
</td>
</tr>
<tr style="height:3.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Inmobiliaria Madoz”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Inmobiliaria Madoz, S.A. de C.V., sociedad subsidiaria de la Emisora.</span>
</p>
</td>
</tr>
<tr style="height:3.85pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Intermediario Colocador”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Actinver Casa de Bolsa, S.A. de C.V., Grupo Financiero Actinver.</span>
</p>
</td>
</tr>
<tr style="height:6.35pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Internet”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la red electrónica mundial.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“LIC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa </span><span style="font-family:Arial; font-size:9pt; letter-spacing:0.05pt">Ley </span><span style="font-family:Arial; font-size:9pt">de Instituciones de Crédito.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“LGTOC”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa </span><span style="font-family:Arial; font-size:9pt; letter-spacing:0.05pt">Ley </span><span style="font-family:Arial; font-size:9pt">General de Títulos y Operaciones de Crédito.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“LMV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa </span><span style="font-family:Arial; font-size:9pt; letter-spacing:0.05pt">Ley </span><span style="font-family:Arial; font-size:9pt">del Mercado de Valores.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">"México" o “País”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa los Estado Unidos Mexicanos.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“MOP”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Modo Observado de Pago.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Monto Total Autorizado del Programa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la cantidad de hasta $</span><span style="font-family:Arial; font-size:9pt">1’0</span><span style="font-family:Arial; font-size:9pt">00’000,000.00 M.N. (</span><span style="font-family:Arial; font-size:9pt">Un Mil M</span><span style="font-family:Arial; font-size:9pt">illones de Pesos 00/100 Moneda Nacional) o su equivalente en UDIS, con carácter revolvente.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Nazca”</span>
</p>
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“NIC” o “IAS”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa: </span><span style="font-family:Arial; font-size:9pt">Molienda y Refacciones </span><span style="font-family:Arial; font-size:9pt">Nzk</span><span style="font-family:Arial; font-size:9pt"> S.A</span><span style="font-family:Arial; font-size:9pt">.P.I. </span><span style="font-family:Arial; font-size:9pt">de C.V., sociedad subsidiaria de la Emisora</span>
</p>
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa las Normas Internacionales de Contabilidad emitidas por el Consejo de Normas Internacionales de Contabilidad.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“NIF”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa las Normas de Información Financiera emitidas por el CINIF.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“NIIF” o “IFRS”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa las Normas Internacionales de Información Financiera emitidas por el Consejo de Normas Internacionales de Contabilidad.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Nogales”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Nogales, LLC., sociedad subsidiaria de la Emisora constituida de conformidad con las leyes de los Estados Unidos. </span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Oferta”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Tiene el significado que se le atribuye en la carátula del presente Prospecto.</span>
</p>
</td>
</tr>
<tr style="height:6.05pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">"Pesos" o “$” o “M.N.”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el peso mexicano, moneda de curso legal en los Estados Unidos Mexicanos.</span>
</p>
</td>
</tr>
<tr style="height:6.05pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“PLD” o “PLD y FT”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa prevención de lavado de dinero y financiamiento al terrorismo. </span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">” o la “Emisora”, o la “Compañía” o la “Sociedad”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Promotora Empresarial del Norte, S.A. de C.V.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Programa”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el programa de colocación de Certificados Bursátiles que se describe en el presente Prospecto.</span>
</p>
</td>
</tr>
<tr style="height:42.55pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Prospecto”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el presente Prospecto, </span><span style="font-family:Arial; font-size:9pt">correspondiente al programa de Certificados Bursátiles de largo plazo de hasta $</span><span style="font-family:Arial; font-size:9pt">1’0</span><span style="font-family:Arial; font-size:9pt">00’000,000.00 M.N. (</span><span style="font-family:Arial; font-size:9pt">Un Mil</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">M</span><span style="font-family:Arial; font-size:9pt">illones de Pesos 00/100 Moneda Nacional)</span><span style="font-family:Arial; font-size:9pt"> o su equivalente en UDIS.</span>
</p>
</td>
</tr>
<tr style="height:8.05pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Representante Común”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa CI Banco, S.A., Institución de Banca Múltiple, o la persona que sea designada para cada Emisión.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“RNV”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa el Registro Nacional de Valores llevado por la CNBV.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“SHCP”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Secretaría de Hacienda y Crédito Público.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Subsidiarias”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa conjuntamente </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">, Alchisa, HDR, Inmobiliaria Madoz, Campestre Las Carolinas, Hermanos Madero, Traje Perfecto, y Nogales.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Suplemento”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa cualquier suplemento al presente Prospecto que se prepare con relación y que contenga las características correspondientes a una Emisión de Certificados Bursátiles al amparo del Programa.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Tenedores”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa cualquier persona que sea propietaria de Certificados Bursátiles.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“TIIE”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa la Tasa de Interés Interbancaria de Equilibrio que publique periódicamente el Banco de México en el Diario Oficial de la Federación o cualquier tasa que la suceda o sustituya.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Título”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa cualquier título que ampare los Certificados Bursátiles.</span>
</p>
</td>
</tr>
<tr style="height:3.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:156.8pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">“Traje Perfecto”</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:top; width:301pt">
<p style="margin:0pt 0pt 11pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Significa Traje Perfecto, S</span><span style="font-family:Arial; font-size:9pt">. </span><span style="font-family:Arial; font-size:9pt">de R.L. </span><span style="font-family:Arial; font-size:9pt">de C.V., sociedad subsidiaria de la Emisora.</span>
</p>
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</tr>
</table>
<p style="margin:0pt">
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<span style="font-family:Arial; font-size:9pt">Promotora Empresarial del Norte, S.A. de C.V., es una sociedad anónima de capital variable debidamente constituida y existente de conformidad con las leyes de México, acreditada mediante escritura pública número 9,089 de fecha 22 de noviembre de 1988, otorgada ante la fe del Notario Público No. 4 del Distrito Morelos Estado de Chihuahua, Lic. Mario F. García, inscrita en el Registro Público de la Propiedad del distrito judicial de Morelos, Chihuahua bajo el número 1210 a folios 106 del libro número 455 de la Sección Comercio el día 15 de diciembre de 1988, iniciando operaciones con el público de forma inmediata. Actualmente cuenta con un capital social </span><span style="font-family:Arial; font-size:9pt">de </span><span style="font-family:Arial; font-size:9pt">$35</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">114,185</span><span style="font-family:Arial; font-size:9pt">.00 M.N. (Trescientos cincuenta y </span><span style="font-family:Arial; font-size:9pt">dos</span><span style="font-family:Arial; font-size:9pt"> millones, </span><span style="font-family:Arial; font-size:9pt">ciento catorce ml</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">ciento ochenta y cinco</span><span style="font-family:Arial; font-size:9pt"> Pesos 00/100 Moneda Nacional). La duración de la Sociedad es de 99 (noventa y nueve) años, desde su constitución.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> es un conglomerado con participación en diversas unidades de negocio que tiene el propósito de ofrecer productos y servicios de los giros restaurantero, de lubricantes, comercialización de maquinaria pesada, inmobiliaria, </span><span style="font-family:Arial; font-size:9pt">diseño, </span><span style="font-family:Arial; font-size:9pt">confección, manufactura y comercialización de textiles, ropa</span><span style="font-family:Arial; font-size:9pt">, así como a la prestación de servicios administrativos y a la comercialización de repuestos, refacciones y piezas para procesos de trituración y molienda.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Nuestra misión consiste principalmente en generar riqueza y crear valor agregado para los accionistas, nuestra gente, clientes, proveedores y comunidades que interactúen con nosotros al ofrecer productos y servicios de clase mundial a través de nuestras distintas unidades de negocio.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Nos caracterizamos por ofrecer distintos tipos de productos y servicios al público en general, mismos que mantienen en todo momento, los más altos estándares de calidad y servicio, cumpliendo con normas y directrices a nivel internacional que avalan nuestro trabajo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Dentro de las fortalezas de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> destacan:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Diversificación de Subsidiarias que operan en distintos sectores y giros económicos.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Gobierno corporativo sólido intergeneracional y con amplia experiencia en sus ámbitos respectivos.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Una base de clientes en expansión y con altos niveles de lealtad y repetición.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Cercanía con los clientes y conocimiento de los mismos</span><span style="font-family:Arial; font-size:9pt">.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Disciplina operativa y de crédito que permite una generación de cartera sana.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Controles efectivos de cumplimiento en todas sus actividades</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Equipo directivo con amplia experiencia.</span>
</li>
<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Subsidiarias operando en Estados Unidos y Canadá.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </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:Arial; font-size:9pt">Estos elementos nos han permitido</span><span style="font-family:Arial; font-size:9pt"> a través de los años</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">i</span><span style="font-family:Arial; font-size:9pt">r</span><span style="font-family:Arial; font-size:9pt"> incrementa</span><span style="font-family:Arial; font-size:9pt">n</span><span style="font-family:Arial; font-size:9pt">do </span><span style="font-family:Arial; font-size:9pt">nuestra</span><span style="font-family:Arial; font-size:9pt"> base de clientes, manteni</span><span style="font-family:Arial; font-size:9pt">en</span><span style="font-family:Arial; font-size:9pt">do una estrategia agresiva de crecimiento, dando prioridad a un perfil moderado de riesgo sobre el crecimiento acelerado de </span><span style="font-family:Arial; font-size:9pt">nuestros</span><span style="font-family:Arial; font-size:9pt"> clientes y negocios, teniendo actualmente cobertura nacional, pero con mayor énfasis en la zona norte del país, en estados como: Baja California, Baja California Sur, Sonora, Sinaloa, Chihuahua, Nuevo León, Querétaro, Ciudad de México, Jalisco y Aguascalientes entre otros. Adicionalmente, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> también mantiene presencia en el extranjero, particularmente en las ciudades de El Paso Texas, y Pittsburg en Estados Unidos, así como en las ciudades de Quebec, Montreal y Ottawa, en Canadá.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se presenta el balance general y el estado de resultados por los últimos tres ejercicios, expresado en miles de pesos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Estados consolidados de posición financiera</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Al 31 de diciembre de 202</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">3</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">, 20</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> y 20</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">1</span>
</p>
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">(En miles de pesos)</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:474.9pt">
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.5pt">
<p style="margin:0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:109.7pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2022</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Activo circulante:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">111,194</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">115,227</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">89,849</span>
</p>
</td>
</tr>
<tr style="height:10.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por cobrar – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">401,213</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">383,267</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">350,460</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos por recuperar</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">80,682</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">89,133</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">53,347</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Inventarios de maquinaria, aceites y otros</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">989,326</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">835,195</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">493,130</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Inventario de terrenos para venta</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">29,884</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">29,884</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">31,219</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pagos anticipados</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">63,785</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">48,521</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">22,579</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 42.7pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> de activo circulante</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,6</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">76,084</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,501,227</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,040,584</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Activo a largo plazo:</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Inversión en asociadas, negocios conjuntos y otras inversiones</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">76,777</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">70,859</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">66,837</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Propiedades, maquinaria y equipo – Neto</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,153,090</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">961,309</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">895,376</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Activo por derechos de uso por arrendamiento</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">17</span><span style="font-family:'Times New Roman'; font-size:10pt">7,168</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">207,462</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">252,751</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10.4pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Intangibles y otros activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">83,256</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">68,229</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">75,879</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> Impuestos a la utilidad diferidos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,189</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">15,240</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">19,065</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt 0pt 0pt 42.7pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Total</span><span style="font-family:'Times New Roman'; font-size:10pt"> de activo a largo plazo</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,50</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,480</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,323,099</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,309,908</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.5pt">
<p style="margin:0pt; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> activos</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:109.7pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,1</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">79,564</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,824,326</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10.4pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,350,492</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:503.25pt">
<tr style="height:8.05pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Calibri; font-size:8pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:116.55pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2022</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:95.55pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt; font-weight:bold">Pasivos y capital contable </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Pasivo circulante:</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Porción circulante de la deuda a largo plazo y pasivo bancario de corto plazo</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">308,070</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">625,647</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">179,527</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Cuentas por pagar a proveedores y otras cuentas por pagar</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">4</span><span style="font-family:'Times New Roman'; font-size:10pt">85,347</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">528,805</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">250,807</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivos por arrendamiento (documentos por pagar)</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">231,253</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">113,185</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">69,565</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento de activos por derecho de uso</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">27,439</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">33,286</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">33,286</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos y gastos acumulados</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">54,303</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">44,538</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">39,934</span>
</p>
</td>
</tr>
<tr style="height:11.4pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 42.55pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de pasivo circulante</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">106,412</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,345,461</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">573,119</span>
</p>
</td>
</tr>
<tr style="height:3.15pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal; font-style:italic">Pasivo a largo plazo:</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Deuda a largo plazo </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">488,053</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">40,249</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">413,871</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivos por arrendamiento (documentos por pagar)</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">210,640</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">84,525</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">40,034</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Pasivo por arrendamiento de activos por derecho de uso</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">18</span><span style="font-family:'Times New Roman'; font-size:10pt">3,830</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">210,523</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">253,130</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Beneficios a empleados</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">13,641</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,894</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">11,959</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 42.55pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 42.55pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de pasivo a largo plazo</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">89</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">6,164</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">347,191</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">718,994</span>
</p>
</td>
</tr>
<tr style="height:3.15pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 42.55pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de pasivo</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,002,576</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,692,652</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,292,113</span>
</p>
</td>
</tr>
<tr style="height:9.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Capital contable:</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Capital social</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">407,422</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">410,943</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">410,943</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras cuentas de capital</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">8,754</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">15,233</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">15,233</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Reserva legal</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">44,444</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">40,040</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">36,420</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidades acumuladas</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">539,384</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">475,863</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">426,786</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras partidas del resultado integral</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">6,915</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">9,369</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">(4,437)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad del año atribuible a la controladora</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="width:37.65pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:40.5pt">      </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">6</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,608</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="width:37.65pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:40.5pt">      </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">88,925</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="width:37.65pt; text-indent:0pt; font-family:'Lucida Console'; font-size:10pt; text-decoration:underline; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:40.5pt">      </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">72,697</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Capital contable atribuible a la participación controladora </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,06</span><span style="font-family:'Times New Roman'; font-size:10pt">9,527</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">1,040,373</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">957,642</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación no controladora</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">107,</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">461</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">91,301</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">100,737</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt 0pt 0pt 42.55pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> de capital contable</span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,17</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">6,988</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,131,674</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">1,058,379</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal">Total</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:normal"> pasivos y capital contable </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:116.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,1</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">79,564</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,824,326</span>
</p>
</td>
<td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:95.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">2,350,492</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:178.7pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:36.7pt">
<p style="margin:0pt; text-align:center; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:88.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.15pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr style="height:0pt">
<td style="width:184.5pt; border:none">
</td>
<td style="width:42.5pt; border:none">
</td>
<td style="width:84.85pt; border:none">
</td>
<td style="width:85.05pt; border:none">
</td>
<td style="width:14pt; border:none">
</td>
<td style="width:91.95pt; border:none">
</td>
<td style="width:0.4pt; border:none">
</td>
</tr>
</table>
<p style="margin:10pt 0pt 0pt; line-height:17pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Estados consolidados de resultados y otros resultados integrales</span>
</p>
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Por los años que terminaron el 31 de diciembre de 202</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">3</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">, 202</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> y 20</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">1</span>
</p>
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">(En miles de pesos)</span><span style="width:390.38pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:right; -aw-tabstop-pos:474.9pt"></span>
</p>
<p style="margin:6pt 0pt 0pt">
<span style="font-family:Arial; font-size:10pt; color:#003399"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; float:left; margin:0pt 7.05pt; width:467.8pt">
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:206.85pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:top; width:85.05pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
<td style="vertical-align:top; width:85.05pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2022</span>
</p>
</td>
<td style="vertical-align:top; width:85.05pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Ingresos</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">3,246,715</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">2,537,849</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">2,198,326</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Costo de ventas</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1,890,617</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1,404,620</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1,270,342</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad bruta</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1,356,098</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1,133,229</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">927,984</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7.5pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos de administración y operación</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1,095,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">796</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">911,387</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">749,166</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Otros gastos de operación</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">27,823</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">14,772</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">32,496</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1,123,6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">19</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">926,159</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">781,662</span>
</p>
</td>
</tr>
<tr style="height:8.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad de operación</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">232,4</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">79</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">207,070</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">146,322</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Gastos financieros</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(14</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6,788</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(108,486)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(95,208)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Productos financieros</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">9,21</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">1</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">4,570</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6,079</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Fluctuaciones cambiarias, neto</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(3,094)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1,139</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">5,774</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8.5pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(140,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">671</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(102,777</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(83,355</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8.5pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Utilidad antes de impuestos a la utilidad</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">91,</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">808</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">104,293</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">62,967</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Impuestos a la utilidad</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">5,694</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(14,446</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">5,182</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7.5pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad neta consolidada del año</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">7</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">6,114</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">89,847</span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">68,149</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:496.15pt">
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Otros resultados integrales</span>
</p>
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt; font-style:italic">Partidas que se reclasificarán a resultados en el futuro:</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Efecto por conversión de operaciones extranjeras</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(195)</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(3,758)</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(149)</span>
</p>
</td>
</tr>
<tr style="height:6.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación en los resultados de asociadas extranjeras</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(2,259)</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">13,836</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">(1,952)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Valuación de instrumentos financieros de subsidiarias</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">-</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">234</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">5,505</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">Otras inversiones</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">-</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">3,494</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">-</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:-7.1pt; line-height:10pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:8.5pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(2,454)</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">13,806</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:10pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">3,404</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8.5pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad integral del año</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">7</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">3,660</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">103,653</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">71,553</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; line-height:8pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:8.5pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:29.65pt">
<p style="margin:0pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:8pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:top">
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:206.85pt">
<p style="margin:0pt; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:top; width:127.55pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2023</span>
</p>
</td>
<td style="vertical-align:top; width:70.9pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2022</span>
</p>
</td>
<td colspan="2" style="vertical-align:top; width:85.05pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:11pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad del año atribuible a:</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación controladora </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">6</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">2,608</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">88,925</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">72,697</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación no controladora</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">13,506</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">922</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(4,548</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7.5pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 7.05pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">7</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">6,114</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 7.05pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">89,847</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">68,149</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 8.5pt 0pt 0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">Utilidad integral consolidada atribuible a:</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación controladora</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">60,154</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">102,731</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">$</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">76,101</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt 0pt 0pt 7.1pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt">Participación no controladora</span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">1</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">3,506</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">922</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold; text-decoration:underline">(4,548</span><span style="font-family:'Times New Roman'; font-size:10pt; font-weight:bold">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:7.5pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:206.85pt">
<p style="margin:0pt; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td colspan="3" style="vertical-align:bottom; width:127.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">7</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">3,660</span>
</p>
</td>
<td style="vertical-align:bottom; width:70.9pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">103,653</span>
</p>
</td>
<td colspan="2" style="vertical-align:bottom; width:85.05pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; widows:0; orphans:0">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">71,553</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:212.65pt; border:none">
</td>
<td style="width:35.45pt; border:none">
</td>
<td style="width:85.05pt; border:none">
</td>
<td style="width:7.05pt; border:none">
</td>
<td style="width:70.9pt; border:none">
</td>
<td style="width:7.1pt; border:none">
</td>
<td style="width:77.95pt; border:none">
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Comportamiento de los Títulos en el Mercado </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Promotora Empresarial del Norte</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">con clave de cotización GHEMA cotiza en la Bolsa Mexicana de Valores desde </span><span style="font-family:Arial; font-size:9pt">marzo</span><span style="font-family:Arial; font-size:9pt"> 2018</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">primero</span><span style="font-family:Arial; font-size:9pt"> mediante la colocación de Certificados Bursátiles (GHEMA18)</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">de largo plazo </span><span style="font-family:Arial; font-size:9pt">y actualmente (GHEMA23) Certificados Bursátiles de Corto y Largo Plazo bajo la modalidad de un Programa dual revolvente </span><span style="font-family:Arial; font-size:9pt">con</span><span style="font-family:Arial; font-size:9pt"> una periodicidad de pago de intereses de cada 28 días los cuales a la fecha del presente informe se han cumplido en tiempo y forma con el calendario de pagos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">Las oficinas centrales se ubican en el corporativo </span><span style="font-family:Arial; font-size:9pt">Vetro</span><span style="font-family:Arial; font-size:9pt"> ubicado en la Calle Vía Trentino No. 5710, Interior 803, Col. El Saucito, Chihuahua, Chihuahua, México</span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<br style="page-break-before:always; clear:both" />
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los estados financieros consolidados han sido preparados por la Administración asumiendo que la Entidad continuará operando como una empresa en funcionamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Durante los primeros meses de 2020, apareció la enfermedad infecciosa COVID-19 causada por el coronavirus que fue declarado por la Organización Mundial de la Salud (OMS) como Pandemia Global el 11 de marzo de 2020, su expansión global ha motivado una serie de medidas de contención en las diferentes geografías donde opera la Entidad y se han tomado ciertas medidas sanitarias tanto por las autoridades mexicanas como por los distintos gobiernos donde opera la Entidad para detener la propagación de este virus. Derivado de la incertidumbre y duración de esta pandemia, la administración de la Entidad analizó las siguientes consideraciones para determinar si el supuesto de continuar como un negocio en marcha le es aplicable. </span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los resultados de operación de Promotora Empresarial del Norte, S. A. de C. V. y Subsidiarias fueron impactados de manera importante durante 2020, sin embargo, para el ejercicio 2021 se disminuyeron los efectos generados por la pandemia, debido a que la mayor parte de los sectores de la Entidad son considerados como “esenciales” y a la capacidad de reacción y adaptación. Por otra parte, disminuyeron las restricciones impuestas por las diversas autoridades de las localidades donde operan y consecuente a ello, ha permitido obtener resultados favorables en ambos ejercicios. Para el ejercicio 2023 se ha vuelto a tener resultados favorables sin efectos importantes de la pandemia. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">El índice de endeudamiento del período sobre el que se informa es el siguiente:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:432.35pt">
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:159.4pt">
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:81.45pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2023</span>
</p>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2022</span>
</p>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:11pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2021</span>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
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</p>
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<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 8.5pt 0pt 0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 8.5pt 0pt 0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 8.5pt 0pt 0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">Deuda (i)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal">(1,238,016)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal">(863,606)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal">(702,997)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">Efectivo y bancos</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">111,194</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">115,227</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">89,849</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">Deuda neta</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">(1,126,822</span><span style="font-family:Arial; font-size:9pt; font-weight:normal">)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">(748,379</span><span style="font-family:Arial; font-size:9pt; font-weight:normal">)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal; text-decoration:underline">(613,148</span><span style="font-family:Arial; font-size:9pt; font-weight:normal">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt">Capital contable (</span><span style="font-family:Arial; font-size:9pt">ii</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,176,988</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,131,674</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,058,379</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:11pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:159.4pt">
<p style="margin:0pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt">Índice de deuda neta a capital contable</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:81.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">96%</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">66%</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; line-height:11pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">58%</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-indent:-28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(i)</span><span style="font:7.0pt 'Times New Roman'">              </span><span style="font-family:Arial; font-size:9pt">La deuda se define como préstamos a largo y corto plazo, como se describe en las Notas 15 y 16.</span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-indent:-28.35pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(ii)</span><span style="font:7.0pt 'Times New Roman'">             </span><span style="font-family:Arial; font-size:9pt">El capital contable </span><span style="font-family:Arial; font-size:9pt">incluye todo el capital y las reservas de la Entidad que se gestionan como capital</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:0pt 0pt 0pt 56.7pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La administración de la Entidad considera que el índice de endeudamiento no representa un riesgo significativo, ya que la deuda con que cuenta la Entidad se contrató en un plan de crecimiento y con la finalidad de adquirir los inventarios, maquinaria y propiedades que le va a generar ingresos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:12pt 0pt 3pt 21.3pt; page-break-after:avoid">
<a name="_Toc127387678" href="#" ><span style="font-family:Arial; font-size:10pt; font-weight:bold; font-style:italic">Factores de Riesgo</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Al considerar la posible adquisición de los Certificados Bursátiles, los potenciales Tenedores de éstos deben tomar en consideración, analizar y evaluar toda la información contenida en este Prospecto, en la que se incorpora por referencia y, en especial, los factores de riesgo que se mencionan a continuación. De materializarse los riesgos descritos a continuación, los negocios, resultados operativos, situación financiera y perspectivas de la Emisora podrían verse afectados, así como su capacidad para pagar los Certificados Bursátiles. Además, cabe la posibilidad de que los negocios, resultados operativos, situación financiera y perspectivas de la Emisora se vean afectadas por otros riesgos que la Emisora desconoce o que actualmente no se consideran significativos. Los inversionistas no deben considerar el contenido del presente Prospecto como recomendaciones legales, fiscales o de inversión y se les recomienda consultar con sus propios asesores profesionales respecto de la adquisición, mantenimiento o venta de su inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">En el caso de que los Certificados Bursátiles que sean emitidos al amparo de una Emisión realizada conforme al Programa descrito en este Prospecto estén sujetos a riesgos específicos adicionales, los mismos se describirán en el Suplemento respectivo. Los riesgos descritos a continuación pretenden destacar aquellos que son específicos de la Emisora, pero que de ninguna manera deben considerarse como los únicos riesgos que el público inversionista pudiera llegar a enfrentar. Dichos riesgos e incertidumbres adicionales, incluyendo aquellos que en lo general afecten a la industria en la que opera la Emisora, o aquellos riesgos que la Emisora considera que no son importantes, también pueden llegar a afectar los negocios, resultados operativos situación financiera y perspectivas de la Emisora.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc127387679" href="#" ><span style="font-family:Arial; font-size:9pt; font-weight:normal">Factores Relacionados con</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:9pt; font-weight:normal">Grupo </span><span style="font-family:Arial; font-size:9pt; font-weight:normal">Hema</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Grupo </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Hema</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">realiza operaciones de cobertura de tasas de interés.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Emisora realiza operaciones de cobertura de tasas de interés, mediante la adquisición de instrumentos de cobertura (swaps) que aseguran el intercambio de flujos de tasa fija a tasa variable o viceversa para disminuir el riesgo de incrementos no planeados en las tasas de interés vigentes. No podemos garantizar que exista una baja volatilidad en la tasa de interés, ni que las fluctuaciones de dichas tasas de interés representen, en el futuro, resultados positivos para nuestros negocios. Actualmente por el pequeño porcentaje que representa el pasivo a largo plazo, no se cuenta con operaciones de cobertura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los instrumentos sobre los que Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">realiza inversiones pueden generar rendimientos ya sea con base en una tasa de interés fija, una tasa de interés variable o pueden estar indexados a otros indicadores. Movimientos en los niveles de inflación, y variaciones en las tasas de interés o índices que regulan los rendimientos producidos por dichos instrumentos podrían resultar en una disminución de los ingresos o inclusive en pérdidas para el mismo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Existencia de créditos y pasivos e incremento en los niveles de endeudamiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En el pasado hemos financiado nuestras operaciones a través de la contratación de créditos que contienen obligaciones de hacer y de no hacer, incluyendo obligaciones de mantener ciertos límites de endeudamiento, crear gravámenes sobre nuestros activos, vender activos significativos, fusionarse en ciertas circunstancias, y otras obligaciones, en caso de poner en riesgo nuestra capacidad de pago. Hoy en día hemos cumplido con las obligaciones contenidas en los contratos que documentan pasivos bancarios. Ante cualquier incumplimiento en el pago de cualquier cantidad de principal o intereses, bajo dichos contratos, el acreedor estaría facultado para dar por vencidas anticipadamente las obligaciones a cargo de la Emisora, y hacer exigible el pago del saldo insoluto del crédito.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">ha implementado procesos que considera han sido eficaces para mantener adecuados niveles de endeudamiento. Sin embargo, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">no puede asegurar que las medidas implementadas o que se implementen en un futuro mantengan los niveles de endeudamiento en niveles adecuados, o que circunstancias ajenas a Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">no resulten en un incremento en dichos niveles. El aumento en los niveles de endeudamiento de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">podría afectar su liquidez, ingresos y consecuentemente sus resultados operativos o su situación financiera, así como su capacidad para pagar los Certificados Bursátiles.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Empresa controladora. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">es una empresa controladora que lleva a cabo sus actividades a través de sus sociedades subsidiarias, las cuales tienen por objeto llevar a cabo la operación y desarrollo del negocio de la Emisora. Todos los activos utilizados en la operación de las subsidiarias, así como de los centros de distribución y de producción, son propiedad o se encuentran licenciadas a favor de empresas subsidiarias nuestras. Por lo tanto, nuestros principales activos son partes sociales del capital social de dichas subsidiarias.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En virtud de lo anterior, y no obstante que somos tenedores de las partes sociales de nuestras subsidiarias, nuestra capacidad para pagar dividendos y deuda u otras distribuciones dependen de la transferencia de utilidades y de otros ingresos provenientes de nuestras subsidiarias. Si la capacidad de las subsidiarias de la Emisora para decretar y pagar dividendos, así como para realizar otras transferencias se viera obstaculizada, nuestra liquidez y situación financiera podrían verse afectadas de manera adversa. Las transmisiones de efectivo por parte de nuestras subsidiarias pueden estar sujetas a requisitos legales y corporativos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Socios Principales.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los socios principales, ejercen una influencia significativa en nuestras estrategias de negocio, administración y operaciones. Asimismo, los socios principales tienen la facultad de elegir a los miembros del consejo de gerentes y determinar las resoluciones de dicho órgano colegiado, así como las resoluciones adoptadas por la asamblea de accionistas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Incrementos en costos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Incrementos en los costos de materias primas y otros costos de operación, así como problemas en la cadena de suministros podrían afectar los resultados de operación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Aun cuando tomamos medidas para anticipar cambios en los costos de ciertas materias primas que utilizamos en la elaboración de nuestros productos y prestación de nuestros servicios, cualquier incremento en el costo de dichas materias que no puedan ser trasladados a nuestros clientes podría afectar nuestros los resultados de operación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Somos susceptibles a incrementos en costos por factores fuera de nuestro control, tales como las condiciones </span><span style="font-family:Arial; font-size:9pt">macro-económicas</span><span style="font-family:Arial; font-size:9pt">, ciclicidad, demanda, condiciones climáticas y regulación sanitaria, entre otras. Asimismo, cualquier incremento en el costo en la producción o en la transportación de materias primas, podría afectar de manera adversa los costos de ventas y, por consiguiente, nuestros resultados de operación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Contamos con un potencial riesgo, entre otros, por las siguientes situaciones:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">a. Desabasto de insumos; </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">b. Manejo de productos perecederos; y </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">c. Una posible escasez en la producción primaria de los alimentos por posible sequía u otro factor externo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">No se puede garantizar la ejecución exitosa de nuestra estrategia de crecimiento. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">No podemos garantizar que llevaremos a cabo, total o parcialmente, nuestra expansión deseada. En caso de que sí podamos llevar a cabo dicha expansión, y ésta sea mayor a la estimada, es posible que no podamos s administrar exitosamente las actividades operativas en aumento y satisfacer la demanda en aumento.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Delito de Abuso de Confianza.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Emisora podría estar sujeta, como consecuencia de la forma en que operan algunos de sus empleados de determinados giros de negocio, de sufrir un menoscabo en su patrimonio en caso de que los empleados cometieran un delito de abuso de confianza al disponer para sí o para cualesquier terceros, de los productos relacionados con los diversos giros de negocio de la Emisora. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Dependencia de adquisición y/o arrendamiento de locales.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Para el desarrollo de nuestras actividades, realizamos varias operaciones de arrendamiento y adquisición de diversas propiedades y locales en los que realizamos algunas de nuestras operaciones. Nuestra estrategia depende de nuestra capacidad para encontrar locales que cuenten con ciertas características idóneas para ubicar nuestros establecimientos y desarrollar nuestros negocios, principalmente en cuestión de superficie, ubicación y condiciones contractuales. Nosotros invertimos los recursos humanos y materiales necesarios para encontrar dichos locales. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">No obstante, en caso de que no encontráramos y por consecuente, no pudiéramos adquirir o arrendar inmuebles idóneos para ubicar nuestros establecimientos, nuestros resultados de operación pudieran verse afectados. Dentro de los contratos de arrendamiento sobre locales comerciales que tenemos actualmente celebrados, existen distintas vigencias acordadas con los arrendadores, por lo que, en caso de no renovarse, podrían implicar un riesgo para nosotros en continuar y mantener la ubicación actual que se tienen sobre los mismos, materias primas y suministro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Obligaciones relacionadas con contratos de arrendamiento puro.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Tenemos arrendamientos contratados por algunas de nuestras subsidiarias; estos contratos de arrendamientos corresponden a arrendamientos puros sobre camiones utilitarios, maquinarias, y sobre equipo de cómputo diverso. En caso de incumplir con algún contrato de arrendamiento puro, nos encontramos obligados a cumplir de forma anticipada e inmediata todas nuestras obligaciones, incluyendo la de pago y penas por terminación anticipada, y deberemos devolver inmediatamente los activos al arrendador correspondiente en el lugar indicado por el arrendador. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Dependencia de personal clave y fuerza laboral.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La implementación de nuestras estrategias y la capacidad para lograr nuestras metas de crecimiento dependen, en gran medida, de nuestra capacidad de reclutar, seleccionar, capacitar y mantener ciertos funcionarios </span><span style="font-family:Arial; font-size:9pt">clave</span><span style="font-family:Arial; font-size:9pt"> así como su fuerza laboral. No podemos garantizar la permanencia de dichos funcionarios en la misma, y que, en su caso, los mismos sean remplazados por funcionarios con las mismas características, por lo que nuestras operaciones podrían verse afectadas. En virtud de (i) la necesidad de sostener nuestro crecimiento con una fuerza laboral capacitada y motivada, (</span><span style="font-family:Arial; font-size:9pt">ii</span><span style="font-family:Arial; font-size:9pt">) que históricamente hemos tenido altos niveles de rotación de personal (como sucede en la industria), y (</span><span style="font-family:Arial; font-size:9pt">iii</span><span style="font-family:Arial; font-size:9pt">) que el costo laboral es uno de nuestros rubros de gastos más importantes, en el futuro podríamos tener que incurrir en costos laborales más altos con el fin de estar en posición de reclutar, seleccionar, capacitar y mantener una fuerza laboral suficiente para sostener nuestro crecimiento.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Materias primas y suministro.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Emisora cuenta con diversas medidas con la finalidad de prever incrementos en los costos de ciertas materias primas que utiliza, no obstante, en caso de que dichos incrementos no puedan ser trasladados a los clientes podría afectar el curso ordinario del negocio. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Asimismo, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">está expuesto a elevar el precio de sus productos por diversos factores en los que no puede influir, como modificaciones a la legislación aplicable al negocio, en especial en materia fiscal, de turismo, de consumo, sanitaria y regulatoria; las condiciones climáticas y el calentamiento global; incremento en el costo de servicios básicos que requiere su negocio (electricidad, agua y gas, entre otros), producción o transportación de materias primas que podría afectar significativamente el curso ordinario del negocio. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Factores relacionados con la competencia y el mercado informal.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Derivado de que una de las unidades de negocio de la Emisora se enfoca en la industria de servicio de alimentos así como los segmentos de comida rápida y comida casual, nuestros inversionistas deben considerar que dicho segmento de negocio (sin exceptuar los segmentos de negocio adicionales en los que está involucrada la Emisora) es altamente competitivo en términos de precio, calidad de productos, desarrollo de nuevos productos, iniciativas de promoción y publicidad, servicio al cliente, ubicación y reputación. Si no somos capaces de lograr que nuestros establecimientos compitan de manera exitosa con otros establecimientos similares en los mercados en los que participamos actualmente o en el futuro, nuestros resultados de operación se verían afectados de manera adversa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">La disminución en la confianza del consumidor y los cambios en los hábitos de gasto y preferencias podrían tener un efecto adverso importante sobre nuestros resultados operativos. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Estamos expuestos a ciertos factores económicos, políticos y sociales en México y en los demás países en los de donde recibimos ingresos que podrían afectar la confianza del consumidor y los hábitos de gasto. Entre otros factores, estamos expuestos a variaciones positivas o negativas en los niveles de empleo y de salarios que pueden afectar el ingreso per cápita de nuestros consumidores y, en consecuencia, el desempeño de nuestras ventas. Otros factores, incluyendo las fluctuaciones en las tasas de interés, costos de mano de obra, la disponibilidad de financiamiento, los mercados de crédito, incluyendo crédito al consumidor y otras condiciones que están más allá de nuestro control, también podrían afectar adversamente el poder adquisitivo de nuestros consumidores. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los cambios importantes en la economía general que pueden afectar o beneficiar el poder adquisitivo de nuestros consumidores afectarían a su vez nuestros ingresos. Si no podemos predecir o reaccionar a cambios en la demanda y preferencias del consumidor, podemos perder clientes y nuestras ventas pueden disminuir. No predecir cambios en las preferencias del consumidor también puede llevar a una disminución en la demanda de nuestros servicios. Nuestro éxito depende, en parte, de nuestra capacidad para identificar y satisfacer las necesidades, tendencias y patrones de gasto de los consumidores, así como de nuestra capacidad para anticipar y responder en forma oportuna a la demanda y preferencias cambiantes del consumidor respecto de nuevos servicios. Nuestros productos y servicios deben atraerle a una amplia gama de consumidores cuyas preferencias no se pueden predecir con certidumbre y están sujetas a cambios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos Relacionados con el Cumplimiento Normativo.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Nuestras operaciones están sujetas a regulación de diversas leyes, tales como las sanitarias, laborales, de construcción, ambientales, de establecimientos mercantiles, de transporte, de empaquetado, etiquetado, etc. Dicha regulación nos obliga a obtener y mantener ciertos permisos para la instalación de nuestros centros de distribución, plantas productivas, restaurantes, hoteles, puntos de venta, y establecimientos en general. Estas leyes son cada vez más estrictas tanto a nivel nacional como a nivel mundial, por lo que podríamos vernos obligados a invertir cantidades importantes adicionales en el corto plazo para cumplir con la legislación aplicable sin poder transferir dichos costos a los consumidores, por lo que nuestra situación financiera podría verse afectada al tener que realizar la citada inversión.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Es posible también que se aprueben cambios regulatorios que apliquen a las industrias en las que participamos, las cuales ocasionen efectos negativos en nuestros resultados de operación, como podría ser la prohibición o el uso limitado de ciertos productos, el incremento en impuestos a las bebidas alcohólicas o con alto contenido calórico, la limitación a la deducción de consumo, restricción de horarios de operación en los restaurantes, cambios en el número de lugares de estacionamiento para los establecimientos mercantiles y la suspensión de ventas de bebidas alcohólicas en algunas fechas.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Debido a la complejidad del marco legal que rige al Grupo y a fin de tener una mejora continua en nuestro desempeño, realizamos auditorías internas a fin de detectar si no se ha renovado o no se ha obtenido alguno de los principales permisos que requerimos para operar nuestros establecimientos. De ser el caso, atendemos prioritariamente esos temas para obtenerlos y cumplir con todas las obligaciones derivadas de ellos. Con estas acciones de supervisión, regularización y renovación de aquellos permisos esenciales en el tiempo oportuno se pretende reducir riesgos de sanciones económicas, suspensiones, clausuras u otros efectos adversos en la continuidad de nuestro negocio, que adicionalmente pudieran tener incrementos significativos en nuestros costos operativos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Incrementos en aranceles o limitaciones en cupos de importación de productos y equipos. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Dependemos de la importación de ciertos productos o equipos para cumplir con los estándares o requerimientos del negocio, y medidas tales como el incremento de aranceles o la restricción a la entrada de ciertos productos en el país o a las cuotas de entrada, pueden incrementar sustancialmente el costo de esos insumos afectando negativamente los resultados de nuestras operaciones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos relacionados con los alimentos.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A pesar de las estrictas medidas de calidad y seguridad de los alimentos que tiene la Emisora, de la capacitación constante y visitas de supervisión de estos rubros, no es posible garantizar que nuestras medidas y procedimientos de control son infalibles y que, por ende, podrán evitar en todos los casos enfermedades relacionadas con los alimentos. En su caso, las autoridades sanitarias podrían requerir que retiremos del mercado alguno o algunos de sus productos si determina que resultan inadecuados o riesgosos para el consumo humano o puede imponer medidas de seguridad en aras de proteger la salud de la población tales como la suspensión de servicios. Asimismo, pudiéramos ser objeto de demandas de responsabilidad si el consumo de alguno de nuestros productos causara alguna lesión o daño. El retiro del mercado de cualquiera de nuestros productos por dichas razones podría afectar negativamente nuestra imagen, la percepción de nuestros clientes, resultados de operación y gastos para resarcir los daños ocasionados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos por incumplimiento a la Ley Federal de Protección al Consumidor. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A pesar de las estrictas medidas que tomamos para proteger y garantizar los derechos de nuestros clientes y de la constante mejora a la que estamos enfocados a efecto de mantenerlos satisfechos, existe el riesgo que alguno de nuestros establecimientos incumpla con la Ley Federal de Protección al Consumidor, como parte de sus relaciones diarias con clientes. En caso de incumplimiento, la Procuraduría Federal del Consumidor podría iniciar procedimientos administrativos en nuestra contra, derivado de quejas de clientes o de la misma facultad de verificación de la autoridad que pueden terminar en la imposición de sanciones tales como multas, colocación de sellos de suspensión de actividades o clausuras a establecimientos, los cuales podrían afectar nuestros resultados operativos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos relacionados con el cumplimiento de la Ley Federal para la Prevención e Identificación de Operaciones con Recursos de Procedencia Ilícita. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El objeto de la Ley Federal para la Prevención e Identificación de Operaciones con Recursos de Procedencia Ilícita es proteger el sistema financiero y la economía nacional, estableciendo medidas y procedimientos para prevenir y detectar actos u operaciones que involucren recursos de procedencia ilícita. La Compañía recibe recursos de múltiples clientes y consumidores y de los cuales muchos de ellos son en efectivo, por lo que la Emisora corre el riesgo que alguna de las fuentes de ingresos que obtienen las subsidiarias, a través de los clientes y consumidores sean de procedencia ilícita. En virtud de lo anterior, la Emisora no puede garantizar de forma absoluta que los ingresos que recibe procedan de fuentes lícitas en todos los casos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos o efectos en el cambio climático. </span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Somos susceptibles a incrementos en costos por factores que están fuera de nuestro control, tales como condiciones climáticas y regulación sanitaria, entre otras. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Asimismo, cualquier incremento en el costo de los energéticos utilizados en nuestros establecimientos, en la producción o en la transportación de materias primas, podría afectar de manera adversa sus costos de ventas y, por consiguiente, nuestros resultados de operación, por ejemplo el acaecimiento de huracanes, terremotos, sequías, epidemias y otros desastres naturales en las áreas más importantes en las que operamos, podrían resultar en pérdidas y daños, limitar nuestra capacidad de producir o incrementar significativamente los costos de producción y perjudicar nuestras operaciones de logística. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Desastres naturales podrían afectar nuestras instalaciones e inventarios, afectando nuestra producción y logística. Un aumento importante en el precio de nuestros principales insumos, la pérdida de inventario o daño en nuestras instalaciones podrían aumentar nuestro costo de producción y afectar negativamente nuestra rentabilidad. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Eventos fuera de nuestro control, como por ejemplo epidemias, incendios, entre otros pudieren afectar diversas de nuestras materias primas, lo que podría afectar de manera significativa nuestra capacidad de abastecimiento y, por lo tanto, de producción. Además, sustituir a los proveedores en caso de epidemia o evento similar, de ser posible dicha sustitución, podría causar costos muy altos para nosotros y podría afectar adversamente nuestros procesos, así como interrumpir nuestras operaciones. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos relacionados con la revocación o cancelación de permisos relevantes para nuestra operación. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En caso de que alguna de nuestras subsidiarias incumpla con alguno de los permisos o licencias que exigen las leyes de la materia aplicable, existe el riesgo de que se multe a la Compañía, o se suspendan provisionalmente las actividades, y en caso más graves, la revocación o cancelación del permiso para seguir produciendo y operando en forma habitual. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Liquidez de la Compañía.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Compañía cuenta con diversas políticas y lineamientos internos que regulan y están enfocados a mantener los niveles correctos de liquidez para que la Compañía pueda financiarse y llevar a cabo la operación de sus negocios. No podemos garantizar que la inversión del excedente de liquidez sea invertida correctamente o que las inversiones en las que se realicen cumplan con las expectativas de mercado y entreguen los rendimientos esperados. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Si los retornos no fueren los estimados, la naturaleza de esta fuente financiamiento y fondeo puede representar un riesgo de liquidez para la Emisora.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">La emisión de resoluciones adversas a </span><span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">como resultado de procesos judiciales, administrativos o arbitrales podría afectar su situación financiera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Emisora podría estar sujeto a procedimientos judiciales, administrativos o arbitrales resultado de sus operaciones activas, pasivas o de servicios. El inicio de un número sustancial de dichos procedimientos o de procedimientos por montos relevantes, podría, en el caso que sean resueltos de una manera adversa a la Emisora, afectar su posición financiera y resultados operativos.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgo de mercado.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">está expuesto a riesgos de mercado por los distintos factores de riesgo asociados a las posiciones que mantienen diversos productos financieros, incluyendo instrumentos a plazo. La medición del riesgo de mercado cuantifica el cambio potencial en el valor de las posiciones asumidas como consecuencia de cambios en los factores de riesgo asociados a estas posiciones. Dichos cambios pueden afectar los resultados de las operaciones y la posición financiera de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos Relacionados con la Estructura de Capital de la Compañía.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">podría requerir de capital adicional, y podría no ser capaz de obtenerlo, o de obtenerlo en tiempos y términos no favorables, ya que, p</span><span style="font-family:Arial; font-size:9pt">ara poder crecer, seguir siendo competitivos, o participar en nuevos negocios, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">podría necesitar de nuevas aportaciones de capital. Asimismo, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">podría requerir capital adicional en el supuesto escenario de incurrir en pérdidas importantes de ingresos derivado de una baja en ventas, incremento en costos, entre otros, lo cual podría resultar en una disminución de los resultados futuros y por ende del capital social. La capacidad de obtener capital adicional está sujeta a múltiples factores inciertos, entre los que cuales se incluyen los siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">• La situación financiera y nuestros resultados de operaciones y flujos de caja futuros;</span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">• La obtención de cualesquiera autorizaciones corporativas o gubernamentales;</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">• Las condiciones generales del mercado para las actividades de negocio que realizamos; y</span>
</p>
<p style="margin:0pt; text-indent:36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">• Las condiciones económicas, políticas y de otro tipo en México y a nivel internacional.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos Relacionados con Sistemas y los Sistemas de Proveedores Especializados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los sistemas de </span><span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">y los que usa de los proveedores especializados para proveer sus servicios, pudieran fallar derivado de factores que se encuentren fuera del control de </span><span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">, lo cual pudiera derivar en una interrupción de sus servicios y continuidad operativa de negocios, con la posible consecuencia de afectación a los resultados de operación y la situación financiera de la Compañía. La Compañía cuenta con un sólido plan de continuidad del negocio y recuperación para casos de desastre, con pruebas exitosas y continuas, con el cual se controla y minimiza los riesgos aquí mencionados.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Compañía tiene una alta dependencia de la continuidad operativa y de los sistemas de cómputo, software, centros de datos y redes de telecomunicaciones, así como de los sistemas de terceras empresas y proveedores, pudiendo estar estos expuestos a factores fuera de su control y de los proveedores como daños, retrasos, itineranticas de comunicaciones, retrasos de procesos causados por interrupción de la energía eléctrica, fallas en las telecomunicaciones, virus computacionales, accesos no autorizados, fuego, desastres naturales o incluso defectos en los sistemas o en los de nuestros proveedores u otras dificultades pudieran resultar en:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">pérdidas de clientes e ingresos;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">daño a nuestra reputación o al negocio;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">riesgo de fraudes o de incurrir en otras responsabilidades;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">publicidad negativa;</span>
</li>
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">costos adicionales de operación y desarrollo; y</span>
</li>
<li style="margin:0pt 0pt 0pt 27.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:8.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">uso incorrecto de recursos técnicos y otros recursos.</span>
</li>
</ul>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Muchos servicios de infraestructura y sistemas tecnológicos de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">como desarrollo de software y aplicaciones, el alojamiento y mantenimiento de sistemas operativos, servicios de respaldo, redundancia de datos, están contratados con proveedores especializados de estos servicios, los cuales podría resultar muy difícil de sustituir con rapidez.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Futuros Planes de negocio, estimaciones y proyecciones. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Todas y cada una de las estrategias de negocio a ser implementadas, así como las proyecciones, estimaciones y demás declaraciones respecto del futuro contenidas en este Prospecto conllevan riesgos e incertidumbres de carácter tanto general como específico y existe un riesgo real de que no se cumplan de la manera en que Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">espera. Se advierte a los inversionistas que hay muchos factores importantes fuera del alcance y del control de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">que pueden ocasionar que los resultados reales difieran sustancialmente de los expresados en los planes, objetivos, expectativas, estimaciones y afirmaciones tanto expresas como implícitas contenidas en las declaraciones con respecto al futuro. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Es posible que los hechos descritos en las declaraciones respecto al futuro no ocurran. Las declaraciones respecto al futuro son válidas a la fecha de este Prospecto y no asumimos obligación alguna de actualizarlas o modificarlas en caso de que obtengamos nueva información o en respuesta a hechos o acontecimientos futuros. De tiempo en tiempo surgen factores adicionales que afectan nuestras operaciones y no podemos predecir la totalidad de dichos factores ni evaluar su impacto en nuestras actividades o la medida en que un determinado factor o conjunto de factores puede ocasionar que nuestros resultados reales difieran sustancialmente de los expresados en las declaraciones respecto al futuro. Aun cuando consideramos que los planes y las intenciones y expectativas reflejadas en las declaraciones respecto al futuro son razonables, no podemos garantizar que lograremos llevarlos a cabo. Además, los inversionistas no deben interpretar las declaraciones relativas a las tendencias o actividades previas como una garantía de que dichas tendencias o actividades continuarán a futuro. Todas las declaraciones a futuro escritas, verbales y en formato electrónico imputables a nosotros o a nuestros representantes están expresamente sujetas a esta advertencia.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Operaciones con Moneda Extranjera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Derivado de la situación macroeconómica internacional, los inversionistas deben tomar en cuenta el riesgo en el impacto del tipo cambiario en caso de que la Emisora celebre operaciones con moneda extranjera.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos Cibernéticos</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Derivado del acelerado y complejo avance tecnológico que impera en el presente, es posible que en un futuro la Emisora pudiera ser objeto de uno o varios ataques cibernéticos, así como de otras violaciones a la seguridad de sus redes o tecnologías de la información. En caso de que un evento de esa naturaleza sucediera, la Emisora puede perder información sensible, así como verse imposibilitada para llevar a cabo sus actividades y operaciones de forma regular, lo que afectaría invariablemente al negocio de la Emisora, teniendo un efecto adverso en el mismo.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos de Aplicación Normativa.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> puede verse afectado por la aplicación inicial de nuevas normas. Lo anterior derivado de que la implementación de las nuevas normativas puede impactar directa y materialmente en procesos internos, la operación de los negocios de la Emisora, su situación financiera, así como en el cumplimiento de obligaciones contractuales. Los daños o contingencias que pudieran derivarse de este riesgo no han sido cuantificados a la fecha.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc127387680" href="#" ><span style="font-family:Arial; font-size:9pt">Riesgos relacionados con México y el entorno macroeconómico.</span></a>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Operaciones de </span><span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">en México y el Extranjero.</span>
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<span style="font-family:Arial; font-size:9pt">A la fecha del presente, las operaciones de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">se realizan tanto en México, como en el extranjero, por lo que sus negocios se ven afectados por el desempeño de la economía mexicana y de los países en los que tiene presencia comercial. Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">no puede asegurar que las condiciones económicas de México y del mundo no empeorarán o que dichas condiciones no tendrán un efecto adverso en el negocio, situación financiera o resultado de operaciones. </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Los acontecimientos en otros países podrían afectar la economía de México y como consecuencia, la operación y el negocio de la Emisora. </span>
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<span style="font-family:Arial; font-size:9pt">La economía mexicana puede verse afectada, en mayor o menor medida, por las condiciones económicas y de mercado en otros países. Aunque las condiciones económicas en otros países pueden diferir significativamente de las condiciones económicas en México, las reacciones de los inversionistas a los sucesos en otros países pueden tener un efecto adverso sobre el valor de mercado de los valores de emisoras mexicanas.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">La presencia de una crisis financiera mundial podría afectar los resultados operativos y situación financiera de la Compañía. </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt">En las últimas décadas se han experimentado varios eventos que han tenido efectos en el desempeño de la economía nacional e internacional, </span>
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<span style="font-family:Arial; font-size:9pt">Durante los años 2008 a 2009 se experimentó una crisis financiera sin precedentes en México y en diversos países del mundo. En México, esta crisis tuvo como consecuencia fluctuaciones en el tipo de cambio del Peso frente al Dólar, el incremento en la inflación, la contracción de la economía, la reducción en la liquidez del sector bancario, la reducción en las remesas enviadas por mexicanos desde el extranjero y el incremento en las tasas de desempleo. </span>
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<span style="font-family:Arial; font-size:9pt">A finales del primer trimestre del 2020 se presentó la pandemia de COVID-19 la cual tuvo diversos efectos en la economía, efectos los cuales siguen teniendo un impacto en la economía, retrasos en las cadenas de suministros, incremento en las tasas de Inflación, variaciones en las tasas de interés, restricciones y regulaciones por parte de la autoridad sanitaria para la contención de la pandemia, por mencionar algunos de estos efectos.</span>
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<span style="font-family:Arial; font-size:9pt">Estos efectos y otros eventos relevantes que han impactado la economía internacional y nacional</span>
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<span style="font-family:Arial; font-size:9pt">A pesar de que la compañía, ha salido adelante y ha podido capitalizar oportunidades en entornos adversos, la recurrencia en el futuro de una crisis financiera o el surgimiento de una pandemia como las mencionadas anteriormente, podrían afectar a la Compañía en cuanto a su capacidad para afrontar compromisos financieros.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Entorno económico interno.</span>
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<span style="font-family:Arial; font-size:9pt">La mayoría de las operaciones de la Emisora se realizan en México, por lo que la operatividad de la Emisora puede verse afectada significativamente por las condiciones generales del país. En el pasado, el país ha experimentado períodos prolongados de condiciones económicas adversas, destacando la crisis económica de 1998 y 2004, y los resultados de la crisis financiera, la fuerte desaceleración económica de los Estados Unidos y de la economía mundial en 2008 y 2009, además de la crisis ocasionada por la pandemia del COVID-19.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">El crecimiento de la delincuencia y de la violencia podría afectar adversamente a nuestros clientes y nuestro negocio, resultados de operación o perspectivas.</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:9pt">El aumento de la violencia en México, principalmente en los últimos años, ha tenido un impacto adverso y puede continuar impactando de forma adversa la economía y el mercado mexicano, lo que puede resultar en un efecto material adverso para Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">. </span>
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<span style="font-family:Arial; font-size:9pt">El incremento radical en la violencia relacionada con el tráfico de drogas causado por las organizaciones criminales popularmente conocidas como cárteles de la droga ha tenido un impacto adverso en la actividad económica mexicana en general. Asimismo, la inestabilidad social en México, derivada del creciente descontento social con diversas políticas públicas gubernamentales o la falta de desarrollo social y crecimiento político en México podrían afectarnos de manera adversa, incluyendo afectaciones que pudieran impactar nuestra capacidad para operar su negocio, ofrecer sus servicios y su capacidad para obtener financiamiento por parte de terceros. No podemos asegurar que los niveles de violencia en nuestro país, sobre los que no tenemos control alguno, no se incrementarán o disminuirán, y no tendrán efectos adversos adicionales en la economía mexicana o en nosotros y nuestra línea de negocios.</span>
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<span style="font-family:Arial; font-size:9pt">La violencia ligada al tráfico de drogas en diversas regiones del país podría interrumpir los proyectos y prospectos de la Compañía.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Inflación. </span>
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<span style="font-family:Arial; font-size:9pt">México ha tenido niveles de inflación muy altos, como los que se dieron durante el periodo de gobierno de Miguel de la Madrid Hurtado que llego a niveles de 159.2% en el año de 1987. El aumento generalizado del nivel de precios al consumidor tiene efectos no neutrales en la economía. Esto significa que se producen efectos no sólo en el nivel de precios, sino que también puede y suele afectar variables principalmente: la distribución del ingreso, el nivel de crecimiento, el déficit fiscal, el tipo de cambio, las exportaciones netas y el financiamiento. La Emisora pudiera verse afectada desfavorablemente por los diversos efectos que ocasiona la inflación. </span>
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<span style="font-family:Arial; font-size:9pt">Los porcentajes de inflación determinados a través del Índice Nacional de Precios al Consumidor que publica el Banco de México, por los años que terminaron el 31 de diciembre de 2021, 2020 y 2019 fueron de 7.36%, 3.15%, 2.83%, respectivamente. Cabe señalar que los ingresos de la Emisora podrían verse afectados por la fluctuación en los niveles de inflación y en consecuencia en las tasas de interés en México. En cierta medida, ha existido una correlación entre la inflación y las tasas de interés en el mercado, en virtud de que las tasas de interés contienen un elemento atribuible a la inflación proyectada. </span>
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<span style="font-family:Arial; font-size:9pt">La diferencia entre las tasas de interés y la inflación, conocida como “tasa real”, puede variar como consecuencia de las políticas macroeconómicas implementadas por el Gobierno Federal, a efecto de incrementar o reducir la liquidez del sistema financiero. Por consiguiente, es posible que las tasas de interés no se ajusten proporcionalmente a los movimientos de la inflación. </span>
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<span style="font-family:Arial; font-size:9pt">Actualmente, las tasas de interés han presentado un incremento importante en sus niveles, nada puede asegurar que en cualquier momento se pudiese presentar una situación de volatilidad, básicamente derivada de factores externos que afectan indirectamente, pero de forma sustancial a la economía de México. </span>
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<span style="font-family:Arial; font-size:9pt">Las diferentes crisis derivadas de la economía nacional e internacional han provocado que el costo del dinero se eleve, afectando directamente la utilidad de la Emisora. Es importante señalar que el Gobierno Federal ha implementado diversas medidas de control, pero no es posible asegurar que la volatilidad no se presente en el corto, mediano o largo plazo, o que los índices de inflación se incrementen sustancialmente. </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Fluctuaciones en Tasas de Interés. </span>
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<span style="font-family:Arial; font-size:9pt">La Emisora está expuesta a fluctuaciones en las tasas de interés, mismas que pueden afectar de manera adversa el costo financiero de la deuda y, por tanto, la situación financiera y sus resultados de operación. La diferencia entre las tasas de interés y la inflación, conocida como “tasa real”, puede variar como consecuencia de las políticas macroeconómicas implementadas por el Gobierno Federal, a efecto de incrementar o reducir la liquidez del sistema financiero. Por consiguiente, es posible que las tasas de interés no se ajusten proporcionalmente a los movimientos de la inflación. </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:9pt">Aunque en los últimos años, las tasas de interés han presentado un incremento importante en sus niveles, nada puede asegurar que en cualquier momento se pudiese presentar una situación de volatilidad, básicamente derivada de factores externos que afectan indirectamente, pero de forma sustancial a la economía de México. </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:9pt">La Emisora sigue la política de proteger el balance general mediante operaciones derivadas, anticipándose a los movimientos en las tasas de interés, con la cual la Emisora disminuye su exposición a la volatilidad del mercado.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Riesgos por Devaluación. </span>
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<span style="font-family:Arial; font-size:9pt">La depreciación o fluctuación del Peso en relación con el Dólar y otras monedas podría afectar en forma adversa los resultados de operaciones y la posición financiera de la Emisora debido al incremento a las tasas de interés, tanto nominales como reales, que normalmente ocurre después de una devaluación para evitar fugas de capital. Este aumento afectaría el costo de financiamiento de la Emisora relacionado con la contratación de créditos bancarios y bursátiles. </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Los acontecimientos políticos en México podrían afectar los resultados operativos y situación financiera de la Compañía. </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt">No puede asegurarse que la actual situación política o futuros acontecimientos políticos en México no tengan un impacto desfavorable en la situación financiera o los resultados de operación de la Compañía.</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:9pt; font-style:italic">Las políticas o regulaciones gubernamentales mexicanas, así como el desarrollo económico, político y social en México pueden tener un efecto adverso sobre nuestro negocio, operaciones y perspectivas. </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:9pt; letter-spacing:-0.1pt">El Gobierno Mexicano ha tenido y continúa teniendo una influencia importante en la economía. Las acciones y decisiones del Gobierno en relación con la economía y regulación de ciertas industrias, pueden tener un impacto importante en las entidades del sector privado, así como en nosotros y nuestras afiliadas, y en las condiciones de mercado, precios y retorno de valores, incluyendo nuestros valores. </span>
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<span style="font-family:Arial; font-size:9pt; letter-spacing:-0.1pt"> </span>
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<span style="font-family:Arial; font-size:9pt; letter-spacing:-0.1pt">Eventos políticos en México, pudieran desencadenar riesgos adicionales que afecten de manera importante la política económica y como consecuencia nuestro negocio. Desacuerdos entre los poderes ejecutivo y legislativo pueden impedir el desarrollo de reformas políticas y económicas, que pudieran tener un efecto material adverso en la política económica y nuestro negocio. También es posible que la incertidumbre política pudiera afectar adversamente la situación económica de México. No es posible asegurar que el futuro desarrollo político de México, sobre el que no tenemos control, no tendrá un efecto desfavorable en nuestra situación financiera o en los resultados de nuestras operaciones. </span>
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<span style="font-family:Arial; font-size:9pt; letter-spacing:-0.1pt"> </span>
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<span style="font-family:Arial; font-size:9pt; letter-spacing:-0.1pt">No podemos asegurar que los cambios en las políticas del Gobierno Federal no afectarán adversamente nuestro negocio, condición financiera y nuestros resultados de operaciones. La legislación fiscal, particularmente, en México está sujeta a cambios y no tenemos seguridad de que el Gobierno Federal propondrá y aprobará reformas a la misma o a cualquiera de sus políticas en materia política, social, económica, financiera, energética cuyas reformas o cambios podrían tener un efecto adverso y significativo en nuestro negocio, resultados de operaciones, condición financiera. Por lo tanto, no podemos asegurar que el desempeño político futuro en México, sobre el cual no tenemos control alguno, no tendrá un impacto desfavorable en nuestra posición financiera o resultados de operaciones y perjudique nuestra capacidad para hacer distribuciones a nuestros accionistas.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Nivel de Empleo.</span>
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<span style="font-family:Arial; font-size:9pt">En caso de que cambios en la situación económica, política o social trajeran como consecuencia una pérdida de empleos en el país, la capacidad de operación de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">podría verse afectada al perder fuerza laboral.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid; font-weight:normal">
<a name="_Toc127387681" href="#" ><span style="font-family:Arial; font-size:9pt">Factores de Riesgo Relacionados con los Certificados Bursátiles</span></a><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Las obligaciones de verificación del Representante Común serán cumplidas a través de la información que le sea proporcionada. </span>
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<span style="font-family:Arial; font-size:9pt">Conforme a la Circular Única de Emisoras y el Título, el Representante Común deberá verificar, a través de la información que se le hubiera proporcionado para tales fines, el cumplimiento en tiempo y forma por parte de la Emisora de las obligaciones a su cargo en el Título (excepto de las obligaciones de índole contable, fiscal, laboral y administrativa de la Emisora derivadas de la Emisión, que no estén directamente relacionadas con el pago de los Certificados Bursátiles). Para ello, el Representante Común, conforme a las facultades previstas en el Título, tendrá el derecho de solicitar a la Emisora, a sus auditores externos, asesores legales o cualquier persona que preste servicios a la Emisora en relación con los Certificados Bursátiles, la información y documentación que sea necesaria para verificar el cumplimiento de las obligaciones de la Emisora señaladas anteriormente. Por lo anterior, en la medida en que la Emisora, sus auditores externos, asesores legales o cualquier persona que preste servicios a la Emisora en relación con los Certificados Bursátiles, no proporcionen información veraz, completa, suficiente y oportuna, la verificación del Representante Común podría ser incorrecta, incompleta, no exhaustiva o no oportuna.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Las inspecciones del Representante Común son una facultad y no una obligación en términos de las disposiciones legales aplicables.</span>
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<span style="font-family:Arial; font-size:9pt">De conformidad con lo establecido en la Circular Única de Emisoras, el Representante Común está facultado y tiene el derecho de solicitar a la Emisora, o a cualquier persona que preste servicios a la Emisora en relación con los Certificados Bursátiles, la información y documentación que sea necesaria para verificar el cumplimiento de las obligaciones a su cargo. Para estos efectos, la Circular Única de Emisoras establece que el Representante Común puede, pero no tiene la obligación de, realizar visitas o revisiones a las personas antes referidas para verificar el cumplimiento de sus obligaciones conforme al Título. Al ser una facultad, mas no una obligación, del Representante Común el solicitar la información y documentación, así como realizar las visitas o revisiones antes referidas, es posible que el Representante Común no solicite dicha información o documentación, ni realice dichas visitas o revisiones. Las verificaciones que llegue a realizar el Representante Común serán a través de la información que le hubiere sido proporcionada para tales fines.</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:9pt; font-style:italic">Prelación en caso de concurso mercantil y quiebra.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Las obligaciones al amparo de los instrumentos de deuda a emitirse podrán ser quirografarias. En dicho supuesto, en cuanto a su preferencia de pago, los Certificados Bursátiles serán considerados en igualdad de circunstancias con todas las demás obligaciones quirografarias a cargo de la Emisora. Conforme a la legislación mexicana, en caso de declaración de concurso mercantil, los créditos a favor de los trabajadores, algunos créditos fiscales y las obligaciones con garantía específica tendrán preferencia sobre cualquier otra obligación de la Emisora, incluyendo las obligaciones de pago respecto de los Certificados Bursátiles.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Mercado limitado para los Certificados Bursátiles.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Actualmente existe un mercado limitado con respecto a los Certificados Bursátiles. El precio al cual se negocien los mismo puede estar sujeto a varios factores, tales como el nivel de la tasa de interés en general, las condiciones del mercado de instrumentos similares, las condiciones macroeconómicas, la situación financiera en México y la situación financiera de la Emisora. En caso de que dicho mercado no se desarrolle, la liquidez de los Certificados Bursátiles puede verse afectada negativamente.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Pago del Principal y Riesgo de la Emisora.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los inversionistas que adquieran los Certificados Bursátiles asumirán por ese hecho el riesgo de crédito respecto de la Compañía. Los Certificados Bursátiles podrán ser valores quirografarios dependiendo de cada Emisión, por lo que no existe garantía de su pago y de que la Compañía cumplirá con sus obligaciones derivadas de los Certificados Bursátiles que se emitan al amparo del Programa.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">La Emisora podría solicitar la Amortización Anticipada de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">De conformidad con los términos específicos de cada Emisión, según se estipulen en el Título y en el Suplemento correspondiente, la Emisora tendría derecho a solicitar la amortización o pago anticipado de los Certificados Bursátiles ejerciendo la opción de Amortización Anticipada. Los inversionistas potenciales deben considerar esta característica al momento de tomar decisiones de inversión en los Certificados Bursátiles y el riesgo que pueden correr para reinvertir los montos recibidos por la Amortización Anticipada a las tasas de interés en vigor en ese momento para inversiones con riesgos similares, misma que podría ser inferior a la tasa de los Certificados Bursátiles objeto de la Emisión.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Volatilidad en la tasa de interés.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los Certificados Bursátiles devengarán intereses a la tasa de interés que se especifique en los Documentos de cada Emisión. En virtud de lo anterior, los Tenedores tendrán el riesgo de que movimientos en los niveles de las tasas de interés en el mercado provoquen que los Certificados Bursátiles les generen rendimientos menores a los que se encuentren disponibles en el mercado en determinado momento.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Información sobre estimaciones y riesgos asociados.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La información distinta a la información histórica que se incluye en el presente Prospecto, refleja la perspectiva de la Compañía en relación con acontecimientos futuros y puede contener información sobre resultados financieros, situaciones económicas, tendencias y hechos inciertos. Al evaluar dichas proyecciones o estimaciones, el inversionista potencial deberá tener en cuenta los factores de riesgo descritos en esta sección del Prospecto o en los Suplementos respectivos. Dichos factores de riesgo y proyecciones describen las circunstancias que podrían ocasionar que los resultados reales difieran significativamente de los esperados con base en las proyecciones o estimaciones a futuro.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Cambios en el régimen fiscal.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">No se puede garantizar que el régimen fiscal aplicable a los Certificados Bursátiles no sufrirá modificaciones en el futuro que pudieren afectar el tratamiento aplicable a los intereses generados de conformidad con los mismos, a las operaciones que se realicen con los mismos, a los propios Tenedores o la Emisora.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Calificación otorgada por las Agencias Calificadoras puede estar sujeta a revisión.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Las calificaciones crediticias otorgadas por las agencias calificadoras con relación a los Certificados Bursátiles respecto de cada emisión podrán estar sujetas a revisión por diferentes circunstancias relacionados con la Emisión, o cualquier otro asunto que, en la opinión de las agencias calificadoras; pueda tener incidencias sobre la posibilidad de pago de estos. Los inversionistas deberán evaluar cualquier consideración que se señale en las calificaciones respectivas.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic">Inestabilidad de los Mercados Bursátiles.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El precio de mercado de los valores de los emisores mexicanos se ve afectado en mayor o menor medida por las condiciones económicas y de mercado de otros países. A pesar de que las condiciones económicas de otros países pueden ser muy distintas a las condiciones económicas de México, las reacciones de los inversionistas a los acontecimientos en otros países podrían tener un efecto adverso sobre el precio de mercado de los valores de los emisores mexicanos. Por lo tanto, no es posible asegurar que en un futuro no vayan a presentarse eventos de diversa índole fuera de México que pudieran tener un efecto adverso en los precios de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Posible incumplimiento de los requisitos de mantenimiento en la CNBV y Bolsa.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Cuando la Emisora no cumpla con uno o más de los requisitos de mantenimiento establecidos la Circular Única de Emisoras y disposiciones aplicables y, en su caso, el incumplimiento no sea subsanado conforme a lo establecido dicha Circular Única de Emisoras y disposiciones aplicables, la CNBV, previo derecho de audiencia a la Emisora, podrá decretar la suspensión de la cotización.</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:9pt">A la fecha del presente Reporte, Promotora Empresarial del Norte, S.A. de C.V. (Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">), no cuenta con otros valores inscritos en el RNV, no contando con valores inscritos o listados en algún otro mercado fuera de México.</span>
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<span style="font-family:Arial; font-size:9pt">A la fecha del presente Reporte la Emisora no ha llevado a cabo ninguna modificación significativa a los derechos de los Tenedores respecto de los Certificados Bursátiles.</span>
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<span style="font-family:Arial; font-size:9pt">Los recursos netos serán utilizados para la amortización de total de GHEMA 18, así como para el pago parcial de ciertos pasivos revolventes de la Emisora.</span>
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<span style="font-family:Arial; font-size:9pt">Los documentos presentados por la Emisora como parte de la solicitud podrán ser consultados por el público inversionista a través de la BMV en sus oficinas ubicadas en Paseo de la Reforma número 255,Colonia Cuauhtémoc,C.P.06500, Ciudad de México, México o en Internet en la página de la BMV (www.bmv.com.mx), en la página de la CNBV (www.cnbv.gob.mx) o en la página de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> (www.grupohema.mx) en el entendido que esta última (o la información disponible en dicha página) no forma parte del presente Reporte Anual. </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:9pt">Asimismo, a solicitud del inversionista se otorgarán copias de los documentos presentados por la Emisora como parte de la solicitud de autorización del Programa y la Oferta a través del </span><span style="font-family:Arial; font-size:9pt">Lic. Hector Rene Agüero González</span><span style="font-family:Arial; font-size:9pt"> y/o del C.P. Blanca E. Minjares Balderrama en las oficinas de la Emisora, ubicadas en el corporativo </span><span style="font-family:Arial; font-size:9pt">Vetro</span><span style="font-family:Arial; font-size:9pt"> ubicado en la calle Vía Trentino No. 5710, Interior 803, Col. El Saucito, C.P. 31110, Chihuahua, Chihuahua, México, al teléfono (614 </span><span style="font-family:Arial; font-size:9pt">311 09 0</span><span style="font-family:Arial; font-size:9pt">6</span><span style="font-family:Arial; font-size:9pt">) o a las siguientes direcciones de correo electrónico:</span><span style="font-family:Arial; font-size:9pt"> raguero</span><span style="font-family:Arial; font-size:9pt">@grupohema.mx y/o </span><span style="font-family:Arial; font-size:9pt">bminjares@grupohema.mx</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Promotora Empresarial del Norte, S.A. de C.V., es una sociedad anónima de capital variable debidamente constituida y existente de conformidad con las leyes de México, acreditada mediante escritura pública número 9,089 de fecha 22 de noviembre de 1988, otorgada ante la fe del Notario Público No. 4 del Distrito Morelos Estado de Chihuahua, Lic. Mario F. García, inscrita en el Registro Público de la Propiedad del distrito judicial de Morelos, Chihuahua bajo el número 1210 a folios 106 del libro número 455 de la Sección Comercio el día 15 de diciembre de 1988, iniciando operaciones con el público de forma inmediata. Actualmente cuenta con un capital social de </span><span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt">352´114,185.00 M.N. (Trescientos cincuenta y dos millones, ciento catorce ml ciento ochenta y cinco Pesos 00/100 Moneda Nacional). </span><span style="font-family:Arial; font-size:9pt">La duración</span><span style="font-family:Arial; font-size:9pt"> de la Sociedad es de 99 (noventa y nueve) años, desde su constitución.</span>
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<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> es un conglomerado con participación en diversas unidades de negocio que tiene el propósito de ofrecer productos y servicios de los giros restaurantero, de lubricantes, comercialización de maquinaria pesada, inmobiliaria,</span><span style="font-family:Arial; font-size:9pt"> diseño, confección, manufactura y comercialización de textiles</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> ropa</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">así como a la prestación de servicios administrativos y a la comercialización de repuestos, refacciones y piezas para procesos de trituración y molienda (OEM)</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">Nuestra misión consiste principalmente en generar riqueza y crear valor agregado para los accionistas, nuestra gente, clientes, proveedores y comunidades que interactúen con nosotros al ofrecer productos y servicios de clase mundial a través de nuestras distintas unidades de negocio.</span>
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<span style="font-family:Arial; font-size:9pt">Nos caracterizamos por ofrecer distintos tipos de productos y servicios al público en general, mismos que mantienen en todo momento, los más altos estándares de calidad y servicio, cumpliendo con normas y directrices a nivel internacional que avalan nuestro trabajo.</span>
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<span style="font-family:Arial; font-size:9pt">Dentro de las fortalezas de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> destacan:</span>
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<span style="font-family:Arial; font-size:9pt">Diversificación de Subsidiarias que operan en distintos sectores y giros económicos.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Gobierno corporativo sólido intergeneracional y con amplia experiencia en sus ámbitos respectivos.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Una base de clientes en expansión y con altos niveles de lealtad y repetición.</span>
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<span style="font-family:Arial; font-size:9pt">Cercanía con los clientes y conocimiento de los mismos</span>
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<span style="font-family:Arial; font-size:9pt">Disciplina operativa y de crédito que permite una generación de cartera sana.</span>
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<span style="font-family:Arial; font-size:9pt">Controles efectivos de cumplimiento en todas sus actividades</span>
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<span style="font-family:Arial; font-size:9pt">Equipo directivo con amplia experiencia.</span>
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<span style="font-family:Arial; font-size:9pt">Subsidiarias operando en Estados Unidos y Canadá.</span>
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<span style="font-family:Arial; font-size:9pt">Estos elementos nos han permitido a través de los años, </span><span style="font-family:Arial; font-size:9pt">i</span><span style="font-family:Arial; font-size:9pt">r</span><span style="font-family:Arial; font-size:9pt"> incrementa</span><span style="font-family:Arial; font-size:9pt">n</span><span style="font-family:Arial; font-size:9pt">do </span><span style="font-family:Arial; font-size:9pt">nuestra</span><span style="font-family:Arial; font-size:9pt"> base de clientes, manteni</span><span style="font-family:Arial; font-size:9pt">en</span><span style="font-family:Arial; font-size:9pt">do una estrategia agresiva de crecimiento, dando prioridad a un perfil moderado de riesgo sobre el crecimiento acelerado de </span><span style="font-family:Arial; font-size:9pt">nuestros</span><span style="font-family:Arial; font-size:9pt"> clientes y negocios, teniendo actualmente cobertura nacional, pero con mayor énfasis en la zona norte del país, en estados como: </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Baja California, Baja California Sur, Sonora, Sinaloa, Chihuahua, Nuevo León, Querétaro, Ciudad de México, Jalisco y Aguascalientes entre otros. Adicionalmente, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> también mantiene presencia en el extranjero, particularmente en las ciudades de El Paso Texas, y Pittsburg en Estados Unidos, así como en las ciudades de Quebec, Montreal y Ottawa, en Canadá.</span>
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<span style="font-family:Arial; font-size:9pt">Ofrecemos nuestros productos y llevamos a cabo nuestras actividades de manera directa a través de nuestra fuerza de promoción y en medios </span><span style="font-family:Arial; font-size:9pt">electrónico-digitales</span><span style="font-family:Arial; font-size:9pt"> y acuerdos comerciales con clientes de variedad diversa, atendiendo a nuestros clientes, ya sea de forma remota o directamente a través de visitas en sus negocios y oficinas permitiéndonos conocerlos mejor.</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:9pt">Nuestra fuerza de promoción y ventas especializadas, de manera proactiva buscan y generan nuevas oportunidades de negocio mediante el establecimiento de relaciones basadas en la confianza, honestidad e integridad ofreciendo nuestra propuesta valor basada en:</span>
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<span style="font-family:Arial; font-size:9pt">Un servicio personalizado, dedicando tiempo de calidad para identificar y entender las necesidades de cada cliente. </span>
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<span style="font-family:Arial; font-size:9pt">Oportunidad en nuestras respuestas. </span>
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<span style="font-family:Arial; font-size:9pt">Flexibilidad y soluciones a la medida.</span>
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<span style="font-family:Arial; font-size:9pt">Tasas y precios de mercado y competitivos. </span>
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<span style="font-family:Arial; font-size:9pt">Logrando relaciones de largo plazo.</span>
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<span style="font-family:Arial; font-size:9pt">Nuestras oficinas centrales se encuentran ubicadas en el corporativo </span><span style="font-family:Arial; font-size:9pt">Vetro</span><span style="font-family:Arial; font-size:9pt"> ubicado en la Calle Vía Trentino No. 5710, </span><span style="font-family:Arial; font-size:9pt">Interior 803, Col. El Saucito, Chihuahua, Chihuahua, México. Nuestro teléfono para atención al público es el</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">614 </span><span style="font-family:Arial; font-size:9pt">311-09-06</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">La fuerza, presencia y operación comercial de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> se lleva a cabo en un 100% (cien por ciento) a través de la operación de sus Subsidiarias, cada una de las cuales representa una unidad de negoc</span><span style="font-family:Arial; font-size:9pt">io distinta y que en su conjunt</span><span style="font-family:Arial; font-size:9pt">o conforman el conglomerado comercial Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">. A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se muestra una breve descripción de la historia y desarrollo de cada una de las Subsidiarias de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">: </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Distribuidora de Maquinaria del Norte, S.A. de C.V. (DIMANOR)</span>
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<span style="font-family:Arial; font-size:9pt">Distribuidora de Maquinaria del Norte, S.A. de C.V., mejor conocida como </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">, inicio sus operaciones en el año de 1990. Es una empresa consolidada, dedicada a la comercialización, distribución y renta de maquinaria para los sectores de agricultura, construcción y minería, además, brinda soporte postventa tanto en el taller de servicio como en el área de refacciones. </span>
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<span style="font-family:Arial; font-size:9pt">Sus oficinas principales se encuentran ubicadas en Avenida de los Berrendos No. 20110 Colonia Campestre las Carolinas, C.P. 31183 en la ciudad de Chihuahua, Chihuahua. El teléfono de atención al público es el (614) 493 13 00.</span>
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<span style="font-family:Arial; font-size:9pt">En </span><span style="font-family:Arial; font-size:9pt">su</span><span style="font-family:Arial; font-size:9pt"> división agrícola, </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> es distribuidor autorizado de equipos marca </span><span style="font-family:Arial; font-size:9pt; font-style:italic">John Deere</span><span style="font-family:Arial; font-size:9pt">, donde su actividad principal es la compraventa de maquinaria agrícola tal como tractores, sembradoras, </span><span style="font-family:Arial; font-size:9pt">piscadoras</span><span style="font-family:Arial; font-size:9pt">, rastras, entre otros, así como la venta de refacciones originales. Cuenta con talleres de servicio y mantenimiento para maquinaria, y complementa sus ventas con otro tipo de productos especializados para el campo, tales como llantas, semillas y lubricantes.</span>
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<span style="font-family:Arial; font-size:9pt">En la división agrícola, </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> tiene presencia en todo el Estado de Chihuahua, Camargo, Jiménez, Parral, Cuauhtémoc, Delicias, Ascensión, Oasis, Cd. Juárez, Casas Grandes</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> Villa Ahumada</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">John Deere</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Sales Hispanoamérica</span><span style="font-family:Arial; font-size:9pt"> es una empresa subsidiaria de la sociedad mercantil de nacionalidad americana denominada </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Deere & Company</span><span style="font-family:Arial; font-size:9pt">, empresa líder en fabricación y comercialización de equipamiento agrícola a nivel mundial. Desde el año 1955 </span><span style="font-family:Arial; font-size:9pt; font-style:italic">John Deere</span><span style="font-family:Arial; font-size:9pt"> ha ensamblado, producido y comercializado una amplia variedad de maquinaria agrícola en todo el País, se ha destacado desde entonces no solo por la calidad de sus productos y servicios, sino también por la incorporación de tecnología de producción y diseño de nivel internacional orientada a cubrir las necesidades y requerimientos del productor local. En la actualidad cuenta con tres plantas, dos de ellas ubicadas en Monterrey, Nuevo León y la restante en Saltillo, Coahuila y da servicio a más de 140 distribuidores en México y Centroamérica.</span>
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<span style="font-family:Arial; font-size:9pt">En </span><span style="font-family:Arial; font-size:9pt">su</span><span style="font-family:Arial; font-size:9pt"> división </span><span style="font-family:Arial; font-size:9pt">Industrial</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> es distribuidor autorizado </span><span style="font-family:Arial; font-size:9pt; font-style:italic">John Deere</span><span style="font-family:Arial; font-size:9pt"> y su principal actividad es la compraventa, arrendamiento, refacciones y taller de servicio para maquinaria pesada, que se utiliza en la industria en general, así como en los sectores de la construcción y minería. En esta división, </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> tiene presencia en las Ciudades de Chihuahua, Juárez, Culiacán, Hermosillo, Los Cabos</span><span style="font-family:Arial; font-size:9pt">,</span><span style="font-family:Arial; font-size:9pt"> Tijuana</span><span style="font-family:Arial; font-size:9pt"> y Guadalajara</span><span style="font-family:Arial; font-size:9pt">.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Debido al auge de la industria minera en los Estados de Chihuahua y Sonora, hemos venido desarrollando el negocio de Renta de Maquinaria, creando un parque de maquinaria para este propósito en nuestras sucursales. Actualmente contamos con más de 1</span><span style="font-family:Arial; font-size:9pt">90</span><span style="font-family:Arial; font-size:9pt"> máquinas disponibles para renta, las cuales han representado una inversión de más de $</span><span style="font-family:Arial; font-size:9pt">45</span><span style="font-family:Arial; font-size:9pt"> millones de dólares desde que se inició con esta línea de negocio. A principios de 2013 se firmó un contrato para la distribución de productos de la marca </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Atlas Copco</span><span style="font-family:Arial; font-size:9pt"> y </span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Dynapac</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Atlas Copco</span><span style="font-family:Arial; font-size:9pt"> es una empresa líder mundial en la proveeduría de soluciones de productividad industrial y minera. Ofrece productos y servicios que comprenden desde equipos de aire y gas comprimido, generadores, torres de iluminación, bombas de agua, equipos de minería, construcción e infraestructura, herramientas industriales y sistemas de ensamble, así como servicio especializado y renta de maquinaria. En estrecha interacción con clientes y socios comerciales, con 140 años en el mundo y 60 años en México, </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Atlas Copco</span><span style="font-family:Arial; font-size:9pt"> innova continuamente, para ofrecer una productividad sustentable.</span>
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<span style="font-family:Arial; font-size:9pt">En febrero de 2007,</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Atlas Copco </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Group</span><span style="font-family:Arial; font-size:9pt"> adquirió </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Dynapac</span><span style="font-family:Arial; font-size:9pt">, proveedor líder de equipos de compactación y pavimentación para el mercado de construcción de carreteras. Dicha adquisición fortaleció la posición de </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Atlas Copco</span><span style="font-family:Arial; font-size:9pt"> en un mercado global en expansión y añadió una nueva gama de productos para los clientes del sector de la construcción de todo el mundo.</span>
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<span style="font-family:Arial; font-size:9pt">Adicionalmente se distribuyen equipos de las marcas TEREX-</span><span style="font-family:Arial; font-size:9pt">Finlay</span><span style="font-family:Arial; font-size:9pt">, FRD Furukawa entre otras.</span>
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<span style="font-family:Arial; font-size:9pt">Con la finalidad de aprovechar sinergias </span><span style="font-family:Arial; font-size:9pt">administrativas y operativas de las dos razones sociales de nuestra división comercial, </span><span style="font-family:Arial; font-size:9pt">A partir del 1ero de Enero del 2021, se fusionan DIMANOR y </span><span style="font-family:Arial; font-size:9pt">Aceites</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> Lubricantes de Chihuahua S.A. de C.V. </span><span style="font-family:Arial; font-size:9pt">(</span><span style="font-family:Arial; font-size:9pt">ALCHISA</span><span style="font-family:Arial; font-size:9pt">)</span><span style="font-family:Arial; font-size:9pt"> siendo DIMANOR la </span><span style="font-family:Arial; font-size:9pt">fusionante</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">y A</span><span style="font-family:Arial; font-size:9pt">LCHISA</span><span style="font-family:Arial; font-size:9pt"> la fusionada, dando origen a </span><span style="font-family:Arial; font-size:9pt">una empresa mucho m</span><span style="font-family:Arial; font-size:9pt">á</span><span style="font-family:Arial; font-size:9pt">s s</span><span style="font-family:Arial; font-size:9pt">ó</span><span style="font-family:Arial; font-size:9pt">lida. </span><span style="font-family:Arial; font-size:9pt">La </span><span style="font-family:Arial; font-size:9pt">finalidad</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">para</span><span style="font-family:Arial; font-size:9pt"> realizar esta fusión</span><span style="font-family:Arial; font-size:9pt"> es </span><span style="font-family:Arial; font-size:9pt">el </span><span style="font-family:Arial; font-size:9pt">poder</span><span style="font-family:Arial; font-size:9pt"> aprovecha</span><span style="font-family:Arial; font-size:9pt">r</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">la</span><span style="font-family:Arial; font-size:9pt">s</span><span style="font-family:Arial; font-size:9pt"> sinergia</span><span style="font-family:Arial; font-size:9pt">s</span><span style="font-family:Arial; font-size:9pt"> de los procesos </span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt">dministrativos</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">operativos</span><span style="font-family:Arial; font-size:9pt"> y comerciales</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">de ambas líneas</span><span style="font-family:Arial; font-size:9pt"> con un</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">e</span><span style="font-family:Arial; font-size:9pt">n</span><span style="font-family:Arial; font-size:9pt">foque de</span><span style="font-family:Arial; font-size:9pt"> eficiencia y de reducción de gastos</span><span style="font-family:Arial; font-size:9pt">, así como</span><span style="font-family:Arial; font-size:9pt"> la </span><span style="font-family:Arial; font-size:9pt">redefinic</span><span style="font-family:Arial; font-size:9pt">ión</span><span style="font-family:Arial; font-size:9pt"> de líneas de negocios</span><span style="font-family:Arial; font-size:9pt">,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">un ejemplo de esto es </span><span style="font-family:Arial; font-size:9pt">la línea de negocio de la marca Atlas Copco</span><span style="font-family:Arial; font-size:9pt"> la cual</span><span style="font-family:Arial; font-size:9pt"> venía operando D</span><span style="font-family:Arial; font-size:9pt">IMANOR</span><span style="font-family:Arial; font-size:9pt"> y la cual</span><span style="font-family:Arial; font-size:9pt"> se </span><span style="font-family:Arial; font-size:9pt">transfiere</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt">l equipo comercial de </span><span style="font-family:Arial; font-size:9pt">ALCHISA</span><span style="font-family:Arial; font-size:9pt"> dado la afinidad que se tiene con el giro </span><span style="font-family:Arial; font-size:9pt">y sector </span><span style="font-family:Arial; font-size:9pt">al cual está enfocada</span><span style="font-family:Arial; font-size:9pt"> la marca</span><span style="font-family:Arial; font-size:9pt"> por parte del equipo de ALCHISA.</span>
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<span style="font-family:Arial; font-size:9pt">Al cierre del a</span><span style="font-family:Arial; font-size:9pt">ño</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">2021, l</span><span style="font-family:Arial; font-size:9pt">os buenos resultados</span><span style="font-family:Arial; font-size:9pt">,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">así como</span><span style="font-family:Arial; font-size:9pt"> la buena relación con nuestros proveedores institucionales, nos permitió conseguir y formalizar la autorización para la comercialización de manera exclusiva, de los productos de la línea de Construcción de John Deere para los estados de Jalisco, Michoacán, Colima y Nayarit a partir del 2022</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">iniciando operaciones en dichos territorios con base en la ciudad de Guadalajara a partir del segundo trimestre del 2022 </span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de ALCHISA</span>
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<img 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" 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" 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<span style="font-family:Arial; font-size:9pt">ALCHISA es el nombre de la línea de negocios</span><span style="font-family:Arial; font-size:9pt"> de Distribuidora de Maquinaria del Norte S.A. de C.V. </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">con la cual se </span><span style="font-family:Arial; font-size:9pt">opera la </span><span style="font-family:Arial; font-size:9pt">distribución única y autorizada</span><span style="font-family:Arial; font-size:9pt"> de aceites</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> lubricantes de la marca “Exxon </span><span style="font-family:Arial; font-size:9pt">Mobil</span><span style="font-family:Arial; font-size:9pt">”, la cual tiene como objetivo la satisfacción de sus clientes, suministrando productos y servicios de la más alta calidad en el menor tiempo y costo posible, cumpliendo de manera consistente con sus expectativas y garantizando el logro de sus objetivos a través de la mejora continua de sus procesos internos, captando dentro de sus mejores clientes a medianas y grandes empresas del sector industrial, minero, de manufactura y al público en general a través de la atención a tiendas de autoservicio, minoristas y refaccionarias.</span>
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<span style="font-family:Arial; font-size:9pt">Los principales servicios de Alchisa son los siguientes:</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Servicio planeado de ingenierías.</span>
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<span style="font-family:Arial; font-size:9pt">MobilServ</span><span style="font-family:Arial; font-size:9pt"> Análisis</span><span style="font-family:Arial; font-size:9pt"> y Laboratorio.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Entregas a granel.</span>
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<span style="font-family:Arial; font-size:9pt">Programas de capacitación.</span>
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<span style="font-family:Arial; font-size:9pt">Activaciones en punto de venta Automotriz.</span>
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<span style="font-family:Arial; font-size:9pt">Actividades de </span><span style="font-family:Arial; font-size:9pt">Merchandising</span><span style="font-family:Arial; font-size:9pt"> Automotriz.</span>
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<span style="font-family:Arial; font-size:9pt">Estudios termo gráficos.</span>
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<span style="font-family:Arial; font-size:9pt">Levantamiento de planta.</span>
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<span style="font-family:Arial; font-size:9pt">Capacitación para las áreas Industrial, Minería y Flotilla.</span>
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<span style="font-family:Arial; font-size:9pt">El 7 de </span><span style="font-family:Arial; font-size:9pt">noviembre</span><span style="font-family:Arial; font-size:9pt"> de 1991, en la ciudad de Cuauhtémoc, Chihuahua, se constituye la sociedad mercantil denominada Aceites y Lubricantes Cuauhtémoc, S.A. de C.V., como distribuidor autorizado de la marca </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Mobil</span><span style="font-family:Arial; font-size:9pt">. Como parte de su crecimiento, en el año de 1997 la empresa cambia su denominación social a la actual, es decir, a Aceites Lubricantes de Chihuahua, S.A. de C.V., y amplía su territorio de distribución a las Ciudades de Delicias, Camargo, Jiménez y Parral. Posteriormente, en el año de 1999 Alchisa consigue en el programa de </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Mobil</span><span style="font-family:Arial; font-size:9pt"> denominado “5 </span><span style="font-family:Arial; font-size:9pt">Pegasos</span><span style="font-family:Arial; font-size:9pt">”</span><a style="color:#0000ee" href="#_ftn1"><span style="font-family:Arial; font-size:6pt; text-decoration:underline; vertical-align:super; color:#0000ee">[1]</span></a><span style="font-family:Arial; font-size:9pt"> la distribución de sus productos en todo el territorio del Estado de Chihuahua. En ese mismo año Alchisa participa en la apertura de una nueva sucursal en la Ciudad de Nuevo Casas Grandes, Chihuahua y cambia su matriz a Cd. Chihuahua. En el año 2000 continua con el crecimiento con una sucursal más en Cd. Juárez, Chihuahua, y en </span><span style="font-family:Arial; font-size:9pt">abril</span><span style="font-family:Arial; font-size:9pt"> del año 2002, la distribución de la Esso es otorgada a Alchisa, consolidándose de esta forma como el único distribuidor de productos Exxon </span><span style="font-family:Arial; font-size:9pt">Mobil</span><a style="color:#0000ee" href="#_ftn2"><span style="font-family:Arial; font-size:6pt; text-decoration:underline; vertical-align:super; color:#0000ee">[2]</span></a><span style="font-family:Arial; font-size:9pt"> en todo el territorio del Estado de Chihuahua.</span>
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<span style="font-family:Arial; font-size:9pt">En </span><span style="font-family:Arial; font-size:9pt">el año 2007</span><span style="font-family:Arial; font-size:9pt"> ExxonMobil otorgó a Alchisa el reconocimiento del “Club del Millón de Galones”, galardón otorgado únicamente a aquellos distribuidores que superan ventas mayores al Millón de galones de aceites. En el año 2013 Alchisa logró consolidar un crecimiento sobresaliente excediendo un volumen mayor a los dos millones de galones en ventas.</span>
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<span style="font-family:Arial; font-size:9pt">Al primero de Enero del 2021, Aceites y Lubricantes de Chihuahua S.A. de C.V. es fusionada por Distribuidora de Maquinaria del Norte S.A. de C.V. (DIMANOR)</span><span style="font-family:Arial; font-size:9pt">, sin emba</span><span style="font-family:Arial; font-size:9pt">rgo y dada su importancia</span><span style="font-family:Arial; font-size:9pt"> y relevancia dentro del grupo.</span><span style="font-family:Arial; font-size:9pt"> se sigue evaluando como l</span><span style="font-family:Arial; font-size:9pt">í</span><span style="font-family:Arial; font-size:9pt">nea independiente </span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt"> las líneas de negocio que opera DIMANOR. </span>
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<span style="font-family:Arial; font-size:9pt">Alchisa tiene sus oficinas principales se encuentran ubicadas en Avenida Vialidad los Nogales No. 3504, Col. Sergio de la Torre, C.P. 31136, Chihuahua, Chihuahua. Su número telefónico para atención al cliente es el (614) 481 24 26.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Hema</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline"> División Restaurantes, S.A.</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">P.I</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline"> de C.V. (HDR)</span>
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<span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> División Restaurantes, S.A.</span><span style="font-family:Arial; font-size:9pt">P.I.</span><span style="font-family:Arial; font-size:9pt"> de C.V., mejor conocida </span><span style="font-family:Arial; font-size:9pt">como HDR, es uno de los pilares fundamentales del crecimiento y desarrollo de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> acorde a la planeación estratégica del grupo. Su principal función consiste en adquirir y/o desarrollar marcas o franquicias dedicadas a operar y administrar restaurantes y restaurantes-bar en México.</span>
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<span style="font-family:Arial; font-size:9pt">Esta división atrav</span><span style="font-family:Arial; font-size:9pt">esó</span><span style="font-family:Arial; font-size:9pt"> por un crecimiento exponencial, considerando </span><span style="font-family:Arial; font-size:9pt">que,</span><span style="font-family:Arial; font-size:9pt"> en los últimos </span><span style="font-family:Arial; font-size:9pt">c</span><span style="font-family:Arial; font-size:9pt">inco</span><span style="font-family:Arial; font-size:9pt"> años</span><span style="font-family:Arial; font-size:9pt">, HDR ha logrado pasar </span><span style="font-family:Arial; font-size:9pt">de 0 a </span><span style="font-family:Arial; font-size:9pt">44</span><span style="font-family:Arial; font-size:9pt"> establecimientos, de los cuales 1</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> corresponden a la cadena de comida rápida denominada “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Burger King”</span><span style="font-family:Arial; font-size:9pt">, 2</span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt"> corresponden a la cadena de restaurantes </span><span style="font-family:Arial; font-size:9pt; font-style:italic">casual </span><span style="font-family:Arial; font-size:9pt; font-style:italic">dinning</span><span style="font-family:Arial; font-size:9pt"> denominada “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt">”</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">y 7 corresponden a la cadena de comida rápida “</span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">”.</span>
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<span style="font-family:Arial; font-size:9pt">Dura</span><span style="font-family:Arial; font-size:9pt">nte el </span><span style="font-family:Arial; font-size:9pt">2020</span><span style="font-family:Arial; font-size:9pt"> la División firmó un</span><span style="font-family:Arial; font-size:9pt"> contrato con Inspire </span><span style="font-family:Arial; font-size:9pt">Brands</span><span style="font-family:Arial; font-size:9pt"> para incursionar en el mercado de USA con la marca </span><span style="font-family:Arial; font-size:9pt">Arby’s</span><span style="font-family:Arial; font-size:9pt"> en</span><span style="font-family:Arial; font-size:9pt"> el territorio de Texas</span><span style="font-family:Arial; font-size:9pt">, el cual a</span><span style="font-family:Arial; font-size:9pt">brió</span><span style="font-family:Arial; font-size:9pt"> sus puertas al p</span><span style="font-family:Arial; font-size:9pt">ú</span><span style="font-family:Arial; font-size:9pt">blico en diciembre del 2020</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">Durante el Cuarto del 2022 trimestre se llevó a cabo la venta de una unidad restaurantera de </span><span style="font-family:Arial; font-size:9pt">Arby´s</span><span style="font-family:Arial; font-size:9pt">. con lo cual dejamos de ser franquiciatarios de esta marca, por así convenir a los intereses del grupo.</span>
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<span style="font-family:Arial; font-size:9pt">En </span><span style="font-family:Arial; font-size:9pt">Noviembre</span><span style="font-family:Arial; font-size:9pt"> de 2023 se adquirió la franquicia </span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt"> con 7 sucursales operando en Cd. Juárez, Chihuahua diversificando así el portafolio de la división en el segmento de comida rápida.</span><span style="font-family:Arial; font-size:9pt"> </span>
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" 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<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">A. </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline"> Wild </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Wings</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt"> comenzó únicamente con un restaurante ubicado en la Universidad de Ohio, Estados Unidos, en el año de 1982. El crecimiento fue lento y estable por los primeros 10 años, tomando en cuenta que sus dueños eran apenas unos jóvenes emprendedores </span><span style="font-family:Arial; font-size:9pt">que,</span><span style="font-family:Arial; font-size:9pt"> aunque inexpertos, tenían la ilusión de crear un gran negocio. El gran concepto que lograron crear y una atmosfera de un gran ambiente dentro de sus restaurantes ha sido parte fundamental del éxito. Son muchos los factores y mucha la historia detrás de esta gran empresa, a </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> algunos datos y estadísticas de lo que es la marca hoy en día:</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Actualmente </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt"> cuenta con más de 1,200 sucursales alrededor del mundo.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Es una empresa con más de 30,000 empleados.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">BWW es una empresa pública que cotiza en la Bolsa de Valores de Nueva York, el </span><span style="font-family:Arial; font-size:9pt; font-style:italic">New York Stock Exchange</span><span style="font-family:Arial; font-size:9pt"> (o “NYSE” por sus siglas en inglés), bajo la clave de pizarra BWLD.</span>
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<span style="font-family:Arial; font-size:9pt">En los últimos 6 años </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt"> ha crecido en número de unidades a un ritmo del 13% anual.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">El objetivo de crecimiento a partir del año pasado es de 100 restaurantes por año.</span>
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<span style="font-family:Arial; font-size:9pt">Las ventas por restaurante en los últimos 5 años han aumentado en un 4.6% anual.</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Sus “Alitas” son un producto galardonado con 14 salsas y sazonadores. Se cuenta con una variedad de más de 20 cervezas nacionales, internacionales y artesanales.</span>
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<span style="font-family:Arial; font-size:9pt">Es el líder mundial en el rubro “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">The</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Sports</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Bar & Grill</span><span style="font-family:Arial; font-size:9pt">”</span>
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<span style="font-family:Arial; font-size:9pt">En Estados Unidos, es el consumidor número 1 de las cervezas </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Budweiser</span><span style="font-family:Arial; font-size:9pt"> y </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Coors</span><span style="font-family:Arial; font-size:9pt">, así como el número 2 de la cerveza </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Heineken</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">A principios del año 2013, y después de varias rondas de complejas negociaciones con la franquicia de </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt">, misma que destaca por ser una franquicia exitosa por su concepto novedoso dentro del sector cena casual o </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Casual </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Dinning</span><span style="font-family:Arial; font-size:9pt">, se logró en un primer acuerdo, obtener la exclusividad de dicha franquicia para los siguientes estados de la República Mexicana: Baja California Norte, Baja California Sur, Chihuahua, Sonora, Jalisco y Querétaro. En </span><span style="font-family:Arial; font-size:9pt">diciembre</span><span style="font-family:Arial; font-size:9pt"> del año 2015 se firmó un segundo acuerdo donde se otorga parte del territorio de la Ciudad de México y el Estado de México, este último compartido con el grupo de BWW Monterrey, N.L. </span><span style="font-family:Arial; font-size:9pt">Adicionalmente, en diciembre del 2016, </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt"> firmó un tercer acuerdo donde se otorga a </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> el derecho a desarrollar su actividad de negocio en los siguie</span><span style="font-family:Arial; font-size:9pt">ntes estados: Sinaloa, Puebla, </span><span style="font-family:Arial; font-size:9pt">Aguascalientes</span><span style="font-family:Arial; font-size:9pt">. Adicionalmente durante 2019 hubo pláticas con la marca y se llegó al acuerdo de desarrollar el negocio también en los estado</span><span style="font-family:Arial; font-size:9pt">s</span><span style="font-family:Arial; font-size:9pt"> de Veracruz,</span><span style="font-family:Arial; font-size:9pt"> Quintana Roo</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">Durante 2019 HEMA División Restaurantes ganó por 4a ocasión el premio al mejor franquiciatario internacional otorgado por </span><span style="font-family:Arial; font-size:9pt">Buffalo</span><span style="font-family:Arial; font-size:9pt"> Wild </span><span style="font-family:Arial; font-size:9pt">Wings</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">Hoy en día, HDR cuenta con </span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt"> restaurantes </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt; font-style:italic">, </span><span style="font-family:Arial; font-size:9pt">los cuales opera con exclusividad en los estados anteriormente mencionados.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">B. </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Burger King</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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" 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<span style="font-family:Arial; font-size:9pt">En julio de 2014, se adquirió la franquicia Burger King con 10 sucursales operando en el territorio del estado de Chihuahua, esto con el fin de consolidar una sólida división dentro del sector restaurantero.</span>
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<span style="font-family:Arial; font-size:9pt">Actualmente, contamos con 1</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> sucursales operando en el estado de Chihuahua, en las ciudades siguientes:</span>
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<span style="font-family:Arial; font-size:9pt">7</span><span style="font-family:Arial; font-size:9pt"> en Chihuahua</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">5 en Ciudad Juárez</span>
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<span style="font-family:Arial; font-size:9pt">1 en Delicias</span>
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<span style="font-family:Arial; font-size:9pt">En el mes de </span><span style="font-family:Arial; font-size:9pt">Abril</span><span style="font-family:Arial; font-size:9pt"> de 2020 se decidió cerrar la ubicación de Cuauhtémoc para reubicarla en una plaza comercial de la Ciudad de Chihuahua el cual abr</span><span style="font-family:Arial; font-size:9pt">ió</span><span style="font-family:Arial; font-size:9pt"> sus puertas el mes de febrero de 2021.</span>
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<span style="font-family:Arial; font-size:9pt">La cadena de restaurantes de comida rápida “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Burger King</span><span style="font-family:Arial; font-size:9pt">” fue fundada el 4 de diciembre de 1954 en Miami, cuando dos jóvenes emprendedores llamados James </span><span style="font-family:Arial; font-size:9pt">McLamore</span><span style="font-family:Arial; font-size:9pt"> y David Egerton inauguraron este restaurante basado en un concepto diferente al que existía y que se ha mantenido hasta hoy.</span>
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<span style="font-family:Arial; font-size:9pt">En el año de 1955 la hamburguesa denominada </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Whopper</span><span style="font-family:Arial; font-size:9pt"> fue incorporado como la imagen de la marca y ha perdurado como referencia de dichos restaurantes hasta el día de hoy, siendo el producto principal de </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Burger King</span><span style="font-family:Arial; font-size:9pt">: “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">The</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Home </span><span style="font-family:Arial; font-size:9pt; font-style:italic">of</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">The</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Whopper</span><span style="font-family:Arial; font-size:9pt">”. En 1959 la marca comenzó su expansión por medio de franquicias, extendiendo sus operaciones por todo Estados Unidos y después a nivel mundial. En 1975 se inició un nuevo servicio que permitía a los clientes recibir sus productos sin bajar de su automóvil.</span>
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<span style="font-family:Arial; font-size:9pt">En 1989, la compañía Grand </span><span style="font-family:Arial; font-size:9pt">Metropolitan</span><span style="font-family:Arial; font-size:9pt"> PLC adquirió los derechos de </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Burger King</span><span style="font-family:Arial; font-size:9pt">, comprando las acciones de Pillsbury, quien había adquirido los derechos previamente en el año 1967. En 1997 Grand </span><span style="font-family:Arial; font-size:9pt">Metropolitan</span><span style="font-family:Arial; font-size:9pt"> PLC se fusionó con Guinness convirtiéndose en Diageo PLC, líder mundial en alimentos y dueños de los derechos de Burger King </span><span style="font-family:Arial; font-size:9pt">Corporation</span><span style="font-family:Arial; font-size:9pt">. Una nueva compra se gestó para el año </span><span style="font-family:Arial; font-size:9pt">2002, Texas</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Pacific</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Group</span><span style="font-family:Arial; font-size:9pt">, Bain Capital </span><span style="font-family:Arial; font-size:9pt">Partners</span><span style="font-family:Arial; font-size:9pt"> y Goldman Sachs Capital, quienes adquirieron de Diageo PLC, los derechos de la marca, regresando la propiedad a Estados Unidos.</span>
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<span style="font-family:Arial; font-size:9pt">En 2010, la firma 3G Capital con sede en Rio de Janeiro, compro los derechos de la marca.</span>
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<span style="font-family:Arial; font-size:9pt">Durante 2019 hubo un crecimiento de mismas tiendas del 17.5% en ventas y 13.8% en Tráfico contra el 2018.</span>
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<span style="font-family:Arial; font-size:9pt">Al cierre del 2020</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">considerando efectos de pandemia y las </span><span style="font-family:Arial; font-size:9pt">restricciones por </span><span style="font-family:Arial; font-size:9pt">semaforizaciones de año se </span><span style="font-family:Arial; font-size:9pt">cerró</span><span style="font-family:Arial; font-size:9pt"> el mes de diciembre a niveles del 80% de ingresos comparado con </span><span style="font-family:Arial; font-size:9pt">los niveles</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">de ingresos </span><span style="font-family:Arial; font-size:9pt">del </span><span style="font-family:Arial; font-size:9pt">2019</span><span style="font-family:Arial; font-size:9pt">,</span><span style="font-family:Arial; font-size:9pt"> niveles </span><span style="font-family:Arial; font-size:9pt">los cuales </span><span style="font-family:Arial; font-size:9pt">a marzo del 2021 fueron </span><span style="font-family:Arial; font-size:9pt">alcanz</span><span style="font-family:Arial; font-size:9pt">ados</span><span style="font-family:Arial; font-size:9pt"> y </span><span style="font-family:Arial; font-size:9pt">que</span><span style="font-family:Arial; font-size:9pt"> siguen presentando mejoría. </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">C. </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Subway</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Fred </span><span style="font-family:Arial; font-size:9pt">DeLuca</span><span style="font-family:Arial; font-size:9pt"> y el Dr. Peter Buck abrieron el primer restaurante </span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® en la ciudad de Bridgeport, Connecticut, USA, en el verano de 1965. Fue el primero de 41,000 ubicaciones en más de 100 países. </span>
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<span style="font-family:Arial; font-size:9pt">Actualmente, en Latinoamérica y el caribe existen más de 4,000 restaurantes.</span>
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<span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® es la cadena de restaurantes número 1 con más ubicaciones que cualquier otra marca en el ramo de comida rápida. </span>
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<span style="font-family:Arial; font-size:9pt">El primer restaurante </span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® en Latinoamérica abrió en México en 1990. Desde ese entonces, </span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® ha crecido excepcionalmente en todo Latinoamérica y el caribe.</span>
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<span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® es el líder nutricional en la industria de comida rápida. A la fecha, el sistema </span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">® se ha comprometido en los siguientes temas de salud pública: </span>
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<span style="font-family:Arial; font-size:9pt">• Libre de grasas trans artificiales desde el 2009 </span>
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<span style="font-family:Arial; font-size:9pt">• Reducción de grasas saturadas – Primer restaurante de comida rápida en aprobar en el 2013 la reducción de grasas saturadas como meta.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">R</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">especto de </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Molienda y Refacciones </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Nzk</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">,</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline"> S.A.</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">P.I.</span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline"> de C.V</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Al segundo </span><span style="font-family:Arial; font-size:9pt">semestre del 2022 Grupo HEMA concreta la adquisición del 51% de las acciones de </span><span style="font-family:Arial; font-size:9pt">Molienda y Refacciones </span><span style="font-family:Arial; font-size:9pt">Nzk</span><span style="font-family:Arial; font-size:9pt">, S.A.</span><span style="font-family:Arial; font-size:9pt">P.I.</span><span style="font-family:Arial; font-size:9pt"> de C.V. empresa especializada en representaciones de alto valor agregado para la industria minera, enfocada a la comercialización</span><span style="font-family:Arial; font-size:9pt"> de piezas y</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">repuestos OEM para maquinaria y equipo y a la comercialización de piezas industriales de la más alta calidad y de alta tecnología</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">minera metálica y no metálica, para procesos de trituración y molienda. como lo son: Medios de molienda, Bola CADI, Productos Alto</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Cromo nueva generación, entre otros.</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Dicha adquisición viene a aportar un mayor valor a la división comercial y a contribuir al crecimiento sostenido del grupo.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Inmobiliaria Madoz, S.A. de C.V., y de Campestre Las Carolinas, S.A. de C.V. (MADOZ) y (CLC)</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Inmobiliaria Madoz, S.A. de C.V., junto con Campestre Las Carolinas, S.A. de C.V., conforman la división inmobiliaria de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">, y participa activamente en cada una de las demás divisiones y líneas de negocio de la Emisora. </span>
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<span style="font-family:Arial; font-size:9pt">Por medio del arrendamiento a terceros de plazas comerciales y de inmuebles, da soporte para el desarrollo de nuevos proyectos de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">. Es capaz de ofrecer diferentes niveles de solución de acuerdo a las necesidades particulares de cada cliente: renta de terreno, construcción a la medida, renta de un espacio comercial o diseño del proyecto.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:normal">Inmobiliaria Madoz, fue constituida el día 7 de noviembre del año 1991, siendo la denominación social original la de Inmobiliaria Grupo Madero, S.A. de C.V. Posteriormente, en el año de 1995, mediante una resolución de la Asamblea General Extraordinaria de Accionistas de dicha sociedad, se resolvió modificar la denominación social por la actual. </span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; font-style:italic">Trayectoria</span>
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<span style="font-family:Arial; font-size:9pt">Actualmente, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> c</span><span style="font-family:Arial; font-size:9pt">uenta con mil </span><span style="font-family:Arial; font-size:9pt">trescientos sesenta y seis</span><span style="font-family:Arial; font-size:9pt"> colaboradores</span><span style="font-family:Arial; font-size:9pt"> entre sus filas y es un corporativo con un dinamismo permanente y filosofía emprendedora, lo que le ha valido para consolidar unidades de negocio rentables de marcas internacionales en diferentes sectores. Estructurados por divisiones incursionan con gran solidez en diversas industrias con actividades como la manufactura de alta calidad, la distribución de maquinaria agrícola y de construcción, distribución de aceites y lubricantes, y restaurantes exitosos.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Hoy Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> vive un crecimiento acelerado, en una mezcla de una filosofía de finanzas sanas y experiencia empresarial con el impulso de los nuevos talentos que dirigen al corporativo hacia un crecimiento sostenido direccionado a las tendencias nacionales de consumo, además de las oportunidades de negocio generadas por las recientes reformas estructurales mexicanas que abrieron un abanico de oportunidades sin precedentes.</span>
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<span style="font-family:Arial; font-size:9pt">Hoy el corporativo de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> se distingue por sus arraigados valores de honestidad, lealtad, versatilidad y dinamismo impulsados por la riqueza de su capital humano que evoluciona con el cambio generacional de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">.</span>
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<a style="color:#0000ee" href="#_ftnref1"><span style="font-family:Arial; font-size:6pt; text-decoration:underline; vertical-align:super; color:#0000ee">[1]</span></a><span style="font-family:'Times New Roman'; font-size:8pt"> Dicho programa consiste en un programa de evaluación de la capacidad administrativa, volumen de ventas, los clientes potenciales de cada distribuidor</span>
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<a style="color:#0000ee" href="#_ftnref2"><span style="font-family:Arial; font-size:6pt; text-decoration:underline; vertical-align:super; color:#0000ee">[2]</span></a><span style="font-family:'Times New Roman'; font-size:8pt"> Esso y </span><span style="font-family:'Times New Roman'; font-size:8pt">Mobil</span><span style="font-family:'Times New Roman'; font-size:8pt"> son marcas de Exxon </span><span style="font-family:'Times New Roman'; font-size:8pt">Mobil</span><span style="font-family:'Times New Roman'; font-size:8pt"> </span><span style="font-family:'Times New Roman'; font-size:8pt">Corporation</span><span style="font-family:'Times New Roman'; font-size:8pt">, la compañía de energía más grande del mundo y sus lubricantes son reconocidos por su desempeño e innovación y por su avanzada tecnología.</span>
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<span style="font-family:Arial; font-size:9pt">La actividad principal de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> consiste en ser una empresa controladora de diversos negocios en los que han incursionado los Hermanos Madero Muñoz, misma que lleva a cabo sus actividades a través de sus sociedades subsidiarias, las cuales tienen por objeto llevar a cabo la operación y desarrollo de distintos giros de negocio como lo son los segmentos restaurantero, de lubricantes, comercialización de maquinaria pesada, inmobiliaria</span><span style="font-family:Arial; font-size:9pt">, diseño, confección, manufactura y comercialización de textiles</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> ropa</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">así como a la prestación de servicios administrativos y a la comercialización de repuestos, refacciones y piezas para procesos de trituración y molienda (OEM)</span><span style="font-family:Arial; font-size:9pt">.</span>
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<span style="font-family:Arial; font-size:9pt">Desde hace más de </span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">0</span><span style="font-family:Arial; font-size:9pt"> años, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> ha creído y valorado la importancia que tiene la gente dentro de una organización, por lo que fueron capaces de establecer un equipo de trabajo sólido que, a través de los años evolucionó hasta lograr consolidar al grupo como un conglomerado que se caracteriza por tener una orientación hacia la gente y su contribución a los resultados.</span>
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<span style="font-family:Arial; font-size:9pt">En los últimos años Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> continúa con su vertiginoso proceso de evolución y madurez organizacional, donde enfoca muchos de sus recursos y esfuerzos a institucionalizar todas sus operaciones, reforzando con ello su cultura, manteniendo su identidad junto con su gente y su know-how, perfeccionando sus procesos y sistemas de trabajo y, por último, aprovechando con éxito su visión innovadora de futuro.</span>
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<span style="font-family:Arial; font-size:9pt">En cuanto a canales de distribución, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> ofrece sus productos y servicios a través de los siguientes canales:</span>
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<span style="font-family:Arial; font-size:9pt">Promoción Directa, la cual cuenta con un directivo responsable a cargo del área de ventas y promoción, así como de mercadotecnia y medios digitales.</span>
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<span style="font-family:Arial; font-size:9pt">Medios Digitales, a través de nuestro portal en internet.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Dimanor</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Actualmente, </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> cuenta con 1</span><span style="font-family:Arial; font-size:9pt">7</span><span style="font-family:Arial; font-size:9pt"> puntos de venta localizados</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">en </span><span style="font-family:Arial; font-size:9pt">los estados</span><span style="font-family:Arial; font-size:9pt"> de Chihuahua,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Sinaloa,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Baja California Sur, </span><span style="font-family:Arial; font-size:9pt">Baja California,</span><span style="font-family:Arial; font-size:9pt"> Sonora</span><span style="font-family:Arial; font-size:9pt"> y </span><span style="font-family:Arial; font-size:9pt">Jalisco</span><span style="font-family:Arial; font-size:9pt">.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Alchisa</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Alchisa opera actualmente con seis sucursales </span><span style="font-family:Arial; font-size:9pt">y un taller de servicio </span><span style="font-family:Arial; font-size:9pt">ubicadas estratégicamente en el Estado de Chihuahu</span><span style="font-family:Arial; font-size:9pt">a y 3 sucursales ubicadas en las ciudades de Querétaro, Monterrey y Tijuana.</span>
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<span style="font-family:Arial; font-size:9pt">A través de sus seis sucursales, Alchisa cuenta con una cobertura actual en las siguientes ciudades: Chihuahua, Ojinaga, Aldama, Cd. Juárez, Nuevo Casa Grandes, Campos Menonitas, Campos Mormones, Villa Ahumada, San Buenaventura, Cuauhtémoc, Namiquipa, Madera, Ocampo, Sierra Tarahumara, Delicias, Camargo, Jiménez, </span><span style="font-family:Arial; font-size:9pt">Meoquí</span><span style="font-family:Arial; font-size:9pt">, Saucillo, Hidalgo del Parral, Guachochi, Guadalupe y Calvo, todas las anteriores en el Estado de Chihuahua,</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de HDR</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Actualmente esta división </span><span style="font-family:Arial; font-size:9pt">continua</span><span style="font-family:Arial; font-size:9pt"> un crecimiento exponencial, considerando </span><span style="font-family:Arial; font-size:9pt">que</span><span style="font-family:Arial; font-size:9pt"> en los últimos</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">s</span><span style="font-family:Arial; font-size:9pt">iete</span><span style="font-family:Arial; font-size:9pt"> años</span><span style="font-family:Arial; font-size:9pt">, HDR ha logrado pasar de 0 a </span><span style="font-family:Arial; font-size:9pt">44</span><span style="font-family:Arial; font-size:9pt"> establecimientos, de los cuales 1</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> corresponden a la cadena de comida rápida denominada “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Burger King</span><span style="font-family:Arial; font-size:9pt">”, 2</span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt"> corresponden a la cadena de restaurantes </span><span style="font-family:Arial; font-size:9pt; font-style:italic">casual </span><span style="font-family:Arial; font-size:9pt; font-style:italic">dinning</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">denominada “</span><span style="font-family:Arial; font-size:9pt">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt">”</span><span style="font-family:Arial; font-size:9pt"> y 7 corresponden a la cadena de comida rápida denominada “</span><span style="font-family:Arial; font-size:9pt">Subway</span><span style="font-family:Arial; font-size:9pt">”.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Nazca</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Actualment</span><span style="font-family:Arial; font-size:9pt">e esta razón social enfocada en la comercialización de </span><span style="font-family:Arial; font-size:9pt">piezas y</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">repuestos OEM para maquinaria y equipo y de piezas industriales de la más alta calidad y de alta tecnología</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">minera metálica y no metálica, para procesos de trituración y molienda</span><span style="font-family:Arial; font-size:9pt">, tiene su </span><span style="font-family:Arial; font-size:9pt">principal </span><span style="font-family:Arial; font-size:9pt">centro de operaciones en la ciudad de Chihuahua y tiene la capacidad de atender con su portafolio de productos y soluciones los giros de la construcción, industrial y minero en todo el país</span><span style="font-family:Arial; font-size:9pt">,</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Inmobiliaria Madoz</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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<span style="font-family:Arial; font-size:9pt">Actualmente esta unidad de opera a través de canales tradicionales de promoción directa en la región ya sea con clientes nuevos, existes o incluso con servicios </span><span style="font-family:Arial; font-size:9pt">Inter compañía</span><span style="font-family:Arial; font-size:9pt">. </span>
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<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">La Compañía no posee otros derechos relevantes de propiedad intelectual, ni es licenciataria de propiedad intelectual o propiedad de terceros, excepto por las licencias para el uso de software que en el curso ordinario de sus negocios ha adquirido y se conservan vigentes.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:Arial; font-size:9pt">La Compañía no tiene dependencia con alguno o varios clientes, cuya pérdida pudiera repercutir en forma adversa en los resultados y situación financiera de la misma, o que las ventas a cualquier cliente representen el 10% (diez por ciento) o más del total de los ingresos de la misma.</span>
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<span style="font-family:Arial; font-size:9pt">La Compañía tiene como clientes a empresas de diversos sectores que cuentan con amplia experiencia en el mercado en el que compiten. Varias de ellas son líderes o denotan un buen crecimiento que le permite enfocar en ellas la continuidad de negocio para mantener una relación de financiamiento de largo plazo. También, la Compañía cuenta con clientes personas físicas con actividad empresarial que por su actividad profesional se desempeñan exitosamente en los mercados que su profesión les exige contar con estrategias financieras a la medida para crecer en sus activos para generar negocios de manera constante y sostenida.</span>
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<span style="font-family:Arial; font-size:9pt">Nuestras operaciones se encuentran reguladas por diversas leyes, reglamentos y circulares, entre las cuales encontramos las siguientes:</span>
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<span style="font-family:Arial; font-size:9pt">Constitución Política de los Estados Unidos Mexicanos;</span>
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<span style="font-family:Arial; font-size:9pt">Código de Comercio;</span>
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<span style="font-family:Arial; font-size:9pt">Código Fiscal de la Federación</span>
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<span style="font-family:Arial; font-size:9pt">Ley General de Organizaciones y Actividades Auxiliares del Crédito;</span>
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<span style="font-family:Arial; font-size:9pt">Ley del Mercado de Valores;</span>
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<span style="font-family:Arial; font-size:9pt">Ley General de Sociedades Mercantiles;</span>
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<span style="font-family:Arial; font-size:9pt">Ley General de Títulos y Operaciones de Crédito;</span>
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<span style="font-family:Arial; font-size:9pt">Ley para la Protección y Defensa de los Usuarios de los Servicios Financieros;</span>
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<span style="font-family:Arial; font-size:9pt">Ley para Regular las Sociedades de Información Crediticia;</span>
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<span style="font-family:Arial; font-size:9pt">Ley del Impuesto Sobre la Renta;</span>
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<span style="font-family:Arial; font-size:9pt">Ley del Impuesto al Valor Agregado;</span>
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<span style="font-family:Arial; font-size:9pt">Ley para la Transparencia y Ordenamiento de los Servicios Financieros;</span>
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<span style="font-family:Arial; font-size:9pt">Ley de Transparencia y de Fomento a la Competencia en el Crédito Garantizado;</span>
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<span style="font-family:Arial; font-size:9pt">Ley Federal de Protección de Datos Personales en posesión de los Particulares; </span>
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<span style="font-family:Arial; font-size:9pt">Circular Única de Emisoras;</span>
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<span style="font-family:Arial; font-size:9pt">Ley General de Salud;</span>
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<span style="font-family:Arial; font-size:9pt">Disposiciones en materia de prevención de lavado de dinero y financiamiento al terrorismo; y </span>
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<span style="font-family:Arial; font-size:9pt">Diversas Circulares emitidas por Banco de México.</span>
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<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> no goza, ni ha obtenido estimulo o beneficio fiscal alguno y son causantes de las contribuciones a que están obligadas las Sociedades Mercantiles en México, asimismo han cumplido en tiempo y forma con sus obligaciones fiscales, sin presentar a la fecha adeudos o contingencias en su contra que puedan afectar su situación financiera.</span>
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<span style="font-family:Arial; font-size:9pt">Al 31 de </span><span style="font-family:Arial; font-size:9pt">diciembre</span><span style="font-family:Arial; font-size:9pt"> de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> tiene contratados 1,</span><span style="font-family:Arial; font-size:9pt">366</span><span style="font-family:Arial; font-size:9pt"> empleados, de los cuales todos son caracterizados como empleados de confianza.</span>
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<span style="font-family:Arial; font-size:9pt">Para Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> lo más valioso son nuestros colaboradores, ya que es a través de ellos que podemos ofrecer servicios y productos que permite un alto nivel de satisfacción y lealtad de nuestros clientes y que se traducen en resultados operativos positivos y situación financiera sólida. Es por ello que hemos implementado modelos, prácticas y políticas tendientes a fortalecer y desarrollar talento y equipos de trabajo de alto desempeño a través de acciones como:</span>
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<span style="font-family:Arial; font-size:9pt">Modelo robusto de Contratación, Desarrollo y Retención de Talento, invirtiendo tiempo y recursos en capacitación técnica, de desarrollo de habilidades, y liderazgo. </span>
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<span style="font-family:Arial; font-size:9pt">El personal es altamente confiable, lográndolo constatar a través de pruebas en la contratación y de manera secuencial sobre su confiabilidad.</span>
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<span style="font-family:Arial; font-size:9pt">Se proveen cursos técnicos y de habilidades humanas, que van llevando una secuencia y madurez en la filosofía de la empresa hacia el servicio al cliente y así como de cumplir con un currículum tanto en la parte técnica como de habilidades tales como: liderazgo situacional, calidad en el servicio, alto desempeño, administración del tiempo y manejo prioridades.</span>
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<span style="font-family:Arial; font-size:9pt">Nuestras actividades no representan un riesgo al medio ambiente o a los recursos naturales, y hemos implementado al interior de la Empresa acciones que coadyuvan al mejoramiento del mismo:</span>
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<span style="font-family:Arial; font-size:9pt">Reciclaje de papel y control de impresiones por usuario, contando con comunicados de concientización de reciclaje de papel, bandejas de papel reciclado en todas las impresoras, y con un contenedor de papel en las oficinas centrales que es recolectado por una empresa especializada en reciclaje del mismo.</span>
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<span style="font-family:Arial; font-size:9pt">Tendencia a la abstención de impresiones siempre y cuando sea estrictamente necesario. </span>
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<span style="font-family:Arial; font-size:9pt">Separación de residuos en orgánicos e inorgánicos.</span><span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Asegurarnos de la correcta disposición de residuos generados por las operaciones de nuestras divisiones, a través de empresas certificadas.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Competencia. </span>
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<span style="font-family:Arial; font-size:9pt">Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> presenta competidores en 3 divisiones de negocio:</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">A. División Comercial: </span>
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<span style="font-family:Arial; font-size:9pt">i.</span><span style="width:31.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">En Lubricantes, a través de la </span><span style="font-family:Arial; font-size:9pt">línea de negocios de</span><span style="font-family:Arial; font-size:9pt"> Alchisa, donde se ofrecen las marcas </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Exxon </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Mobil</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">Molykote</span><span style="font-family:Arial; font-size:9pt">, Mann </span><span style="font-family:Arial; font-size:9pt">Filter</span><span style="font-family:Arial; font-size:9pt"> y Des-Case.</span>
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<span style="font-family:Arial; font-size:9pt">Las principales marcas competidoras son: Akron, QS </span><span style="font-family:Arial; font-size:9pt">Pen</span><span style="font-family:Arial; font-size:9pt">zz</span><span style="font-family:Arial; font-size:9pt">oil</span><span style="font-family:Arial; font-size:9pt">, Shell,</span><span style="font-family:Arial; font-size:9pt"> Total,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Chevron</span><span style="font-family:Arial; font-size:9pt"> - Texaco, y </span><span style="font-family:Arial; font-size:9pt">Roshfrans</span><span style="font-family:Arial; font-size:9pt">/ELF, BP-Castrol, entre otros.</span>
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<span style="font-family:Arial; font-size:9pt">ii</span><span style="font-family:Arial; font-size:9pt">. </span><span style="width:27pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">En la comercialización de maquinaria pesada para los sectores agrícola y de la construcción, se desempeñan a través de la filial </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">, ofreciendo las marcas John Deere, </span><span style="font-family:Arial; font-size:9pt">Ordemex</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">Swissmex</span><span style="font-family:Arial; font-size:9pt">, FRD, </span><span style="font-family:Arial; font-size:9pt">Heli</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">LeeBoy</span><span style="font-family:Arial; font-size:9pt">, Atlas Copco y ABT.</span>
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<span style="font-family:Arial; font-size:9pt">Sus principales competidores en la división de construcción son: Maquinaria Diesel de México, S.A. de C.V., (conocida como “</span><span style="font-family:Arial; font-size:9pt">Madisa</span><span style="font-family:Arial; font-size:9pt"> Cat” y/o “</span><span style="font-family:Arial; font-size:9pt">Matco</span><span style="font-family:Arial; font-size:9pt"> Cat” (ubicada en las entidades federativas de Sonora, Sinaloa, Baja California y Baja California Sur); Alfonso R. Bours, S.A. de C.V. (ubicada en el estado de Sonora); Komatsu Maquinarias México, S.A. de C.V. (ubicada en el estado de Chihuahua); Asia Maquinaria de México, S.A. de C.V., conocida como AMMEX, es una concesión otorgada por la fábrica china Liu Gong (ubicada en los estados de Sinaloa, Baja California Sur y Sonora) y </span><span style="font-family:Arial; font-size:9pt">Megamak</span><span style="font-family:Arial; font-size:9pt"> Multimarca (ubicada en el estado de Chihuahua).</span>
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<span style="font-family:Arial; font-size:9pt">iiI</span><span style="font-family:Arial; font-size:9pt">. </span><span style="width:24.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">En la comercialización de Medios de Molienda y refacciones OEM para equipos de minería, la competencia son </span><span style="font-family:Arial; font-size:9pt">ls</span><span style="font-family:Arial; font-size:9pt"> propias marcas fabricantes de los equipos y algunas empresas que se dedican a distribuir estos consumibles como lo son </span><span style="font-family:Arial; font-size:9pt">Molycop</span><span style="font-family:Arial; font-size:9pt">, </span><span style="font-family:Arial; font-size:9pt">Elecmetal</span><span style="font-family:Arial; font-size:9pt"> y Vinton Steel entre otros distribuidores menores.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">B. División Alimentos y Bebidas:</span>
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<span style="font-family:Arial; font-size:9pt">i.</span><span style="width:31.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">En restaurantes, donde la competencia la desarrollan las marcas Burg</span><span style="font-family:Arial; font-size:9pt; font-style:italic">er King</span><span style="font-family:Arial; font-size:9pt; font-style:italic">, </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Buffalo</span><span style="font-family:Arial; font-size:9pt; font-style:italic"> Wild </span><span style="font-family:Arial; font-size:9pt; font-style:italic">Wings</span><span style="font-family:Arial; font-size:9pt"> y </span><span style="font-family:Arial; font-size:9pt">Subway</span>
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<span style="font-family:Arial; font-size:9pt">Sus principales competidores son grandes grupos restauranteros como Alsea, S.A.B. de C.V., CMR, S.A.B. de C.V., y otros grupos de operadores tanto locales como nacionales. </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">C. División Inmobiliaria: </span>
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<span style="font-family:Arial; font-size:9pt">i.</span><span style="width:31.5pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">El sector inmobiliario se desarrolla a través de Inmobiliaria Madoz, mediante el ofrecimiento de servicios de renta, desarrollo y asesoría en proyectos constructivos; buscando dar una solución de acuerdo a las necesidades de los diversos clientes. Sus principales competidores son grupos desarrolladores locales y nacionales.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">En Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">, nos hemos enfocado en proveer a nuestros clientes, productos y servicios que agregan valor concreto con más de </span><span style="font-family:Arial; font-size:9pt">30</span><span style="font-family:Arial; font-size:9pt"> años de experiencia, nos han posicionado como jugador serio, formal y competitivo en los sectores en los que participamos.</span>
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<span style="font-family:Arial; font-size:9pt">La competencia que tiene Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> es muy extensa debido a la gran diversidad de las líneas de negocio en las que participa. Dentro de la gama de competidores se encuentran principalmente grupos restauranteros consolidados a nivel nacional e internacional, así como comercializadores de aceites y lubricantes, de maquinaria, tanto de construcción como agrícola, grupos inmobiliarios, Fideicomisos de Inversión en Bienes Raíces, entre otros. </span>
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<span style="font-family:Arial; font-size:9pt">La siguiente gráfica muestra la posición de “sociedad controladora” que mantiene la Emisora con respecto a sus sociedades subsidiarias</span><span style="font-family:Arial; font-size:9pt">:</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de </span><span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Dimanor</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</span>
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" 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<span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> mantiene una tenencia accionaria del 99.99% en Servicios Administrativos </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">, S.A. de C.V. </span><span style="font-family:Arial; font-size:9pt">así</span><span style="font-family:Arial; font-size:9pt"> como en Operadora en Administración, Mercadeo y Logística, S.A. de C.V.</span>
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<span style="font-family:Arial; font-size:9pt">A partir del primero </span><span style="font-family:Arial; font-size:9pt">del</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">enero</span><span style="font-family:Arial; font-size:9pt"> del 2021 se llevó a cabo la fusión de Alchisa con </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt">, siendo esta última la </span><span style="font-family:Arial; font-size:9pt">fusionante</span><span style="font-family:Arial; font-size:9pt">. Esta estrategia </span><span style="font-family:Arial; font-size:9pt">se realiza con la finalidad </span><span style="font-family:Arial; font-size:9pt">de aprovechar las sinergias </span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt">dministrativas y comerciales </span><span style="font-family:Arial; font-size:9pt">con enfoque </span><span style="font-family:Arial; font-size:9pt">de </span><span style="font-family:Arial; font-size:9pt">eficiencia y reducción de gastos de </span><span style="font-family:Arial; font-size:9pt">ambas empresas. </span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de HDR</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">.</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:9pt">HDR mantiene una tenencia accionaria del 99.99% en las siguientes sociedades mercantiles: HM </span><span style="font-family:Arial; font-size:9pt">Foods</span><span style="font-family:Arial; font-size:9pt"> Juriquilla, S.A. de C.V. (60.00% (sesenta por ciento), HM </span><span style="font-family:Arial; font-size:9pt">Foods</span><span style="font-family:Arial; font-size:9pt"> México, S.A. de C.V., HM </span><span style="font-family:Arial; font-size:9pt">Foods</span><span style="font-family:Arial; font-size:9pt"> Pacífico, S.A. de C.V., HM Restaurantes, S.A. de C.V.; Operadora CG, S.A. de C.V.; Servicios BWW, S.A. de C.V.; BWW Servicios de México, S.A. de C.V.</span><span style="font-family:Arial; font-size:9pt">,</span><span style="font-family:Arial; font-size:9pt"> HM </span><span style="font-family:Arial; font-size:9pt">Foods</span><span style="font-family:Arial; font-size:9pt"> de Mexicali, S.A. de C.V.</span><span style="font-family:Arial; font-size:9pt"> y</span><span style="font-family:Arial; font-size:9pt"> HDR USA, LLC.</span>
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7VznCX7eS9lPrj+tD/jT6jrmj4HScbtecT9HpnPPoerfdlmTLb790VQ16TXX5NrTeGeuHbWs13Dvn4uqfc/bWdM1rO/Hst4/bVkQl2TXn9Sxz1jJtR2qzdtvuqbqB+7N/UNNKG2SZ+DpF/n1jyytltT5yCZUNukz0FSx70nmRO+wft9Pjq75iIPr6xnmwcYS8K+ei73xTpLPoj4cEkjwb7sZwyWHMs+1uuY9ZzVdTImy3odPly++OKLX/jzI7VN+hwkXHMVrsN9sM6HJ+u5n9xvfqNFOJZzOc6S4xkr57PNOo3U6jX1eqzn9flQ6Y3ZhNomfQ6SOm4N98a9168X98g6deS+aSpyvM5J9rFkDM7neL62vI66qJnzci7n1ffOan/ucUJd1/Q5SDJuzyPul/1H5jPX5bxb5nV38/UpZ0Jdk15/shr/TJlQ260ON1/9gVXDm7c+6KbkvPrGX53DNwDfQHV//elnFcbim4b1CbVN+hwk/ToJ91PnhAcB+1jnPvKgT26dI/KIOUgm1Dbpc5DUcRPuiQcc98XDcXUOyZyw5DVH3jNnmYszBV9//fW7ZUVtkz4HyWp8wvuBrxFfi3z9WCd5v+QDj69nzmGZ83I869nO61evybXzwcv7oN5LrsdYnDuhtkmfg4TxpnAPPDNI7jX3y/uceyL1uZLj2Zfvn8wDS87J9xfHOC+1Zl5S67SfTKjrmj4HScbtedT93jqf2XdkXlffG6CuSa+/Jtf9WLn1s+WWMBZzm+0JdU16/Um9zhkzobZb3dV88Q3AOkvepCx5w2Z/3ri8sXO8n8923vgsedOzzDchD0z2sV7DuKTvzzW5v3xDf/755+/+rNJR26TPQdKvl3DPNFy8UQnrqZv7yTc+b+LVHGVOUld9sz9iDtjmuhNqm/Q5SPp1Sb6GPOxYknw9a631a099q/lgSc46F2fKhNomfQ6S1fhT+Pqv9u8O79esT6ht0ucgqdeo4f2X935+oMi+nPMrP/zhu2fJ6nj28XrOyfcL+zNu/V7JdTiXcXON1X62+T6ZUNc1fQ6SXLPntfdLjsxnn8Nb5vWrr776vrqfR12TXn9N7inhHtL4kfrD+yqZg9UxUuvJeaktz9qE67C/7qthrPrMnVDXpNef1OusUq/NOvfK1yZf57pdPyfq65jXXvtUc79e1hmba/Aaxsr5E2q71V3NFzfHem6SJTeZ/byB+vFpO0tezwRRKPsyXp2ofICSTE7Sr8k2f0757LPPPvqfVPKNyjpfIJZpwpivPDDqAyD3W9e57/oN8og5yD187P9VG9fha8eS+65fz1orx1lyfyTbOecZ5uJMmVDbpM9Bshr/TJlQ26TPQbIa/1NPPvQn1HVNn4OkX+dMmVDXpNdf08fnmcSzic8GkudU/WGR8PxjmWdijrOd5yjHWXK8Pjt5BvfnI8mzs+/P2DwreV22V7/IAHVNev1Jv2YPdeSeWa/bmSO2qZP7W72O+++1TzX362Wdc9PE1kyo7VaHmi/eACmcG+LGuEm2OZ4lBXNuPX7tfJaMm9ewTMFpXup4hGtk/+qabD/y7/VcYxXuPder9eV+OCfH05ixL8epIescJ3ndI+YgxybUNulzkDBeT+Yh2/XrWWtN/amhz0eWZ56LM2VCbZM+B8lq/FX4OvT3C+Eh2vf19IdtT77H8n7JvqxfG39CbZM+B8lq/LNkQl3X9DlIVtc4SybUNen11/Txea/ynuY5xXrev/mczfPu2g/vfD8xBs+4HM8yx9nmGtmXhirPx+wnGZvXcCz3svpFBqhr0utP6vVW4XqpJ8vcJ3OS/XUe8rp6Xq39Ws31dX2Mel4yobZbHWq+uCkKSEG8UXhD5EazzHEmhn0vnc+ScTmHcE7ehBwj9XWE49lfr5lrsM1vvj72nx1zD9w/y9xn7oefRrgnzs09s17vt57LMjVxjG1ek+vk9XW8nF/HZF8dd0Jtkz4HSa5fU++D5OtZ68v9cpxzaz31nNwzy4yZ/Zyfa+W1OZ79fTz27ZyLa+EeuZe6j+3c9yq1rp4+D4S5r8frsZ4JtU36HCSr8VdJI9zvja8PD8a6r4Y664Ozzwtfa76+jF3nINcj18afUNukz0GyGv9aqIX7q/tWc1TT669hf+YpufV9MaGua/ocJKtrJNdq6PWznjli2eurx1/KrfM9oa5Jr7+mjk3yTOM9mvc2+/Ke5ZwczzOQffV7iM9Z1nl9jrNkX63ptT+4Tqhr0utPuM61ZF6ynm3uk/vJNt/v9X1NE8o8sZ66WKf2XjM1peZ+vawzfsbLWGRCbbc6/GfHI3npp9RVjp5/LRNqm/Q5SFbjf4w8sv6aCbVN+hwkq/E/Rp5tLvim5hs538x1Pw+Guq+mPgxqmB9e18fkwZL1a+OSCbVN+hwkq/FX4V75wKhf3zzsSR6INZm7/ECX7Xp+/yk44XyeRS89jybUNulzkKzGn/KpvS8m1HVNn4NkdY1kqiHHpv9rHWrs75PVvlUY49b5nlDXpNdfU8cm1M6HOvfOkrCPOrif+uHPMnOV4+zjtVnPcZbsYzz2s84+kmvkHvI69vex2ZftnX92rPeT++Ye8sNVjme9vpZzptpzTvbXa2T8ut7Hy+sn1Harj9p8vXUm1Dbpc5Csxj9TJtQ26XOQrMY/UybUNulzkKzGn8I3MOGBUffzwF99GPKAYD8fOjwQsp1z89Nbf11++kv68ZoJtU36HCSr8adw3/VX+txzastDrybnMn/MRT6I63xO80HqvE2ZUNukz0GyGn/Kp/a+mFDXNX0OktU1XqqBMCfUwnEaDNbZV89lO80HqWOnXtZ5bT48c+4t8z2hrkmvv6aO/bHDvKz235sJdU16/clq/N15zfxMqO1Wb9J88cbnTc43Vd2X9dXD955MqG3S5yBZjf+IOBeX/DLMBbXV39Dw4cA24cOinjs1HPkgmX7TQ1YfJKtMqG3S5yBZjb9KfpKkDmrmIVjvNXNRH471Q5S5yHZ9T3A+r8181THqfPSxkwm1TfocJH3sl/IpvS8m1HVNn4NkdY2XasixfJ0J57Gvn/uDH/zgXSPFvjp2Xee19b1y63xPqGvS66/JuGfMhLomvf5kNf6ZMqG2W21vvvgG4I3Pev3Jg28uvpHIM3zI3hLn4pJfhrngAU+NfCCwpCbqy/E0FuxnOx8+2Z/tzFM+mNhO8lr2Z+y6v2dCbZM+B8lq/DNlQm2TPgfJavwpn9r7YkJd1/Q5SPr45KUacg7bnJN1lvVcngk0S9lfxyZZZ0nDTb157S3zPaGuSa+/Jtd4dFJj/XqyL+vUk/V7M6GuSa8/WY1/a9Jop6a+vTqvr+eHL5Zs19fdkgm13Wp781V/KqnhTcM3EqlvoNdkQm2TPgfJavzXxrm45JdhLrj/fPOznmWO58OhPgw4v+5ju/7WhnX2sV7PYz1j9zFrJtQ26XOQrMY/UybUNulzkKzGn8LX51N6X0yo65o+B0kfP3mphhyryb3n3FpL1nO8n8uHb8ZgX9bruCTjsn9CXZNef02u8cjQZPF85H7r/NFEso/U5vLeTKhr0utPVuPfmtRFTSz79uq8us77IJ8nrNexb82E2m61vfmi+PpGr2GCyOrYPZlQ26TPQbIa/7VxLi5xLt4mE2qb9DlIVuOfKRNqm/Q5SFbjnyUT6rqmz0GyusZbpH4w35oJdU16/TWra7w205+ZaTD5reD0Z/ajmVDXpNefrMa/NXwWUNu0XJ1X19N88ZnDvl3vi25780WhmQAKr2+MvFGy/to3zITaJn0OktX4r41zcYlz8TaZUNukz0GyGv9MmVDbpM9Bshr/LJlQ1zV9DpLVNWryW6bVsbfOhLomvf6a1TVeG56b0/zRYJDVsaOZUNek15+sxr811JpGKu+duj2d19cJnzekjn9LJtR2qzf5B/e7MqG2SZ+DZDX+mTKhtkmfg2Q1/pkyobZJn4NkNf6ZMqG2SZ+DZDX+mTKhtkmfg2Q1/pHwp6T6wdm3V+f19Xyo5E9S9XXXMqGua/ocJKtr1OQHrr6fe+bDMvVkf/1ND8ey3ueob6/O6+t9zibUNen119T7eFT4YZQ5yTzWH1BTG+uv/cF1Ql2TXn+yGv/WpGlKXX07ddb9dZ2vK19fzmUfydi3ZkJtt7L5avocJKvxz5QJtU36HCSr8c+UCbVN+hwkq/HPlAm1TfocJKvxj4QHJg/HPBj79uq8vp7fkPJBeqThIBNqm/Q5SFbjH0n+DSQfDNTVt1fn1XWSD2LmIuffkgl1XdPnIFldg+Rrx31zr/VryXHW628yknytSb7e5GPM2YS6Jr3+mtzDGTOhrkmvP1mNf6ZMqO1WNl9Nn4NkNf6ZMqG2SZ+DZDX+mTKhtkmfg2Q1/pHQIOShv9pendfX88HCku36upcyobZJn4NkNf6R5Dca1MaHbt9enVfXCR+azEtv2G7JhNomfQ6S1fhHkt/CpDHp26vz+jk0EWwTjtXxr2VCXdf0OUhW1yD1a8f9sp375+vNsr+G8B6nMSP1/f4x5mxCXZNef03u4YyZUNek15+sxj9TJtR2K5uvps9Bshr/TJlQ26TPQbIa/0yZUNukz0GyGv9I+LNKPkxY9u3VeXWdDwkaDT6sWK9j35IJtU36HCSr8Y8kH3r5IOzbq/PqOh+chHlhWX/bcUsm1Dbpc5Csxr8nfK1X23y9+/ujr/O+4Jw0FDn+UibUdU2fg2R1DVLfx3x9s53j3D8NEOvUW2vmNSTHprmo2/fM2YS6Jr3+mlzvUaEm5o5w34T1/t7PsbrvaCbUNen1J6vxz5QJtd3K5qvpc5Csxj9TJtQ26XOQrMY/UybUNulzkKzGPxIe+vngWS1X59V1PiD4wMgH2NEH7ITaJn0OktX494Raah19e7U/63xo8oF0tOEgE2qb9DlIVuMfCV9L7j8foqvtfPBmf11nLnIuDQzHMvZLmVDXNX0OktU1CPfI/XJ/aYzY5v2cc1hnX2plyX7WU1P2s0z92d+3j87ZhLomvf4axn5kUgO/NaQ2amGb/XkuZF5Xrz+SCXVNev3JavwzZUJtt3rXfKFPDlld9LXhTc0bgZ9U8wZhm4dljnEe+3nT9NcfyYTaJn0OktX4R0N9fDOQ1fbqvL5+7/xMqG3S5yBZjX80zsX7cN88LGmkeHj27em8vk6Yj8zJLbmG2iZ9DpLVNY4kNfAsWG2zzIdN9td15oj3Befynsjrbsk11Dbpc5CsrnGWTKjrmj4HyeoaZ8mEuq7pc5CsrvGI5LnJ9wLJ90Wek2kqX5MJdV3T54Csxj9TJtR2q+3NV8IHB8u8UXhwZp2HZh6i9+YaarumzwNZXeNoaDhZ5puhb6/Oq+v3zs811HZNnweyusbROBfvk4dkHp59m/qYj7q/rvN9Q6PBuewjGfulXENt1/R5IKtrnCXXUNs1fR7I6hpnyDXU9ZI+D2R1nTPkGuq6ps9BsrrOa8MzgmdC3ZffhPFs5Dift3lO3JNrqOuaPgdkdY2z5Bpqu9WH5qs7MshRP/3pT7/7yU9+8m79m2++ebf92Weffdj/xRdfvMtXX3317pxHO1rbo+aCeqgrtfbtqPv7OY+eH+fi4q3m4lPkXFw4F+/dU5dzcfGx5uJHP/rR92vvP1vJj3/843fbPBuRZ+XHcLSuZ31P4Ehtb9J85Y2Bb7/99t3y888/f7f+5Zdfvls+85ul1o9s04hmPlDPy/qj58e5uHjrufiUOBcXzsV799TlXFx8rLngWRn5ZUaen3mGfv311z933iMdretZ3xM4UtubNF/1txT5bQZL3ii8SbK//gbkkd7qzUI91JoaV9v55sn+uv4x5se5uHirufgUORcXzsV799TlXFw4F+896zzgSG1j8wXfLO/5ZrlwLi6ciwvn4uJZ5+KeupyLC+fiwrmw+bqZc3HxjHPhPFw4FxfOxYVzceFcXDgXF0fqerH5erZJurce5+LCubh4xnlwLt5zLi5eU49zceFcvMfrftnn4mrzFZmoZ8hrrcY8a15rNeZZ8xqr8c6a11qNeda81mrMs+a1VmOeNa+1GvOsea3VmGfNUTc1X5IkSXoMmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpI5svSZKkjWy+JEmSNrL5kiRJ2sjmS5IkaSObL0mSpI1sviRJkjay+ZIkSdrI5kuSJGkjmy9JkqSNbL4kSZI2svmSJEnayOZLkiRpm++++08ebuO7NLGsWAAAAABJRU5ErkJggg==" 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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Respecto de Inmobiliaria Madoz</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">. </span>
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" 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<span style="font-family:Arial; font-size:9pt">Inmobiliaria Madoz mantiene una tenencia accionaria del 50% en Plaza Rima, S.A. de C.V., estando el 50% restante en manos del señor Francisco Rivera Aguirre.</span>
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<span style="font-family:Arial; font-size:9pt">Los principales activos de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> están representados por inmuebles, maquinaria y equipo, almacén, diversas cuentas por cobrar e inventario de productos relacionados con sus distintas unidades de negocio </span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Los principales activos clasificados como propiedades, maquinaria y equipo de la Emisora son los siguientes:</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">1 de enero de 2023</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:middle; width:79.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Adiciones</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Bajas</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:81.35pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">31 de diciembre de 2023</span>
</p>
</td>
</tr>
<tr style="height:2.8pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:10.8pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Inversión: </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:81.35pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Edificios</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">189,141</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">10,303</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(332)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">199,112</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mejoras a locales arrendados</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">211,503</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">11,478</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(12,923)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">210,058</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de operación</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">91,866</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">11,149</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(151)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">102,864</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de oficina</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">23,735</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">2,180</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(5,599)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">20,316</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de cocina</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">114,164</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">6,155</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">120,319</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Equipo de transporte</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">80,372</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">21,534</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(3,442)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">98,464</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Equipo de cómputo</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">120,063</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">9,998</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(8,615)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">121,446</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Maquinaria y equipos especiales</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">862,430</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">547,610</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(301,237</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,108,803</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; text-indent:4.2pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">1,693,274</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">620,407</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(332,299)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">1,981,382</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; text-indent:4.2pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Terrenos</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">69,911</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(1,961</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">67,950</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; text-indent:4.2pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,763,185</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">620,407</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(334,260</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">2,049,332</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:1pt 0pt 0pt 2.85pt; text-align:right; line-height:10.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:1pt 0pt 0pt 2.85pt; text-align:right; line-height:10.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:1pt 0pt 0pt 2.85pt; text-align:right; line-height:10.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:1pt 0pt 0pt 2.85pt; text-align:right; line-height:10.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Depreciación acumulada: </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Edificios</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(67,277)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(5,963)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">1,879</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(71,361)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mejoras a locales arrendados</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(62,738)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(12,907)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">2,427</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(73,218)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de operación</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(77,855)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(6,094)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(83,949)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:10.8pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de oficina</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(15,609)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(1,856)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">5,792</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(11,673)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Mobiliario y equipo de cocina</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(87,658)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(7,663)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(95,321)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Equipo de transporte</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(53,433)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(11,535)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">2,770</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(62,198)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Equipo de cómputo</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(97,654)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(10,362)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">7,746</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(100,270)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt 0pt 0pt 4.2pt; text-indent:-7.1pt; line-height:12pt; widows:0; orphans:0; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt">Maquinaria y equipos especiales</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(339,652</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(272,977</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">214,377</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(398,252</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(801,876</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(329,357</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">234,991</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(896,242</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:126.65pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:80.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">961,309</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:79.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">291,050</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(99,269</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:81.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,153,090</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
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<span style="font-family:'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"> </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"> </span>
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</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
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<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
<meta http-equiv="Content-Style-Type" content="text/css" />
<meta name="generator" content="Aspose.Words for .NET 15.3.0.0" />
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<body>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A la fecha de este Reporte Anual, ni la Emisora, ni ninguna de sus Subsidiarias enfrentan, ni están involucradas en ningún proceso judicial, administrativo o arbitral que pudiera representar un costo o beneficio igual o superior al 10% (diez por ciento) del valor de sus activos.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Por último, Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> no se encuentra bajo los supuestos establecidos en los artículos 9 y 10 de la Ley de Concursos Mercantiles. A la fecha de este prospecto, la Compañía no ha sido declarada ni tiene conocimiento de que pudiera declararse en concurso mercantil.</span>
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<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">El capital social a valor nominal al 31 de diciembre de 2023, 2022 y 2021 se integra como sigue:</span>
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<p style="margin:0pt 0pt 0pt 56.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
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<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:467.8pt">
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 5.55pt; text-indent:-5.5pt; text-align:justify; padding-left:5.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td colspan="2" style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:166.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2023</span>
</p>
</td>
<td colspan="2" style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:185.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2022</span>
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<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 5.55pt; text-indent:-5.5pt; text-align:justify; padding-left:5.5pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Acciones</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Importe</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Acciones</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Importe</span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 11.05pt; text-indent:-7.1pt; text-align:justify; padding-left:7.1pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Capital fijo:</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> Serie A</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">100,000</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">100</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">100,000</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">100</span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Capital variable:</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:top; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> Serie B</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">204,918,251</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">204,918</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">204,918,251</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">204,918</span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> Serie C</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">147,095,934</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">147,096</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">150,617,061</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">150,617</span>
</p>
</td>
</tr>
<tr style="height:13.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 7.1pt; text-indent:4.2pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:12.9pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.4pt">
<p style="margin:0pt 0pt 0pt 6.8pt; text-indent:25.5pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:88.55pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">352,114,185</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:67.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">352,114</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:86.3pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">355,635,312</span>
</p>
</td>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:93.45pt">
<p style="margin:0pt 11.25pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">355,635</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:99.2pt; border:none">
</td>
<td style="width:99.25pt; border:none">
</td>
<td style="width:78pt; border:none">
</td>
<td style="width:92.1pt; border:none">
</td>
<td style="width:99.25pt; border:none">
</td>
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</table>
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<span style="font-family:Arial; font-size:9pt"> </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:Arial; font-size:9pt; font-weight:bold">Dividendos Decretados y pagados</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En asamblea general ordinaria de accionistas celebrada el 28 de abril de 2023, se acordó el pago de dividendos por un importe de $21,000 ($ 0.059 pesos por acción)</span>
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2195899000
2537006000
3246715000
925557000
1132386000
1356098000
151933000
207070000
232479000
68149000
89847000
76114000
0
0
0
389811000
383941000
620406000
182043000
246661000
333706000
3179564000
2350492000
2824326000
718994000
347191000
896164000
6.27
6.62
8.09
5.07
2.66
3.9
2.01
2.02
2.52
1176988000
1058379000
1131674000
0.059
0.0562
0.059
<p style='font-family:Arial;font-size: 8pt'><html>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La siguiente información financiera presenta un resumen de los estados financieros consolidados auditados de Promotora Empresarial del Norte y Subsidiarias, preparados conforme a las IFRS para los ejercicios sociales concluidos al 31 de diciembre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> y 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">. Dicha información fue seleccionada y obtenida de los estados financieros consolidados auditados de Promotora Empresarial del Norte y Subsidiarias, incluyendo el estado de resultados y estado de posición financiera para cada uno de los ejercicios concluidos el 31 de diciembre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> y 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La información que se señala a </span><span style="font-family:Arial; font-size:9pt">continuación</span><span style="font-family:Arial; font-size:9pt"> debe leerse conjuntamente con la sección “Información Financiera” – Comentarios y análisis de la administración sobre los resultados de operación y situación financiera de la Emisora y con los estados financieros consolidados auditados de la Compañía que forman parte integrante de este Reporte.</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"> </span><span style="font-family:Arial; font-size:9pt">La Entidad es una organización mexicana que se dedica a la operación de negocios que participan en diferentes industrias, las ventas se llevan en el territorio mexicano, abarcando principalmente el norte del país.</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:9pt">La información reportada al funcionario que toma las decisiones operativas de la Entidad (“CODM”, por sus siglas en inglés) para propósitos de asignar los recursos y evaluar el rendimiento de los segmentos, se enfoca de manera más específica en la categoría del cliente en los tipos de productos o servicios entregados o prestados. La administración de la Entidad ha decidido organizar a la Entidad alrededor de diferencias en productos y servicios. Ningún segmento operativo ha sido agregado en los segmentos reportables de la Entidad.</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:9pt">Los segmentos para informar</span><span style="font-family:Arial; font-size:9pt"> de la Entidad de acuerdo a la IFRS 8 Segmentos operativos son los siguientes:</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:9pt">Agroindustrial</span><span style="width:16.97pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">Distribución de maquinaria agrícola y equipo de construcción</span>
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<span style="font-family:Arial; font-size:9pt">Comercial</span><span style="width:31.49pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">Distribución de aceites y lubricantes</span>
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<span style="font-family:Arial; font-size:9pt">Alimentos y bebidas</span><span style="width:27.46pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">Operación de franquicias de restaurantes en México </span>
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<span style="font-family:Arial; font-size:9pt">Inmobiliario</span><span style="width:25.98pt; text-indent:0pt; display:inline-block"></span><span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">Desarrollo y construcción de terrenos y edificios para venta y otros</span>
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<span style="font-family:Arial; font-size:9pt">Manufactura y otros</span><span style="width:28.46pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">Manufactura de material quirúrgico y otros servicios</span>
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<span style="font-family:Arial; font-size:9pt">A continuación, se presenta la información por segm</span><span style="font-family:Arial; font-size:9pt">entos al 31 de diciembre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, Las ventas entre segmentos se eliminan en la consolidación:</span>
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" 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eAXCaVAJ7gK7aUxuHRDCdrRTZjjrZGCoSLcPCeJr5VcUdA1gyUeD9zhAfYqnmz6ORgjW/EMfCmQhbJXNpq6+1FTlAIlKXl8dFkZYQ38OnwpuIsPz9zHV1flcYzkgqozMlunyLLnkeJihK/OSuGjs/dxXsoa3hk16JmcBW9xFqVx7jhGpOFD7QT2NF5R+iozcf826YCvmCF3dAmc6kzI31fE0ROS+PySOhSto1HeO4KZp2havNlRJHnbEKm4g1Myfmhk3npnISQlH+I42UjIEO6BmB5FlIM++cx3YJCyWnEWpwYR4WiGz8gyLj+KJKLCL5+d7ITlQ/7n/urifXxySRFavvlo584JTqHeXVApoFAo2xoqBfyiFSmowRSGEaithdOKHsjvbVktBfUJ+OyMBM6qe6GsfxFzk1w4qjCjdIJc0oRjeicr3XwpEJlG8slNNVgmCXdNCKVAAqckjaFp7QlDEgu/ZNQM8HcFLExwkR8ZCg1VHXx54i5ZhgzumsShZWwCJbFu7O61D3WT2Lqi9FdlQfYOIwUmyBYcPzxaWwYbE0tcu/GAPXvo82uGCC4beOKpyA05YbjNXEjsiiaC+VcaAzoKcE9Cbp0UxDgasJ9ztRQsoTzJB9cvkGVc00FiE/+zMczPDiHGg/+5DY2tcfk8eV83NGCeWIO5xd2nBVQKKBTKtoZKAb9otRSQTrUmBhfPkQ4+LQv2olLQnYMLZyXx0X17ZDSNgbcwh7ribMQkx0D5tjwOnlOFxaoDDUknbhyIoJgIKCjI4ZNb6rBOaWFfk+Fxuw9WmMdofwdSIoPYjv7gMXm4lPSjOj0A50gHfEQhfM1ZBDx0FCdB4ipzZVUHlK/0wZibGUFtaT7cjdXZUYPbxpFoZneTiKe3vAhyElI4eFULRpFVmJoTbOILpIDdfdDE14rFCQ4CzZlLoT+AfeEwW8bQWZiNu8ypxjf0YJ1Qj/mNOnsiFZnBDuzxTQevu6BeeNn3XQSVAgqFsq2hUsAvWisFC9Mc+Bqq4bKRN6weqa5IweIgkQQ5HDqlCIOISowKd/kJjj1YLwX8YwomFmZRnx+Du1fu4eOrTqhd4HeMj5WCxXlMzsxjUbA7b3G8D4EWmmSZd2GcNoCuilRIk+UdPquHtL755WOBFieGEe1iio9O3MUZ8yzMLfEwOzuL2XlBh760iMnSMHbE45K2H6pX+u8VyDychgKoySvhyGVVqEfXY0j0xmmjddB9oIxDRBZccnrY154Y7IKFInPckCHiusfIIhYxVJ0JORl5HLmuA4OkJoyKHoRB3sf0zCx7lVP+W+ehtTwKNxgpOGmBgsndd14ilQIKhbKtoVLAL1orBczBde1liZC8pICT1yVFDjQEhhoyIHtbFh8ee4iHbknIK64iSYe2hOKGUsAeaDjeDQ9TfRw9fg8aoS1gDvfjS4E0bmsHIoFdDj9VbUOYLIvECUUn+McXsmUpIX6QvHwHH183QXwreS/jAwh2sMQnp+7hjIQbIjP58/o6OrIH/X55xwaJbaQe+bx21jZ45BjHX352Fpw11PDRmQdQ8ciHYE/FKsa6q2Egx5xSfAcnDaKQJHhfzNVZ67rGyLczjRIf8trHpHBD2xcxueR1nZjXlcY5swQMkg6d01wMNen77OnPFy0TkCJcRmkdGnvHsThJxELTGPqReUhlyotyYPBAgbymDC7apmPqcUdx7lCoFFAolG0NlQJ+0XopYE7F7UOInQk+P3kHX0oZIlEwzs7cHr2xIBMOplY4e1OS7TiZfH35IaS1fJFUOyLmlERmzhnUJQbi3AVJnHrghryBOXQkuZFOnTlWgL8MYe7YpKC7tRx6upr47JwMW3bkpBTuqtjAN7sB04JD87mdbfB1ccHFS8xR//x5j9xQhYxuGGKKB8Ee8zgzjJw4D1yT5F92nMmXl1Rh4heL6n4xRkC22ztr4nBLUHdVjkvjvk0OmHMLlgYb4W1pi5PC93f6Ee7oBiOjmfn8C2jID8OVtfMzOSFHZKQYIxhDfqAvJO88IHLBn/bJPU2o2cehpG9s3cGTuwEqBRQKZVuzJ6VgYQY9nR2orG3GoMAA5scGUV3fhs6hKZHOiIeJ4X7U1TWhtqULXNHh80UeprkjaG5tYa/AyaShuQO9g+MQVhsf6CTlregYnoRwNzpzEbDGxmZUN3VheGqR/7pk+cJlCNPUM4q5xXmMcXpR29jKljFXRu3qH8U8b3V3OTc5htam9uV5q1q70cuZZd6iAB4WZkfR0dm1XKe+qRvjsxsPz89OjaBJUHd1mtHcRd6bsN74KJqE76++C13DU4LTNJcwPT6MhnXzM2lBa+8Ye0omb3YSPe1tqBVMq+3oBWdqblcKAQOVgl3C9MgA2vu5mBP+UslKpbe7FwOrLvkphqetR6G8IvakFFAorwgqBVvEXF8DojPL0bv+YnzPDrcHyWkl6BY5T6c23BEyNsnoGh1AVlo+WpqbYKZlBpfSjY8XZhni13N+Ur21jPcjPS0TcZnNGJsfQ0VeHkLjspeH+rjtVchqFn8lMgrlWaBSQKFsHVQKtojxwkCckrdFXq+g4EVozcEdGQtkitwbaLy3DZUtg5geLIPifV1E102iqa4J7Y+9dj9hjl+v7Un1VjGFmoRoaKho4JJiJGq7ymHpHoHQQB+Y+5RjdKAO5gaeSNgUA6LsdagUvGxm0ZgZDwMTR6gbucM3sxETInshKHsLKgVbxLIUFFdAVcUDhg5GuK5oj/CyPvTXpkNHwxVaFua4KaMOE/94aD7UwVnDOEzOLaCtMBmqGnq4q2AIPf9ScBqycf2OLiQ19XBN0RkxtYPoKAqHplU0mlsFUlDdh2B7K1in9aKb1NdXNoaUog7kbLMw0FMPI11PqFuYwtorHo5MvdQ19WxIvQ2u6z3ZWw8r1xAk+NrjilIkqluLYe6fgvyUcOhbR8DLLQBBhb3sgUwUyotCpeAlsjSPhpxoyKh6oqBjCO1VhdBS1IJtTjvqCyKhou2DrPphTE+OoX9whGQUk/MLGOMMortvED1DzHU+eZiZGEMfed5L6kzRPZE7GioFW8SyFBQUQ0ZaFYG1I0j0toGKdznaSqNwVdYOac2DiLfQwi3DWLS3V0BZVhfB5d1wM7WAXUYr+prSIaNgg9TEeNyU1IJPeSdiXaxwyTwTzTn+eKgfgoZmgRRU9cDb1ACGCT2Y5vajKCcPCVG+uC5phJSCaqgraUI5qpls9AvqxTP1Bpbr3WDqid7TQMASbwElSX4w8chFdaIXKwVtM8NIi4iAiZ03TJ3JNMdQRCXnIbusDaN0BUF5QagUvDx4k8MIsdKHvE8Jxpgj8+aGEGFvjstWCQi11MXJa+pQdMhEYZQLTkiYQN0qHAU1pdBT18IjQytclHFAdkcPor3coKzjCHP3SFSuvaUAZUdBpWCLWC0FRkjsWi0FsuqeKB8Ecj30IetMGuhYI4zlVWCT1AIjbROEVfaDO1QHLVVzxERFCnYfjCHDxxHHNePQlO0nVgoMYtuRH+oBdXN/BId54dqyFJggqGlyWQoMYph6nuzNf4LDvPnyIEYKmBsTOakq47qKPbTUNfDFTQsiLn3sUbojVVnQdwiEh4sXDNyjYWJqj8zOZ9ktQaGsh0rBy2N+bACeBjrrboh0wzoHHdWxUFDzRVX/LFrjXXBe0x8Vg7OoDLGCtE0m+qf64KNDNi588uBmYQYZ/QCUcej44E6HSsEW8bxS4JjZDRdDQ5jEVqOxNAbyWp4oy8skW/IaZFotguwtoOJfu+FIgX50K+LsTaHrX4jeilicJa8tTgr0o/j1dPz49c4x9eq6EWDvAP/ylWMDlpYWMNzbi/auXpSGO+K8XAAqxmcxP9cGbz0vIhI9iHXyglt6I3zJe0tgXoNCeQF2mhQszs9iem5h5ZS1pUXMMFfFe9J18p+23iayNDWCSHtDyLgXgDmsaGm6D4FWptCKaFkjBW6QMItF2zSQ4aoLebcScHlcxJjp4GFwA4YHWhFmY4Hrj6wRVTuGuZkZzAquiEjZWVAp2CKmG7Ng4BaD+oYmODmGoHRoAqVp0fBKa0V/cwGcfVLQygXqUoLgnNCMKdJZh7qRTrZ9CZzmctjb2ELZxB0hzFkC/bWwsYuHiw8ps4xCWd8E+usy4RqUg+7eFng4B6KwnYO0sGBSfwi9ZPmWuqSurjccAkJQ3tABH48wZPfOALOCeiWr69kHBCGnrAK2Zn7IEj3NQYTR6lSYexSgHzOoSYmCX0E/W95bng4jU3vYBJSyFxChUF6EzZaCOU43yuo7Ibi1/4sxNYzKmnaMCHeT8RZRGmQHOacM9I1zUVvTjMH2OuipmsKn9gln4wzw63nXPMtZO/MY6mpHSWk7/94CC1Noa2hEYUUjusf4W+0TA51oHNjoVsRzaCmMh7SaO+KzypAYFQsNLVek93LRU5+OR6STD8hqQ02s67IUtGeHQ07TASGJcZBTMkNS5QAykpORkJ8HEzVLxFTWw9XACLbZ4q5NTNnuUCmgbAAPw50NKKrvf+z92CmUl81mS8FgljfOPnJBMd9hX4zmdNy4b4OcEcHzpSUi6KVILe/E5EAxHkgbIKFmGLmZBagefoKFEMFg6w09pa3wFtBdXwIvSyucvuKAalI0210GUzs/2Ds4wz6qEZOcVrhYeSLscacHs6cU5yIgNB6+oenIbxpiL/wzO85Bbgopi69Ce2M5EgubwSWewYyElGcwdePhn9tGCqbRXFGEIPI8IrkWzc2FcHCMREmf+I0JyvaGSgGFQtnWvDQpqKiBmUU07NxNcd8gCPmdXPTX58PdMRTGtraQ17eDT3wG9MnW+0OfEnbegdp8mBiR+mRL2TujDTNECi7fNoCcASkzCkflwAQ6yhJhH5CL3g6BFNQNIMbHG0FlHHRUZ7LLu69qDovwOkwONcHBLhYOHnZwDEqF70b12FdfwxIPE5wh1KWF4/pdJ1YKxuqzYRhahOb8WJg4xiHC2x/OKa3Ll0V++SxheoyDnsFxLNCNiR0JlQIKhbKteWlSUJCPu1KqCK4eRKSzBdQDa9FSEIKL7C2HexCsq4q7xjFobSiEjIwR4uq64GpiCZvMVrSXRkNC2QV5KbG4LKEFz8ImBNuY4pZDAemkvSFvEoXWFuFIQSdc9HVhnj6E2UkuWhtbUJEdhjv3LZFVUA4FOVXIhzeCN9Ehtt7t+xbI6hK8eTGMViTilkAKMNmFQEcXPNC2hoGDL/SdolFY1YLWbg5maCdNeQqoFFBeAUsY629HSnwygiJTEJ9Tj+GXdAfS7qo88hrkdXKaMD07h97mKkSS58k1/KMdZoe7kFLRsXxLV8r242VKwT1pU6T1MLfxtYBaAF8K5HT8UTMMpDrpQMmzHBPcOuiSjts+sR66muaIrR/CSE8F1NSskRITLth9MIokV1uc1EvaUArMkntQGOWPR3qOsLCxxBXS2WeyUmCMqC7SACbF17t83xyZTysFAjh1hTBzDYS3szsemXlC09QDxQP0/GDKk6FSQNlyZpjbs5rbwsI3CSnZhTBW04JtYh24830IdgxBTvtGB0U9I92lcI4uQGJ4EG4+tERyYz+Sw7zh4hcMFZ1YdE1xkOAdAMv0BioF25jtIgUuaS0w0zSAY24nkc0EKGh5oiQrCZcldeBf1oYwOzM89K7aUApM4toQYm4Ck5gajNTH4sIGUrC23nlGCpr6EOMXgOSW9R37einoR7CxOyKqGxBs6Q6/wnb4OlkhuZmeCUR5MlQKKFtOd7oXrqi5o6RvkT3FsTzeHbfICtbP0Q7Hzkjj3CNvZCRF4u5DF6ib2yEwpwHxXha4oWCIa0rMFRwH0FWbjEfSepBUNkZgJf92setYmEZvzwAq0mIg+8AWmd19SAj1RWRKCjQf+SMqnzmDIw+903RcdTuz2VLAKYrAfdMgVFWUQ13bFfkDo0gNcodFTDM6K+KhbxuNplEgL8AWJmF1mBpvgZ2+OaKaFtmri6oTMbinZgW3rE4stBVAQdUbBjYGuKnmjdxOLlryI2DokoquziroaTsgq6kXQQ52cMsfRENBLJTlDCCpYANNO3cUVdTBSN8ZqX2ks59eXe+RoJ6GnRtyqmpgqe2IpG4RKeDNoz43GoryukRMtHDfxAdZbRyURXrDLqUT80s8NKeF4IGKCfRds9D7rKc68hYxzh1BT98oZsjjacFVC4cm+O+BNzeNwbFNEnjKtoFKAWXLKQ+0wC2DCPA3XBbRUhqFe0peqOqthPYdXdLJjwNNqTh7Tw/uJcMYr0rETXknlI9ykeJjj6uWGcj1s4KUaRSKu7nLt3xdzySSfbygrUtWrM4RKO+ZRHNpBiytPGDpFwZ9Y1f4x+UgMb0M3dN0qGC7stlSsPNYQE91ARJLe7b04L3J3jo46ujg4zOWyOUMIomIk4qmCRTs8jE2O4HSuHBoRFQIalN2C1QKKFtOS5wjLmv5oZq5odPSAuqyAqBgFInW0cZVUnBN1h75I6R+qh+uqodiELOojPPFeYNYDLVWwMXWAbIatggsffzVEOYH62CsogKtuB5+wXALHM3c4ZCQBBtLH5joGsCpdIw/jbLtoFKw9Swt8VCY4AcTE2fcvGOHrL5uhIeGIL+iANoK/siozYO9QzyqRuhph7sNKgWULWekMwsy960QWdqHMe4ofAy1YRhShhFeK3TvacO7aBjz9SnLUjBcloC7shZIb+9BuLMN1AJq0JSbhoK2doRYGEMrqg4VqSGwDCqB6DpqpCIekTWTGKjPxyN5JVhmc8BbHEGGTxA80ppRV54CO6dUxHqawyTzGW8dTdkyqBRsPQuzTTBTsUF4QjpkJO2Qxx1GZrgnpB9o4YF9FGwtnRBV3IOxyRnQCxfuLqgUULYe3hzq8xKgw149cfWVD7MD7aFsHorcnAyYOceiXnC4QH2yP6lL6jsnoXVohr2CowE7fyjKhnuR5O8N9+RmTK669Po4oh3J8kg9o/By9o6TA82l8IspxPDUIiYHOuDnxCwjAs1beGlZyrNBpWCrWUB9hD0uaYUiOiIQ124YIrB2gL2/CaY4iPVyg4F/HMz0TXFbQgfh7esPfqTsXKgUUHY889MclBdVop8eXL0roVKw1TCXPs6Gb0g8XB0ccO6KJmwzWzGDKdTFhsPYNx85eXFw9ClAipcxTDKZ/YCU3QKVAsoTGZ9ZhF16D7Si25ZjnNAJt+w+pDeMorZnEtzpeeYKrxTKpkOl4NXBXCGR2X2QPzWNnupMGNtFo2l4Fn21+dB+pIFrd6yQyVz7mLJroFJAeSp4pMdf5K1kcnYRHZwZpNWPIrB4AOZJXTCI64BLVi9CSgaR2TiKKiIL7cMz6OPOYXRqATPzPHY5FMqzQKXg+cls5EKHSLxG5EosU7oQVjqIss4JdI3MEqFfYNu0WEh75fF4YKYusY8F9QTli4v8aZTdA5UCyqYxu8BjVzJV3ZNIrRtBcPEgfAv6EVg0gFAiCpHlQ4ipHEZWExflXROsVHAm6f5IyuOhUrC5jEwusO0vomwIAYUDrCDEknZZ3D6O3tFZzNPja/Y0VAooLxVGFEZIx9/JIbLQNYbCxh6kldciurAaflmVcEurhX1aG2prM8Hr8gavw305MVktCEnrWpe4/D6kV3OQWT+KwpYxNPRNoqlvCh3DMxgjWz2U3QWVgpfHxOwiO5pX2jGOeNKmvPP74ZzVy8o70542HEGg7FqoFGwW4y2w1TaAdQ7/oBtOSTRkNSLROt2HYHtrXJLShZSyIW4ouyK6oheLc1ykh7jh6j1tSCiScnUn0hAH111ud3qgDX7OtrgjowYJ1yLMTJLlOdjippwhWZ49vDKaMdZXALkH+rhvGoySrinMjvTCPyAUmS3Pcl/252dxcRHz8/OYmZnB1NQURkZG0N3djYaGBpSVlSEnJweJiYmIiopCQnQQuNknMZ3zMcazPgI38yNwMj7GdPYRLOQexELO+8uRMUrERa0CNpcEf9nH2oWQ8ayHrG8DHvg14qE/P/IBTVAKbIJaaDMMYtphldQFf7KSSyAruMJWLloGptmRCUYcJmYWWWFZHg6lbFu2rRRM9cDX0gLaUS3sU25NOh4q+qB+bhRJfs64IqENSWUj3HrkAL/sVkzPz6AiyQ837mrirqIRbj+yhGdu92MuvrW1MCMEU3OLGBifQ1HbONxy+mCa2ImAogFUdk9geGKelYgFkTbDtJ+5eR6mSHuaZNoVyRjTxkhGx+cxQpbFZJRkhsxL2f5QKdgsxhpgJK8CgzT+yXVD+cG49iAQTVPd8DIxgIwPc2XyadQlBeOihDVKBkaR6G2DmxZp4I6OINLODOrBZRhbs6E72FiMwq4Z9Gb64YKkKTJae+Bl6gAvkQv2DGR6wTCxCUnewfDLr0aWtxesYurxspRgdnYWo6OjGBwcRFtbG6qqqpCXl7fc8QcFBT02DQm3sZD9piD/EHm8OgrGwTilmr8uZzQKIOFRDwkiBs8SSa8GKBBp0I1sg0VCBwIK+pFRN4ryjgm0DfF3ZSzQodNtx7aVAuZeBXq6kA9qZJ/y70HgjOpZDqJdLXHTJpuI5yzaC+NxT9oC8Y1DKI52xU29CLRzZpDnbQE5pwz0zbKzb0umiSTU9U4ilKxvXLN7EZTfhOSqLrR31mBpKA15JfXwTeyAbUgzzPwbYOJXDy23GjYKthV4aMOPPHmcXNQvWCpZPxJJ6B6ZZdNDwjxnwp1awPjMAqaIQDDSTtl6qBRsFgIpuKTmCjMHX+hp6eCctP8aKSAMVUPjgTIsM7pYKTgtYQx9C3doGnkgvn4Ycxu0g/4sf1yScUBRHyMFZpDUIa/jGo2M+iGMNyVCRtUeKsbucPJwh75zNgY28a6DzAFGY2NjaG1tRWlpKbKzs5GUlISYmBgEBgY+cxLDrDGR+S7p+P/82KiZeeL4o3w2JwR/mVwwKsVd0smL5t4TnosrY55LeTdA1q8R2kQUrJLIVhERhbTaETT1T5EVIl0pbQe2uxSclbdj27yBriGOX7JfIwVEMrmtsNbWhFp4IysFZ2/rQdPCC1o69ggp68XUNtuAXlhYYEf7ent70d7ejpqaGjQ2NoLDHUdsONkwiZRCY/I5dmTPVP8+zqgRUReGkXbR54KcVc9HZJbgiqKEiJJBGMW0szFmRvUSO9nYp3bBMa0bLhnd8MjqRSBpj1FlQ0isGkZeM5cI/DgrEgNjL+m2qhQqBZuGQApUQmrQ1tmD0mgPXJENWC8F3HoYMiMKic2sFFzVC0dWfADuKDkjp2NKzJG8S1joq4OpjjbMk3qJNCxgdHgI7W0diHQyhbR9Knq4U+ju6EZVXgpUHSIQ4W6PuwoWsE2owfgz7mLnH2HMY0cDmJUCIwEJCQmIjo5GWFgYu6UfEBDwzGFkQPg4JNAbdfFXMZ/9Bun8N462hQO+Us5fl8tWlbjjUf9Scs+rgfxbNUIxkL8Lwo2smLIbuegnK6E5suVC97FuPdtdCqSc89g2X5kcjKu3nNZLwUQHnPV0oBBQxUrBNVUfZGZE47aUKaLrJ17J0fv8MwcWMTc3xwoAM+JXWVnJCn98fDwr/JGRkQgPD0dISAg7AtjUWAdfq+so9fg9aZ/80bzakAP45F4ATqrkPzbMCF945ooUuJN2JW40b20kveohTcT9vk8Du4tQIaAJqiEtUA9tgUF0G5zSuxFSNICStjG0D82wowxMO2V2hdC2+nxQKdgsnmr3wQI45alkZaCNmMaR5d0Hw4ODcNPWgF5kFUYnhlFb34FRweV6Z7jt8LKxhaZfCabmRX7kvHmURTvjpl4YmjkLmBluhY+NHyJqC2Cl4IKo3HwYe8agZ+3+CDEwK4iJiQn09/ezxwEUFhbC39//pSYx1AictLfIiuWXJL8S/F392NLWAJ8p5rP5XPD3C+UCXLWvxm3SgW9lpIkoGMZ2IJpstTT1T7NbKvT0yq1hZ+8+WMBYUwGUFXThXti/vPugbXga4SZqUHLPweAUF3W1LRh6iTccZGSfOeZHeLwPs8uPEYDg4OB1u/c2SmxsFAwUj0Hl8vfBiWfE4E+Yy/oT5OXv4EuFLHxNhH1tGIln/h57lI+wjBUpcE3rYkfqhGEEQPT52oibLq7sAREHZvegU3oP21aruibQOUw+99RjTrukrIJKwWbxBCk4r+wCV98gqBu7wDawFBNzK8cUjE9OIC/MCTcMYtBUmYyHyu4oG2YXg8oEZ5y4rA4Nm0C4BiUgubgeaQlxcPUJg4GhGSxi6zA2N420YE94xNRjfIELf11DKBp5wCwsD5zZjYfAGRngcDjs8GBqaio7EuDn57clCfL3QG3cWbJS+TkWsn68Jj9h/zrYq+IT+bxV+UqjCFedanHTvf6VhBGEB/5NMIrrQEIV+e66J9mDFikvj50qBWdkbeDoHQJdCxeYeuZhYHJy5ZiCkVnUp3vjhpofqmtyoCBrjayVXe6bAjMSwBz709nZiYqKCvaA39jY2HW78542/v5+MNK4BYmTryFc/8eYSPkNEYP/RJ7Pe/hS0gNfMNK+Qb5UykeIiBTYJzSuGqG7K/JYXMRNf9I8TO77NkIjrBW2Kd3sbghmFwQzojA7T3cNbgSVgs1icRqdLW3oHOWfdz8/Noj65kFM82bR39WJyupGlDNp7mMv/MPcHXCkvwcN3aPEYHmYHB1EXWsrkt2s4ZY1uLyfcbS3nT8fk7oWtPUOo72lhX1e1dQFzjRTcQG97R0YnOTPxOlmprehe2QK4n76zD7Dnp4eVgSY3QLMkL6vr++WJz5YD+PpvyYC8D2xcXO6j6NyeavytWYxrjrX4gbpoNeG6bSf5bnYuIkpIxE3L7OrQTGoGWYJnYgpH8bgOL3mwstg20rB4iz6OjrQMsjfxF+YHEFDYy8meQsY7iNb48J229TNbqliiYfx4T40dAxjZoFsuU9y0NDcgiw/B9iS39Cz7urbCGaXQHNzM3vwb1xcHCIiIpZ33b1oPNzsoXDjbcif+yaK3X5EpOAX6Iv7DRRV7uPjBxn4VD5fbD5TyEdw2ooU2BEpWDsa99QhbU9s+RPCtFdG6NWIJFgndyG+chidHHqXx7VQKdhmLBFB2OxRLmboULjvMDc3l11JMFvr4jrqrY0PamKPEwH4D7GJ9DqHIw/yVuWkUTm/495mYaSBWenYJHejtncKY3T0YNPYtlKwSbxom2dOBx4fH2cPBGZEn9klwHTg4nbbbUacHUxx9/gPYXj339Eb9X3SVn+IRKc3cfy+J44+zMNHYvKxfB6CRKUgvhG3SJt5lWFEQcq7EQYxHQgtGkTP6Cx75VXRUy73IlQKdjnMCqOrq4vdamD2C/r4+GyrRAaYYjKdWbH8K8m/CMJ/nB7wMQ7ez1vOEbl8nDavxHXSCW/n3CMrGgeyAixtn2DP66a8GLtdCp4XRvSZET/mGCBmtwDTYa/dTcdkbflG9UQjFADR58LHPt6e0FY4AckT/xdh+v9O2up3MJzwAzxUvIMjsll8gZdbLfMfkueBqStSYEukgBHp7RT5wGaYJzIjCBx2F8NevbIjlYJdCrM/cWBgAFlZWQgNDYW3t/e2jK+PB+piPyIrlv8/yf8UhP841f8I3pPOW85hhUKcs67GVdd6fkgHvOrv2sfipj2u7kbZqN5j5mfk4L5/M2zTulHSNi74V6E8D1QKVsO0bUYGMjMz2bMDhJ311sUXznYmeHjtz5A59b/RFvJvpL3+O5Kdf4uDd8NYgT8kuyLzwuf+KStSYEOkQNyI23bIXc8GaEW0I6hoEHW9U3tu5IBKwS6DOXiQObgoIyODHUJkOl4vL69tndhAdYykMscR/BPJf19Oadif8K5U3nKOKBfhklMdrpBOd6eEEYe73k2wSOpCZfcke1MoyrNBpYC/C5A5TZg5c4A5ZZAZ9RO/S26L4uMDE+3buHv8m7B98D/Bif9fmEn/37gudRsHpHPwngwReZG8T8TAV0QKVNzS142wbbfc9GiApE8jdKLbUUzEfmx6cU+ccUSlYJfArDSYSwzX19ez+xQ9PT13TPy87VEdfQgzmf8D81nfWE5N5OvYJ5m3nI/US3CZdLQ7Nbc8G+GV2w96QOKzsd2lYGlxHh11ZUjKKEBKdZ+gdAbtlVXIKe7ABPN0bgQlecVIK65HH3NEIWmvPW0NaH6K8xCZUwk7OjrY4wXEdtCvKF6eblCReh9SJ/4fxJn8D0yl/g8EWr6B9256413pPOwnYf6yj4kY+CSvSIGScwqukY73ZYeR8qcpEy0XN50RBK3IdmTUczGwy9svlYJdQl9fH3uVQWZ4z8PDY0fF08MVSYEy4KT+B2YzvrGcttjv4+17OWzekczFMZNKXHSpxyUS5q9ohGXMX9HHotNFn6/NRtPElT9uOUyE08XVY+TAOL4LqXWjGKcHIz4V210KJluL4RmZjkBXR5x96IoG7iQqc7LhamqISw9DwdwZYbIhBerWoXB08EZATicmu8qhZx6I3P4p/kI2gLl2SHp6Oiv64o7JedVxdjSHxOlvQ/Xyf0dr8DfQGvGvuPVACm/fTScin8u2W+bvu1K58E5akQJFIgXiRta2e24TsTeO70RBy9iuvQwzlYIdDrO7oKWlhT2P2M3NbcfGz9MS1dH7MJ3+30i+waY99js4IhOLt+5lk5VLDs7Y167rZHdiLpGVCzNq4J03gJk5ej/6J7HdpWBxios+ziTqUwNx4549quYXMT7CRVOKJ64ohLFSwCmJhE54OXLCQ+AUlQIvY3dENo5jo21OZtSPuZkYc+2QtcfhbLcYql/BrS//B+zkvoHhxH+Ck+FbePeGP96WIEIvCNN+vZK6BZ+OLwVrR9LEhWkr4spFs7aOuHmetkyYx01j5EDCpwmOmX3o487tuosiUSnYoTC7C5hjB5irkjFD8K6urjs+kT5KGEn535hM+wabjrj/wAkFb/zjThbelcnBBdKh7raohbejvm8Kc8zlcCli2e5SMDfZhwBrG8gpGEM/NAe9k/zywRw/XBVIASZa4WLpDDUrDxhZusDYJwUFpbWo6+RA9PpijOQzlxdnjhsQd/zNdoyLoxWU7v0DN774J6RafwPN4f+Ci5KSePN2Kiv0b93NJmKQDa/ELsGnBFRcU9mRtJ2eBwEtiK3ksMcb7JbDDagU7FCYGxQx1yd3dnbeNXF3tUFVxJsYT/kGxkjaYv4Dxx964u+3M3BIqQDnnet3XZiRg0dhbUiv5+7ZU6CexE450HCmowDyUopwKuEfJ7BKChgW59GYmQCjwBgEmNtC2doXei7RaOHyr1rEHEhYW1u7444J8vRwh6XxQ0ie+S6UL38DVb7/HTa6f8O+WyFE6DPZvHU3E14JneznZNDzzlg3gsaEEWVx5UweN+1xETffk17naV5LWI85kNgpsw9DE7vjWAMqBTsQ5iJEjBA4OTntusT73sRQ0v8EN/kbaI/5d1xUssXfbqXjqEYxzpFOdDfmoksD5IJakdn4sm52vbPZ7lLQU5yA7G5goiEDkhIP4VHJ7xzWSsEUtx6uxoHI7W6Aq7I9wsrqYefmh+r+WfZgQuYyxMwxQWI7XjFhj8cRU/6kPGm+jaavLRd97u7mAg25j3H76/8OD7VvoMz3/2D/aRW8SYSeyT/uZMBzjRQIO9XdkCtuDTBN7GIvXLYp9FbC1CYUla/gbGYqBTsIZpcBc+ARc90BR0fHZ46DgwMbcdNE87g6TzP/Rnmaed2czVAS9jY4Sf8NnbH/DGlNLfztZhq+NK3AWdKB7uZc82hEQs0IvY/8Gra7FMyMd8HdyBhSSkbQjqgDb24MOdFBeKhkiHuKRlC0j0bNAAdpPp4IqxrDEvmvLt4DEkR4XRLr0Dc5yV5unOlkd3Kcnawhc/kXuP3VNxBv8Q3Y6P4X/nIllpX6N2+nwyN+RQp0iRScJ53pc4e0F7GPxT3fqOxx5cI8afqa3A9sQV7L+FOP+i0N5uPaOVlcuG8IKWUd3NGMRB1nGrzucuibBaJ8TFBxC6FSsINgbl7E3M7U3t5+18bB3gbRXjeIEPw72qP/GVIamnjzXgaOWVXjDGmgy3ES+St8LPpctPxxz8VFdFkb1X+aOhtFdN41kfDjr1T2+qVWRdkpuw+eBy6Xy5415O7u/txhDtQVVy6ajeo8ad6nnc78ZWKsI4EbX/0vqF37BhJs/xnvnlbFX4nU//1WGpGCDsGn5kuBuFGz3RBJv2ZElnMEn/TxLA3m4eYdfYRWM0MCHIQYGkHWPg09o8PIy8hH09AUmioaUVlZjJDoFCQVV6Eoqwhh8Tko6WTmGUd5WjY7LSSpHF1jsxhuqkZSeiFik1MQX9gJ5u4Oox11iIkndeLzUdU1hkVOK6ITy5CSmY/q/vFV98ihUrBDYC5pytzT3M7Ojo2tre1zZ+0yHrdM0Wni6olOE1cu+pj5K5q1ZcL6ro4GKA/9I5GC/wN5bXnsl8/FCdtanCadJhtHwd8nPRctZx4/aT7RPG7a2giX/SzzbJBzLg14FNGO9uFZwb88ZbdKAXO/gsTERLZTFXfg7dPGxcVFbLloNqrzNPM+bZhlOTrYQEliP659/g0YS/0TtFQO4g/nQ4gYpMBdRAqswotW5HgX5pJbA2KrRgSfdmNWSwHQnR+Aa8quKKwqgbqsJkIqBxBsa4cbRoGICg/EfRktGHilIcjRGg+dszEwO4XmsipkZKTBUNccNmldqAqxxTVNT4THBkNSwQH5Tb3wsbKFfkAqPB1toWCfip78cBy9ogfDwBy0jUytOgOKSsEOgDkiuaCggO04bWxsliPsRJmIK1s77WkiWv9xyxCWiU4XPhYtE1dXdLq4MhsbawS5SqA16l+hb3QNh9ULcdKhDqdIp7sXwsiBfEg7vfqhgN0oBcydSpnrDwg7090UKzNNSF36JW59+d9gofgtfHJdE/91PRnuce2CTw9Yh+SIHSnbTbnr04ycJrJV/phRv7VS0FMcghsKzsivKBKRAhM8CmoEt7sReuomCK3sR3dpGGS1fFHRQ6abmuKOkh7OXb0P5bAWIgV2uG+Xgu7uEsjL6MEzJg/yqg4o6BtDZ3kKZLQ8UZMSgNMP3FDEWb+OoVKw3VnioaetCQHuTnCyMoW9lQUba2srEuvnipWVFRtx056UJ827dtpGdUWXI/pXGDsbIxQHvQEz8wv4SK8EJ0lnuZdyxrkBYWUcuhuBsBulgLnyqLgzcHZDHB3soKd2Fde//F9QvfbfcfPmIfzXpRC4xbYJPj1gFZy9bpRsN4Y5gLimh2yJb9CMV0vBBNKdLHDPPAatnVWrpEAjrBVjPc0w0DJDZM0gesoj8EDTG+nxUbgh5Ym6yV74WBhClZUCe8gyowE9fCnwjiuAorIlUtpH0FIQDTmDQDRkhODsQ0/+MQuzHJQWV6OHvfQmlYJtz9LkKPrCLVFpfB0VxjdQYnKbTaHJXRSY3EOOqRQyTWWWk2r6AEmmD5FgqoBoMyU2kWbKCDVTY+Nnob0cDwt9uAviaGkMB0tT2Fiaw9LSclvE3+k2nJ1O4XPTSpxwqGdzXPD3cY8fVyaMcNrj6ryMMK+3UVbVJWIgH9qO5kF6v/fdJgXMdQiYi42JO/tmt8TRwRZyt/6Oq599A7JX/gPvnNODa8xqKVg7QsbI8OMebzT9afM884iGmV804uqszTki93pxXRsePMxIwZXzDyGl7wFzRwdI64WhuJlsDIw+nRQU1ZZBQ9IQ6lZuuP9AGapR66UgsmIYsW52kDNygYq+FWxiajFRHr0iBZxSKMlaIbOf/56oFGxzFrprMWpyDCP6n4oNR/8zDOt/vpwh/S8wSDKg/yX6Db5i00fSa/A1m26D48vpNDixnHbDkySn0EbSaniaTaPhOVQbXmJTYXgFxUY3UUSSZXxvOenGkkg0uY9oU3lEmCouJ8BUDf6m6vAy04KbuS4bZ3ND2FqYCGLKxmZNrC3MlmNrqQ8dG2N8bVMrthPd7Tnv2oDQMg7m9vj1C3aTFDCnHjL3MGA7TjFn3+ymmBjI49pX/4K7x/4bDn/6Plyil6/YwEoBI75M1na2omXCx2vriZtPWL7RtI0inOdZ53vaCEf9xI4WLEyhq6MHrYJ0jQg2AhZnMNA7AO7MArjDQxgYmwNvfg6DA0MYm13A/MwYegdGMbMwj+GePjJvLzq6+zAwPocZLge9nAnMz0+jr3cQpAhzE6Po6CSv0T0I7vQCMDuOzj4yP28G5REecE7rwbTgqutUCrY5E95yGNH98CXn6JaGo/sRevU+Z9ND0qp/fDnVBueRb3gT8cbysLG0gYJdGI6RDnKvRjKgdc8fdLhbpIA5pbi1tZU9fU94evBOzrozh9ZOt7OFhsIZXPrs/4dzn/4LbDwTBN+EQArI73uvRDawDY0DT7751XaASsE2ZnG4C1yjzzGqfXCH55CYstUZ1DmKMoOr8DE1hL6lD+7ZpOO4fS2+tq/b0znlVI/s5rFdcwnV52G3SMH8/Dw7SiB6xs1uCHNwsIWFBUxMTKChoQFVVVXIy8vj7t27uH7lBM5/9i2c/+ifYOEYJPgmAKeIXLESvFtz1qUBERVPd5riq4ZKwTZmrigEXO33wNU6ICb7N8jT1nuabLSstc/X1hX3XLSM/7hP+0MkG8rA28QAClbRuGuTgZN2VWI7x70cx6w+8PbwAYe7RQqmp6fZGwitPeNmp4Q5ANjAwIDt9OXk5HDv3j1cu3YNX3/9Nb788kt8/vnnOHr0KI4cOYKDBw/i3XffxXv7/4pjh/8d59ZIgWdsPo6R3/a6DlS0jHksjGidlx3R132eiFnmccd6aER3sjdQ2u5QKdjGzMQYg6v+NslbmxsNskwN5q8ga6eJPhcNO59gXtGyVdPXlAuej2jsQ7fmEdRon0CSgRT0zD1xxYZsLdhV42u7GnxlV0uzQaQCWvb0WQi7RQqYAwzFdbb803DX52nrPU3WLos524fZujc1NWW38A0NDaGnpwd1dXUoKyvjwYMHuHz5Ms6fP4+vvvqK7ej379/PhunsD+x/F+8feBeH33sXnx/ajy8P78fJDw/g8ifv4dYX70Pl1EFYXz0C37tHEHjvb5D48v+skgKPqGx8Zl4kVoJ3a656NKG0Q3C3rG0MlYJtzJS3DLhqfxPJX0X+CiM6/XnztMt5tnojam+iUfMTZOjegJ+hBozMXHDZJk9sx0ezca54NO7pmyXtFikoLy8X22E/TYSn8jIRN11cmC17c3NzGBkZscP6ampqUFRUxP3799mh/atXr+LMmTM4fvw4Pv30U7bjf+edd1bl/f37cIR0/Gc+OoCrnx6A9FfvQ/HEBzC9eAh2Vw/D4+YRJMseRabcR6h89Al7sPOIwRer0qB+CLLH/m2VFLiFZ+CoXprYznO3hjkbIa5q5PlutTzdh4ToVIREZ6O4fRTzs9OoK84hz1MRXdbLHrDYVFGKCPK8uJt/sOJ0XyPS6ofYx88ClYJtzKTLNYyp/OkF8mdBnlQmmsdNYyKcLq4ev2xA7S1k6FyFnbEp5CzCccU6G1/Z1uBLmufKScc6KgW7QAqysrJWXYvjWSJ6qu7aaWZmZtDV1WW38B8+fMjfl3/9Ok6ePIkTJ06wW/off/wxO7TPDOszW/trO/9DB/bh9NH9ZIv+Paidfh+Wlw7C//ZhxEkfQaLMhyhQOIpy5Y/QqPYxOjQ/xojep0+dDs1DeHh8tRS4hKbgkGqUWAnezbFI7sbkrOAw/6dmBBnuDrhjGoOM3ErU909gqCYbXvEFiPFxwgVFD1S0t8LLNwjBwT7QtMrH4EgHPC094d9ApWBXMel0CWPKv3tyHolE+Q2Rx0+I6DzC+R5bZ005KeM8+hO6Vd5CtfonSNS5AX0TJ1yyzsEZ62Ics6kU28nRPHs4k/zb6+5FdosUxMXFrercxYUZ0mc6eWZI39jYmB3WZ/bja2lpsfvymWF9psO/dOkSu4XPdPQffPAB3n//fRw4cIDt8Jmh/Q/IFv6h/e+Qrfx9+PSDffjy0D6cO/ourn+yHyon34PdlQ/gffMg0mQPo1n1Q7SofYh29aPo0vwIvVpHMaB9FMO6pPPX/Yh07CJ/RR9v9HdNerQOQWGNFLiHpeADpZBVHSbzOxd9LHz+rH/Xlolm7XRxdcRlbV3h86edXxi92A6MzzybFPC6iiArpQffin70DYxigj0lcRw9vYMoCHfDHQU/VPY2wSMoGgV5cXikEYKg8HB4xNdj8jk2JqgUbGOmXa9hXOnXgvxGJKJlwsdPytp5N4povbX1+c+5Sr9Fm8o7yNY8DS89FSiYBuKUdRG+sKmmeQk54VCzp69VsFukIC0tbdV+fGYfvuiwPtPhS0pKsgfvnT17lt3SZ7bwDx06hLfffntVDux7Gwf3v40vD76Dsx/uw5WP90Hyi3chf2w/dE/vh+OV9xB8533ESLyPcsVD6NE8QjrtDaLzFGU6h1f/3ahc3LJIlE/+31VSEJGch7clncV2nLs5mlHtGHtGKRitSsbNW2qQt3CGrJwJdMLLMTrShVBXd2iomcEgJBudnDEUJsfB2MId5l7BMLLxQ3hSPjILGzD8jMc2UinYxsyEPsKYwuskv3rl4Sj+FuWqHyFN4xzMDM2gYuKFC1bZ+NymiuYlRzaIHmi4G6SAucPpjRs32A7/9OnT7LD+J598sry1v2/fvnWd/2Gytf/5B+/g9qf7IP3FPhic3Q+bS/sRdPsAwu4cQKr0eyiUex8VCu+jTfUDDGquP91367L21OOV51pnvrVKCsKTcvCPO7ZiJXg3R+M5peDWbVPkTsygPM4PF7QjlkcbZjtycV9KFe5l/GsgLPVWQs/UE67+ITBxCoOJvikim5/t+ghUCrYx4xE64D78FckvVyL/S4ySv0yYx6umbRTBPBvWZ8qFdQQZefg6BuXfQIvSWwjUkoGqsTuuWKThvCURAWvSWdFsWZR9SrCwuHdvjrRbpMDTwwPvko7/3bffwv533sIBkvf3vYUP3n0Lpw6/Q7b034HWqXfhePldRNx5F3myB1ApfwA1igfQ8ugA2kj61N/DoMZ7GNXaWbG59MPVUpCYjTdvWIjtOHdzLFO6MTX3bG15cbgGenJq8K4aQVaoJ2RtMlCdEYn01hn0l8TgppQ6QuoXwVvoRYSJG8Lr+5AVHgqnmGqEORrBh72W8dNDpWAbM14UAQ7TQcv9/An5hSDipolm43ocUt4l/wdUK+1HjsoXCNSUgqRpOD6zrqR5hfnUshw2EUXsnTL3KrtFCqpSI6B18m24X3kHYbfeQZbMPtLRvwuu5jNEeM0P4eO104UR1hNX50llwsePK2P+CiOsI4yYcucrr62SgtD4TPzxrDo+MSvij4itlWHhSJno843+bjRNNI+bJix/0rTH1dkoovXJY+/cXsxvcB+Ex9GaEQxFbWsoOsSirm8KU6Md8LYkz0mZXXonqTGHlvwUuCQ1svWHG0tgY2ENPftM9LIlTw+Vgm3MZFMhOqV+hmHZnz4hTJ3nqzfw4FcoV3wPEWpXYaBnDimTYBy3LMSnVhU02yCHdVLhHVcI3h6+pOFukYKZiiRwNd55QoTXAhEpUxdEtGw5YuqKPhedvmqaoHy5bM1y1k1fm42WKz6ht36+Tgp+f1IZHxnniZXh3ZiPTQoQUdC67S9ERqVgGzPH6UHjvZ9i6P5PNjU9D36NSvl3EKR+Cw+MfHHLNBqnLLLFdko0rzb/kHBEZHIee938vcpukYLZ9goMq/wDXLW3RCLu+doy0aydLq7uRtPFPV77d6Ppa7NRufjE3v0lIuKzBd8EkJpbit99LY8P9bPwmRXpNNelYoO/ax8/Tzaa/0nLfdbXZeqvzPOJXgoSi/hb8tsZKgUvi5lxtHUOYvJZT0kVYWFyBFWkMbXdew0DMj967nTc/xWqHv4daUqfQVfXBJdN4/G5RTE+syzFJ5blNNs0h7ST8dsvpJFTUiX4RexNdosULI4Nou/Rm+Cq/m3Ppd9dAsMjK/u2s4oq8ZtPJXFQM0GsDO+2fGJRii/UApBZWCH4BrYvVAoew8LUKErzshGaVo8ppmB+DJUFBajsW3OOx+w4qkvKUNYzLiggNKbgqqwDCkYFz5+TOpUDqLrxA3RL/BB9Uq+hX/o19u/j0iv9IzTI/h4FDw8gQOU6zLS0cNM4gohAidjOh2b75WOyEvnrDXO89fVtVNWv3HJ2L7JbpGBhgoNOnY/AVfkLxlQfkydNF+Zx9Zhp4qY/bZm4PG09MZlyvy34FvgwUvCrI9fxnkqE2E70uULajdhyYTaa/rj5nrRMYZ5Q75BWEj6+pYGyGjpSsIOlYAlDTQXQl1fA0cvmKBxbAibaYKepBbs8kc6fYbQTzkYWMM/sJHMJmBhAUXkLOPOC589Jg86nKL7yfdTf/D56JH6AXskfsH/FpV3qZ0iTPwo7dXk80HfHLaNQfGFeSDqYMpodloOaSfjZgbP46LIcmtq6BL+GvcmuGSmY4qLd/DwGFP6AsUd/Eskf1zx/XJ5Ud6Pp4srXlj3L+3i2TNqfE3wLfBgp+OWhKzigFCpWindb/nrdHF/dUkZze7fgG9i+UCnYCN48yuIDYOQeCnNlbRim9oMnlIJcLkaaS2BsaAIZDTfk1rUSKTDDTRUD3FU0hXVMHSY41dBTt0JSyxDi3d0ho2gENdtQVA8PI9HJHdLKhrih7IjIij4sPGZ3caeHHIqu/ABFl76LplvfQ/e977PplHgNjZK/QrX075D74F0Ya2jgilEUjptl4XPzIrEdDc3OyCH9DLz+qSR+/PYxXH2oj/6hnXHL1ZfFrpGCmUl0uMqiTfYNjCoRMVDeII+Yv79fXy4aYR3275psOL+4+mvKxE0XO03M8tfNu1I2YXxU8C3wYTrHv3x+C/vk/MS2AaYjFf4V93ht1pY/bb2NyoTlG01jIpz2uDofm5fifZUo/Oy987gsp4tBzgsOHW8BVAo2YHF2FN4W5nAhW/+tiU64pp+A7hG+FNikdiHKzghKfkUYnOpFYUoJkQI9aES3oDnHDw8NQtDQXAZFGV2EZtVAV88OLnElGGD3Osyjr6EGKanpMNfThaJ3OaYeM5rQH2uD4qs/QP7F76Lg4rdRcefnSJN9H57K16Gg7YBzRonkh8f8+Gh2Qw7rZ+GP53Xwk3dPsVIgrWmJEe6akak9xm6RAt78LHpCjVAt8Z/olftP0lkylw7/7VPkSfUElykXO01cnlT/aac9/WtO6L4j+Bb4dPYO4P3TknhLypX87kvFd6i7IB9oJeH1j+8J2rIVZudecOh4C6BSsAHT/SWQui4PCR1XWBga4GsJCyRW1bFSYJnUAT9jU1gmN4C9VpTI7oOWNVIQU8NFeVEGdOW1oOqVguKyEhg/soBddDwMtLSg8AQpGCkIQ/G1HyL/0neRc/7b8Lh9GBd0Q9nzez8yKxUf0sjElj9NXmTep8njlr92mujzJ72vZ627to64eZ60HHERzvM0866p86FRPv5wTpsIwWl2JcJE09IDs7Pb/x7sL5PdIgVLiwsYTPFApcRvUSfxK4wo/Abjinskyr/D0syE4JsAevqH8PGVh/jrDUscNSXrMqYt7LIcNsjCH85q4Sf7TuFn+05Aw8Jd8Om3N1QKxLKE1iQ33FYLQV57N1raa6H3QBUWQUkwI1Jgm9aNeBdbaAcXo3ukCclRBRtKQUhOJwpqGlBfWwRdDQsERcZA4q4dCoa6EWhtADkiBV21GTCxj0bDiODlReCWJ6Dk+mtECr7HSoHdjQ9xWCUUHxoXrupQaHZ2jpoUkRWINn687yR+JBACJmYugXv6dESGXSMFvEUMZwUSKXgDlXd+hVapX4Cr8CvSab6+KsylzdeWvYxs1euwUf4teGODgm8CGOKM4qKsDv5yxYT89sm6TEyn+lLCtLenKRPmcdOEEVOH+Uy/P6NB2jN/xO/X75+FvXe44NNvb6gUiGUSOUG+cIxv4p91QKiI84dDYDw8XH0RXTeN0Y46uNhYQ8UoEFW9g4gPCkdY1SB6a9LhHJiN7t5muDr4o7BtGCkhgXikbQtr/1IMg4NUD18oattD29QVHjkNKE8OhKlHPnpnBS8mwnRXLSrv/xEFl4kUXPg23K+9i8/kXXHgURQx0Rxi2cU4alZCs1ND/v3eU4vHGyeUycrjOH701tfLUvDbw+fhF5ks+CXsXXaLFDBM1OWgRv4tVNx5HZW3f44WiZ9jRP6Xq+4zsiuj9Bss9tQKvgXS8YyO4aaSEd44roQjBrn8jnWX5LBeJjtCwLblt/ht+fcfXkJYQqbg029vqBS8cmZQm5eLRjGjBAwzvY2oUXqHlYLcC9+B/5W/4oScDfYrheGASjQO6WbgQ+Mi0rkwHQzNTss+hRD8+jMZwQpEEIEU/P3zG0jM2gtt4PHsJimYbCpCncpBVN59HRW3f4bymz9Fs8TPwHn4i9X3IyEZZco2ul8JyYb3M2HvY7J+eRvVXVf+rM9Fs9E0hV9joW3ltzwxNQ1lY0f855dyOKSfLbZt7LR8yAi+egI7QsDsMhCVgv/69BqyiyoFn357Q6VgmzM33I0Gw69ReOX7rBSEXX4DF2SNWCl4VzGUJAwfaCbjQ5Nimh2Wdx4G4eeHruO1f4gIgYgUvH9aakec1/yy2U1SMN1djyaDY0QKfk2k4Ocov/VTlN34CZruETGQ+wXbme/KyL+OubKVf6e5+XmYuwTiVx/dJhs2mWI72Z0WZj38yw9v48fvnBRpz/y2/I+vbqGhhblHwfaHSsE2Z2mBOWLZYFkK4i/+DDdl1JelYJ98CPaRzmW/ciQO6WWxowbiOiCa7ZEjRgU4oBqDN06qsvsbGSHYSAq+uKGI/qENhpD2ELtJCuZG+tBme5OVAmb3Qfmtn6GUSEHJ9R+j/s5P0H+fkYP1Nyzb8Xn4S8zm+wu+BWBhcRF23uHsqXofaKWKbSs7Jcx6901JN/z0wIUN2/KBU5IYm5gUfPrtDZWCbQ5zcNJAkjNKyMoj9+J3kHLhh5CQVlqRAgUiBfJB7FYnM2rwvkYiOxwn7sdL82pzSC8bf71lR7aO7pKVx1fLQrB2RcKsRH76znHI69sJfgV7m90kBYvTY+h0lydS8JtVUlBMpKD42o9RfuPH6Jb+KTgPfr4qTMe6tmwlRCTEloufT9hRry0Tfb5RmWietIxVz+V+iZlUe8G3wCcwOhW/fP8ckYIUse1lJ2SfQihf8N89LbYtC6Xg0gNdwafe/lAp2AFMdVajWv0Q8i5+F5nnvwsZKTkiBeEiUhBMpCAQ78gxCWB/qO9rJOOwYT6OGBfRvOIcNirEPiJsb5xUEYwOMEKwkRTwVyK/OHAK0al5gl/A3mY3SQEr+fEOqJL5Eyru/GKVFBQRKSi48hpKr/8IzXd/jMH7onc43eEhYjAVYyD4FvjEZeTjD0cvYf+jKLHtZjvnsEEe/i7hil8cvvHYtiyUAveQOMGn3v5QKXhWeHPobMyFuoQpXLNaMIMlTPQ0ws3OBvceaEA5uBYzo+3wsHGAjJoF/IqGsbgwi8r4ANhkP+udrfkwK5LucGMUXH0N2ee/DZ2753FQMZAdGXh3jRS8/cAfb8v6kb9+ZFoY3icWzpeDwnU/7JefV/Gaj8tWvR/+6xzSz8UB1Vj89pgifrL/DF4jK4oVIXi8FBy5cH/VhU4WZqcwOMhBP5sRjE7OsZfUnq2Kh7RhOBpWTgHfdewmKWCYqM9F7aMDRAp+uWr3ASsFpI3nETHIv/JDVN34Ebolf4JBGdKpMoIgDNPJij4XzUbTNigfElMmtu7jXnOjiM4j+zNMhqoJvgE+yTnF+Mun1/APGe817Webhsj9If0cdh37n1/JP5XgM1Lwmw/OYpCzc3YDUil4VibaEOicADPhxYsW59FZV4aK3ll0JDjhgrwf8ivyYRqaj+aieBhaJ6MsJx4a1inoESzieZhsr0SZ3N9YKTC6fQKHFf2x/zFS8JasL96S8cE/7nvjHYVQvKeRhIN6OexW66aHdIJPVbZRnqXu2jzr6zzLe92o/hOmHTLIxdsPg/D7czpEBs6JrDjWRvyK5JcHTiE0Pl3wL8+noyAI56+o4IGeMzSMLaBgHIvawUnMthXBPjAXXTOCiruQ3SYFvLkptFpcYqWggkgBc6BhyfWfCKTgR0QIXkPu5R8i++IPkHPxh6i88Ro6JX5M5ED8rdB3Rn6KcS8JwTfAp6iijt3X/pcbVivtaTuGtOn3ddLxJpGXN06pibTfJ7dlRgoM7H0wP78g+NTbHyoFzwFzt7OVKxougdvbhBBvf6gp6MAmqQ3DAzWwsnaHvokVtG1DYGoXipKuFzvIhDc3g64w4+ULGB2V9+YfV7AsBUECKQhgxYCVgvtECsgP+U1pT/xD2pvtqParxOID3UwcMiqg2eQcUE/Af912wBunNfHTD67gh2+KW3mIRrAiWV6JkJCVCHNRl8Hh1ddIZ6TgprI7ikjvPzfeCRcdA2gGlZLfWhOCQtPR0j+I1IhCpGXFwNLJH8H5ZYjxCoWlXwoquiewuNCLUFLOTLP0L8DI9ATKM3MRHBkJW48QRBZ2g7lMRkdBPL+OdxpqBiYxUJUPr8AEuPklo37y1VxZcbdJAcNwmid7ASPmtMSym0QKiBgUXV8rBT9E5oUfIIMk79IPUHvrNXRL/ojIASMIOy9cx0uCT8+nvqUDn1yRxx8vGa8T61cVph2LPmc2pN6U9MBvvlLATw6cX9N+RSNeCvaduIuymibBJ94ZUCl4DlZLATA/M4mezi4Uhbnglo47CrpnMdzfj8baari4e5H4QUnTDJr28WiefP6r0830t6BU7h8IuvInfPbQZZUUMGcgPE4KmB/23yXdyV93/IOU71MMxXtaqThomIdDhvnrOjiapwj53g4a5JLvMQV/veOAnx28gh/tO40fkhUDIwSPl4KVlYioFPz5k6uITM4Gj7f6dyIqBViYQl6YI24ZxaKlJhXSD6yQXdcEMyVdPPDJRlqYD25J6MEztRJ+dtbQC6vA2Nw02htaUF2aAVU5HQSV9CPMzgT3nVKRkxyIB9p+qKwsh4qSGYKKauBuZYmHnsWojXTAx9LWCM1twcQCT/ButpbdKAWzA62oVXyLPS2x7OZPWSlgjisoXJaC11gpyBJIQfr575N8DzkXv4/amz8kcvAa+qSZW6n/SGwGxJQJy8VP22hZ68vFzb+2TFwdjvkX4M2u7OfqHRjGaUkN/OZrBfHt6xXloEEe3tNMxh8u6OOXR+/gx++e5bdnse1YmPVS8JN3jkPT0h1zO+B+B6JQKXgORKVgiscDd6gPXLKZNdeWiit39RBRx6jCNMoCvWEUkglfOy/45HcgwNEMcQ3PP2LAXia1OAYJsgfxhbyTeCmQE0qB34oUyHjhTSm+FPxdwg1/k3DF3+45468kb0p74R3FMBzQSMYHullsgzhkSBrHng0RJLHlTBgJyMd72mnkOwvH3+444fXPZPDa28fJSuNLQfgy8DxS8Kv3zsDBV3wHt1YKckPsccs4Dq2rpEANruXz6C1Pg7SKC6qHR1EY6QIl+wy0tlRC6746pNUNcPqCNFxy+ogUWEE3qgZd1XGQVXFFUEAArqoGYxCzqErwx0WDGFSHO0HKMgEd7E0+Xg27UQqwtIShFDdUSf6WvYCR8GDDVVJwabUUpJ77HpLPfg+JZ75Lnn8XJVe+j5Y7P0SXxA/RJ0UkYZtn2OQT8CaGBV8AMDTCxYX72nj9UxkxbW1rc1A/B+8+imbXh78/p0va5DFBexZp02LbsTCr2zKTczJaGBjeeacUUyl4VqZ7ER0QCjnpR7ij54Gw0h7U5sbC2TsKNoa6kLRPRht3Dh2l8TCxS0P3zDQKiRyoWvrCwNwHpcMvZo2Ls5NoDjXDCRWPFSlYdVzBein4h6gUSIpIwV0nsoXrxA55M4//LuODt8my9qsl4H1GEJhOkIbNe9rp5LsJxZ+uWeA3x5Xw0/cvCVYWwhXHmhWIIOJXIExWpEC4ErnyUI+9/Ks4RKVgdqwVtmr60A2rwFBr5lNJQWGYC25qJaBzqBqaD5XFSkF0RASuP3BCzfg4sgKdIeWYi5oI8lcgBdNDTYhPKUXvFh/UuCulgDA/0odW6yvsBYw2lIKLP2B3IfCl4PtIIVKQRKQg4fR3EHfqO0g+8x32ZmnV17+Pjns/QK/kD7dtBg0OY2G4Q/DpgcmpadxQMMQvPrwlts299JANoP3MLr87DvgdEYGfH7kpaMMbtGex7ViY1VLw20Pn2WMmdiJUCp6V+XE01DSitLKeTX3fBGYnR9FYy3/ePsJ0+osY7e1E6zD/6K9pTh+qmJsitXHY/bYvyvz4MKwjS/mnJZKOajOk4L9u2+Mvt+zYMOV/Y3YzkOUwW8QHtFLxAWlAey3v6WTgb1Lu+O0pdfzi43v46cGr+CHZgvjBuhWHaERWIiTiVyBMVkvBkQuyqGtuF/wLr4eRgnMXFHBTyQwyGsZQ9yhAL3cGM11PJwUtLbmQuaQGSTL/NQlZuOaul4KC5mGEW+vhupIxLqs6IqFqCI1RLstSwKlLgLJ2EOrEe8tLY7dKwdISD6OlcaiWf3PlDAQiBcxpiXlECnJEpCCDSEGaGCmIPfltxJAwf1PPEkG4+F3U3fweeiSIIAgjKfL4Rco3irj6YsoGdQ5gXuT+B4uLPCgbOuDnBy+zbW1t+2M67rVlz5vlZenn4h2y3vzjFVO8/rksfv7hbby279Rj2rRIexbbjoVZkYLfHDwHQwdfwafceVAp2KEMcKdhHlmBI2qRIgcbrkgBewbC80jBTVsSG/z5hjWJFdkytsSfrlsSm3bEm2SZbxNJ2K+RzIrCezqZeF8ve10D3El5nzltkHyW/eqJ7EjAX++54I3TGnwB+Mcxkq/JCuMrdqUhGvErECYiKxES8SsQJvyVCHMTpI8uy6G0ukHwLyseZtfR/Pw8e3nYufkFLAiPOSAdy/zCInhLS1hYWABZz5Iifhlzd0UemW+BFDKPFwTzMstZJPMvLpJp5C/TOfGXAfAWFwSvwX/Ovu4CmR8TSPf1Qlo7WS7/lbeM3SoFLOS7H84OQPm93whOSxRIAckqKbiwgRSc+jaiT3wbkce/hQiS8GPfQtixbyL2xLeQc+E7qL3xPbTc/j467n4fXfd+wMrCq0q/2t8x25Al+OB8rNxD8Pqhi3hHOUps+3zevKebif2aKXhXNQ5vyYew6zOmXb/2zkm2Xf+AtMGna9Mi7Xm57YoLvz3/+oOzMHHyx/ik8FZ6Ow8qBTsUZiXfOTQB84hyfKgWIZAC5riC1VLAnpa4RgqYi27wpYAvBo+XAgv86ao5/siE2PUfLpuQvyb483Vr/FXCBW/e9yWiEIZ9j6KxTyWWLwukQX5gkLuuob7qvKebQYQmiXT+YeyuEubzMtLzm2NK+NVnMvjx/nNs419eUfz9i1UrDdGIX4EwEVmJkIhfgTDhr0SOEiHIL6sR/KtSxLGrpYDAm5lEh5ciSu+8zpcCwbUKnlcKQr/+JkJIgr8if0kYQUg78y3kX/wOKq9+F823vofue9/f8vQ9+gtmalIEn5qPs38Ufn34EtsmxbXZp8l7ulnsbgBmGcyGC9Ouf39BH7/+Sh4/P3yDtFdBm2baM5v17ZnJE9uz2HYszNf4+f5TMCZCwB3fGZcz3ggqBTsY5gj1jsEJWESW412FNVLwgJEC4RkIfClgzjzgH2y4cqDhxlLAFwN2pEBECv5IpOAPl43xh0tG+P1FQ9L4DNnHfFkw48vETTsiDOQ1pDzxD/J+3lGKZIXhXbI1zggDs3X+snJAO42sIJLxtlIEu4L4K/m8zEgHs8/wN8eV8foXcvj50bv4yQdX8NrbJ9jdAezZAsIIVyBMXlQKxK48hPkax26poLSa3vDoSex2KWCY5/aj3VMRxbd/yZ6WKJQC5loFwtMSGSlI3UAKoogQMGKwVgoCv/wPBHzxH/AXJJg8jzr2TSSe+iZyzn8L1Ve/g5Zb30XX3e+99PQ8/E9M5QcJPjGfiKRsvPHhFXZdIa49C3NAOwMHyJb/O0pRpF37428y3ux66XdntfntmtkVcPQO/1Rg5sBftj3z2+FmSYH4dswPs8tA39Yb4xM7d4RACJWCHQ4zYjA9twDT8FIcVQvHvoeMFDB5khS4iJeCW3wp+MsqKbB4jBQYsFb+u/N6bMf7u3M6eOOMNt4gjfWNM1orOcv8FZZps/MxIvEHsty/EIn4MyMjd5zIe3IlW/He+Ju010rICoPJXyXcyfuzx5+ZLXzy/pj38gZ5zd+eZk5rUsSvPr+PX3x0j105MAcN/ezQdXY3wE/ev4Qf7T+HH717hj1l8LV3TrHDiK9KCpiLE91TNUNr5/Nd4XKvsRekgLRkzI8Nod3nEYpu/4p/sCErBSvXKmCl4BwjBd9bLwUn+FLAjBaECaSAGSUIEpEC38//Az6f/V94ffp/4Uni9em/w4f8ZcqYOvEnvomMs99E/oVvo+76d9B08ztovvUdtN3+LpuOO99F511GIJ4v3Q9+hckcH8Hn5ZOQWYg3jlwiW/WKbNv+I1nX/OGSMX53hlmPaJFyBfzyEylBu75L2vUt/PTQNX67fu8iO7rHtOkfMVcXZHYNvMUIgbBN89vhcrt9CVLAHA/0X59dQ1hCFmZmX811PDYbKgW7hMXFJWRUdeOubSrefRj4nFLARCAFgl0IrBRcew4pIA36t6c12YP0/vOkGj8nVInVP8JvjimzQ/a//lqBbfTMMN/rXz5kt+Jf/+IB6dxl8avP7rND+r/8VJqsFCTxy48l8YuPJfALZsXAdPof3ia5hZ8dJp3/4RvLAsBsKfzkg8v8FcZ7F/DjA0zOEyE4+xRSILJVwWSDlQcT8SsQJisrEXFS8KePL8PeJ3zDswwo69kbUsBncWYCHX5qKH3w92UpEJ6WKJSCZCIFictS8B2xUsCOFjxBCjw++Xe4k7h9/O9w/ejf4ULidPTf4PDhv8H+yL+xZd5EHMK/+r+IPv4fSDr5TWSe/RaRhm+hgKTk0rdRdvnbqLrybVRf/TZqr32H5NtovPGdVWlgwkiGxM8wkuYm+KR8mAv7/PEj0maJuK9q26TzX27XjAQI2zWpx2/X5/lCsJ+061coBZ9dU0BKTrHg0+wOqBTsIuYXeWgfGIOmXz4OKgWLSIHgAkbC4wqYaxUQKVg52NBRRAwYKRDuQthICkiYXQaMFFxkpMBgtRQIRgmWpeDUdpMCIgRbLAU/f/ckLshoITJp9YFWm8lEcxFsXAJg6ezPJqx8CBP9HYgMIs9dghBOnmNmEKmRMbDzjUNxN//smJ6qHMTXcNjH25G9JAUMC5Oj6Et2Q8mDf6w+LVEoBWf5UhBPhIARg5iXJAV2JDaH/w1Wh/4VliQWB/8VZh/wH1sd+hfYHf5XOBz5VziT+i4f/RvcyPxu5K/nx/8GDxJ3JuS5K4kLWa77Z99BRbCl4FPy6ekfwl8/v0Ha7eUXkwKB6POlYKU9M+1wud0KpUD4fE2e1J5FZeB3Ry5AQd8OVfWtgk+ye6BSsAvhjM8gprAVF43j8I6s74tJwfXtLgVkxfE8UkCEYCukgBle/M3Bs9CydGMvZMLjvbyrAi5MjqClrQtNRemQf6AIg4Q2xDo7wDgwEyUJ3rio5oHMnBwYeKciIyYY1n6lGGothJpOIIrGtu/Q516TAmZXwuLMJDgl8SiWexvZl3+0XgrOiEjBya2VAlMSk/f/BUbv8WN44F9gQKK3/1+gu/+fofPuP0Nr3z9Dk0TjnX+G2tv/DFUSjQPfRJavueAz8hnhjuPvX9xk2y3btj98NVIgvi0zWWnPjAwwNyt7++vbCIpN2xXHD4iDSsEupq2fC92AfHyiGrKFUqC7TgqWdyG8EikgK48NpYCsQF6SFPyILO/3Ry+xV2wrr93Ka5/z0FYQDxlZB+R09cBFXw9O6a2YmK2GmoQxAmJTYOgej5hgXxg7hcHa0g/p7dv7aOm9JwUrMNckafVRR+7t3y5fwEh4VcPVUrByBsJaKQh8ASmwJVJg/RKlgOG901IvLAXCXYIvSwqY+xi89dUtKBrYgzu2i29JSqBSsMuZmJ5HUmk7Hnlk4qCCH18K2GsVPK8U8E9LXJECwXEFjBScf3lSwArBy5CC5f2PmysFV+T0EJaQieGRrT12YHFmBDGu1njkWQDu5CTSA1wgr+MOBx833CBSEF3RgbyUdHgFRcHC2Qc2biHwCIhBZFYdhrfpYMFelgKGhSkuelO9UGV6CWkXXluRAsFxBY+XAv4ZCKJS4C0QA6EUuD+jFDBhpMB4k6TgnIw222757fpFpGD9yN96KVjdjoUR35aZfIU3Dl9kDwzOKqpgr+Gx26FSsAdgLmwzMjGDrKouyNgnrZECkqeQAva0xC2TApLNlAJm5bEFUvCzfcfxxQ0lhMSlszd7eRWM9dZAV8EAnvmdmF/iYXJ0ADWVdchPDcLN+xZI71hk63VmR0PHNQweNm6wDM2Eta0Lcrs243qbm89elwKGpcUFzI70oSvBBdkSf2ZPS9wsKRAdKXAmUuD4GCkwF0iB6ROkQPsZpOCmkvG2lIJf7D+FU/fUkZZXhkHO6ruW7maoFOwhmCvRzcwtoKihB+qeGfhczR9vS7utkYI1FzB6Jing70J4ohQcf7wUvC5GCl5o98FLlALhdc5PS6ojPqOAvW86c5roq6IyxAo3DcPQMMpejhDjw/1obO1Etr8jFO1y0MeUDZXAUjcU1VwO4u3cYBdTCEcHV+QJDjzcbuxGKVia5qKth4NpvqM9NczVJ6f6mlHnKo9Mqb8h/uwPWCkQvYARc0VDVgpIhFLAHFfgx0rBfzx2pOBxUmD5kqRA3cLt+aWAadcbSQHblp9NCl5/7zTePXEXd1VMUVbbiPkF0p4F73OvQKVgjzI1O4/ylj44RpfghlkU3pJwfklSoPEYKVDcBlIgFAKhFIisLB4jBb/YfxKfXpWHkpEjAqNTMTH1Cm8jKEJ5UiSi8trAHiWwOIuG/BRYuwTC1j0BTWzhLBqzk5HYwN+tMVCbB2ePEISmNWG7niS5XaVgfmwAednZiMtvB6tTcyMozs5Hw9ob402T8vwyUr6yf2a+IgIXFH1QNS4oeEaYG6ON1heiyl4amQ/2I/bMD0SkYOUCRmulwPc5pYA92PAlSYGTf5SIFDDt+jmlgLTp55WCXxEZOHVPjb3CYnt33ysV+1cNlYI9ziKPh44BLkKy6qDiloKPlbzWSIHIpY6vmLFisCIFItcqECMFb2yZFFzffClgVh5iViDM0ceHz9+HW2AMGlo6MLsH9jG+aranFCyiqyQZKrKKOCblikpGuLh10JNThd/am+MNkHJVU/jUcgUFAG+0G/kV7eAuCAqeB9JxzU+MgNtSjo5kT2TIHWDFYKOrGrJSQCJWCkhWSQHJVklBbHo+fkba7otJAb9NP4sUMGcTHDglATMizQmZBejo6Re8o70NlQIKC3ODnKmZeVYQ4goaccc8EgcfuGKfhAN/tOB5pODMS5YC4YrjJUkBc8ez198/gz8cvYT3TkvikYkTuvsG2QsPLSw847gv5bnZjlKwNDeOtEBvWIZGQ/+BLpwKOOAJpaBmEQNVmdDQNoWSSTDKaqqJFBjjnoYhbivZwCe7DZP9RVDXdEFeZy+CLR0gqWwMHfcktHL7EWhsCyklQ1xX8UBm+4pIPA7mxlXM3Vi7skJQYnkHcdd/h/AzP0Lw1996rBSwYvCKpSCjoJy032sbS8HBF5cCRgCYK4kyu/r2n7wHOT0b9p4jwyNc9iZhlBWoFFDEwtxZr61/BHH5DXjknIgbRiE4KueCv1wz3/5S8P6LSQFzp7OPLslBUs2cPR/5cbc0prx8tqMUTA93wNrUHhEVAygOsMB9+2wMDPOlwDuvG65GBtCObcQwtxMVaTlECrRgk9OL4mhXKNmmoqspG9L3LZCQkQ9ZNQeEkXbGYQediJhXVSA1NQm6KurQjOpgX+9ZmRrsRGOkLXL1ziL29l+2VAp0n1EKqhvb1kjBLfFSwLRrRgoE1x55khT8dN8J9sJIRy7K4jaRLu+wBKTnlwlelbIRVAooT4Q5e6GfM4Hc6na4xhRBxzMZd02D8dYti2eTgpOvUgqIEKyVAsE5zb8+eA4fnJVhTzuy9ghhTyWsa+7A1PT2PPBur7EdpaC/Lhm3bjyCvLEnDLW0cVrJDQV1FawUuGW2wVrTAh5l3WDHk4S7D6r610lBZv0QcnNSoCKjCZ2gXNSU50JTwQqOkZFQVVCFxnNKAQNvYR6z3EEMVGaiPsIWBZYSiJF45/FSQMJIAXNaIisFJM8mBSTPKAWdfYP43ecSq6TgZ8y9S55RCn7+3lm88eElnJJQh6qpC3wjkpCaV8pKx06+lfFWQ6WA8kwwIwiT03MY4k6iqWsISUUNMPBOxnV9P/zjhin+67Ih/nxRD384r4PfMzdB2iQp+MUTpIDd77iBFPyU5GfvncfP37+AXx28iL98fgtf3HyERybOcA2MQWV9C7s/kbm62sIi3S2w3dh+UrCEQn9ryJrGoKi1C9VV+VB5oAev+CRoEinwye+Fl7kVzFIa0T1Qj7zYjA2lIC6nAdmNnagpSIaGvhviIwJxU8YLlQPNsNXXglpkG9qKY2HplYnuF7hmDnPWwtwkFxN9bWjPDkOhgzwSlb+Az7EfwvOL78Dt02++MikYHZ/EwWtqYqWAufXxz4kY/OLwNTa/JPnV4av49ZFrePf0fZy9rwcVMzeExGehtrkdDa2d6B/kYHKKCv3zQqWAsmkwxyX0kBV4SX0HvOMLoesejzuGfjiv7opjCvb4TNYaH0qaYf8Nfbx5SQt/PqvG3t3w6aSACIEYKXj9ozv4z0/u4Lef3sVfj8tg39mHOHBeAUevqeCUjB4uyRtD0dgFbiEJiEzJZa+1TtlZbD8pmECMqwf8strBXNmBNzuNrFBfuEcmwdHWA2mdwFB9ISzMLKFtE4PGrk74eYQgpW0EjfnxcI0sx1BPNezsw1DV2YNwd08oaDrAJaYGXAwg1NIZ8uS5jpkTfAo7URDhDbvQCsHuhc1lergXveWZKPc3QYLaCUTIHETQzTfhc/4NOH/xwy2RgvHJadzVdsQXkvr4QkIPp+VMcEHRHBcUzCCt5wwlM09YeUcikHT8iTmlpPPvwPTs9rymxm6ASgHlpTI7v4BxYu2d/SOoa+9DKRGG5MJahKWVwC8hH7ZBKTD3TYCuSyQbLccwKFj4Q97cj8SXHzMfPDTz5sfEC+q2AdB1CoGFVzQcgxLgFpoMr8g0xKQXIae0FkVVjWju7MXsHD0zYDewHXcfbBVLvEmUZ+ejYwvOF2VOw5sikjDcUonOoiTURLsi31UDCbpXEal8HH4334HHxb/A7osfr5YCEnFSwFzV8GmkgLkfSHc/h2SYzdQM7fBfJVQKKK8cHm+J7cCZTM/OYWxiGtyJqQ0zPTNHjxjeQ+xlKXjV8BYXMM0dwsRgNzjtdRhsrkRPVR5acuNQFuGMogALpNk9QipJrOE9+D/4Ev6yX8D3/hfwlvkU9pfegu3Ft2BD4nDtPZTF+wmWTNmuUCmgUCjbGioF2xPmOIUlspXPW1wUZAGLC3NYnF/JwvwsFub4WSSPeTx6zM52h0oBhULZ1lApoFC2DioFFAplW0OlgELZOqgUUCiUbc1OkoKl2Qkk+zvinpw2LhjHYnRmAd0VWdDW0sM9RUNo2GWgc7AOVgZWuK/rjLgaLnjzM8gM94NvyYBgKRTKq4NKAYVC2dbsJClY7CxFbP0EOFVpkLyrjMCKPkQ6mEMlqAI9nTlQlLNDZGQUtMMrUZ8eARv/HFQkhULDtQBUCSjbASoFFAplW7MTdx+M1mRA6p4uYjrGUZEYABl1K+iaWOKRSxY6G4qgY+wGfTM7mDj5Q88yEk1j9AA8yvaASgGFQtnW7DQp4I33I8TRDA9dCsBdmEdTTjTuXZfER2fv455JLNrGZ9DX3YOasiJYuvgjwMsTMo/MYeSbjR56IT7KK4ZKAYVC2dbsqGMKeBNI8XPGQ6t4tI/MY3a0H87aRrDLbMYQpwgyt4wRWjaEpcVxpLq6wz45Cy7ajggua4WriwsKOqcFS6JQXg1UCigUyrZmJ0kBtykR588p4L5pADwDYxCSV48we0soGXnB3tMNcjqhKO8bQWNuGMyY4whmJ5DmaAdlqwAYO0eggUuvwkl5tVApoFAo25qdJAUznG4UV9Qtp7Z3DOPDfahinlc2oKl3HAvkv+GONrSP8gVgcrATpcy0bi7m2BIK5dVBpYBCoWxrduKBhhTKToVKAYVC2dZQKaBQtg4qBRQKZVtDpYBC2TqoFFAolG0NlQIKZeugUkChULY1VAoolK2DSgGFQtnWUCmgULYOKgUUCmVbQ6WAQtk6qBRQKJRtDZUCCmXroFJAoVC2NVQKKJStg0oBhULZ1lApoFC2DioFFAplW0OlgELZOqgUUCiUbQ2VAgpl66BSQKFQtjVUCiiUrYNKwQbMT/fCSUMLd5WMIaVsCK3QGkzOLqI9JwIe+X2CWjuAxTkUh7lDN7AIgzNLbNFkWzlc4ksxMcdjn/Mhn60qH5FxdZgQlDB05JLPm9crePYymUSuVyAyhxYFz7sQ5J6Pqsos6KjqQULZGPe0nRGY34X5xSWM9lTDQk0H98i/z0MtT+T2z4P/6V6MkfJ42GR0C569CNOoSM1EYnEnRG+Gy1uYR2qEHxKS02ATX8XeQS8qOhb1g4+/P970SD+iSb26gc2/j94Sbw7NxWnQ1zQiv3UTaFono2l6Hjzy3/TEFFb9TF4BVAoolK1jT0tBQ980StonVqV9eJadNjfVDX+bQNSyPeQEQp3sYB9dh9GBTtT2TYDLGUZLTR1y8ktRUtWBxuYGZOYUo3aAmX8WXXV1yCDP03LKUd3Vg4baXtRVMc+LUdEl6HYXJtFcXYN0UpZf3YbRcS5qWntQV1aN5oEJskp+MrzBNizUZa0KSMcjZH5mCIEmRlCyj0N+2yhbNt5UALPQPHAnZ9BRX8m+p6z6PjSXZMDLLQlpxWXILqnDwBT5JMNd5PNOYXZsGBUlzPsvQXFtF9o7WpDDfr5SlDb1Y0rYlz+GiYkJdHV1rcr8vPC9TiDV1hWJ/cIFtcHdKgMlxVnwjysBd54RgSqYmXkivY6D4c4q+PskoXMaGCyPg75bMfif7jHwSOXhlPWZHxFUIE8LQqEX3wruiODft6AYueVNGJom31XzABprSshnrkZLTzdKCsuQVd6MwUnmPS9hrL9N8J0Uo3V0EkUxiQiMykRafgmp14TBCVJviYfBrjbU5adAL7QEszPT5Hvoxsj0OOqLytl503Iq0cKZxthIH2qrG5Bf1o6JWX49ztTqes2cGf4bfwxtvVPIq+asSmXLmGAqMNZeBEPLQFSQ3+4SbwF5IW4w8s1EdV0xDJRN4ZrdhIHhQVQ3d6OmrAatQ1NYmB5EvuCzlneOkd/ZFBoq+M+zi9sxLlj2ZvBqpGAeHdUVgu+5GBm1A2zpFKcX1R1D4G2GgW4ivNFu5Fe0g7sgeD4/i27SvobXNMylpXE0V/WCNO1lZriDqGvvw+zCZn2oRQx3dKJ7XNi2p9HeOADuBFmHFPK/z7T8SjQwKxjCIlkP1hbzy9Nzq8GuQp+B2WGyTu4nbfuFWcBwVx96RqZWbWDwFhfQ0dKITtL+arq5ZINxAs2t5Lueefwa+mnrbcwSpsm/TZngOysk/26Tgikvkz0tBcYJ3bjl1bQqHrn8xr9aCkhn0V4BD49oFCYGQT+xCZXZsTC3DEJARBL01Uxg4hODwEB3aNoXg0MaQXNJCSJi0xAWHg1rH28oyFjC3D8GYaEB0HLKw9jSHNpLs+DkHo3gmCS4ewcjMjYBj7Q9EZhQgMouLmlaT2Yu3Q0TekdWZWlypZObaksnHWYB8uKi4J3bzq7MhFLQ1VgGO3NveJL3GV3aSd5zPHS13OEdnQZPbx8Eke+iNz8EejGNKMtKhKNfNMJi05FW1IT6hmrEMp8vMgFOPgko7hh/osQ0NjYiODh4VbhcrmAqIwWWULAOgLVLIIkz5A2SRKSAqTOH6oRQOKWQjrhDRAqqEmHkUoSVT70Bs91A3p/WZ6xQUEEoBY2ozouDjp4n/Mi/r6tXAKJKquBp6ALH8FR4OHpDw8AZTuHxsLHzQUh+N6bnexFq7wPXUPKdxAbBziUFYcEh0Db3R2BMMpw9/BGU1oqp2Tmkh7rDNzSGlYKp4V6EhIahuHsQpSnZZF4yf0gozP2KUJAdDn3LEISk1YNDOiOmXlEXqZcqrBdGflOlq0Z2xOES3YHjqkWr8tCuRjAVaE7ygkZY4/KIxnBrGdz9wpGdkwWNhwawjK9Ed2sB1NnfZhFqe7uQ7RcI2yDms0bAyioaiZnpsPAIZ99XTGr9kwXtGXg1UjCKUENTmAYzn5FIp4krwiuGMNHfjoKGXiy+4tGTtXQkOuGenj9iGviyNz82gPDQEOQzDUSExYUG2KnFoUPwnGFquAfF9R3kN7xZUjCFfN8AhNcLfwU98LJKJVJZDCtjJ3hEpME3OBS6jjGo75/CzHg7HLXN4RCWhlBXV5glkvcimPNpGMwNgH5yj+DZizCJvNB40tY7iR6swFuYQ0N1OSqz4qAdVom5CS6qauvXCdda5iafrt5GLMwOI9bPB05+CQiLSYOtiQsCijrItzuFirR8dGyGB4lhT0uBdmw3Lrg1rYpTlngpGO9tgX9AKHLjBFKQn4HotBZMzcwgzscRoRUc0uDqYKkcTbZxl7BIVqJKWmaQUtTFmQcauHXNHgXMFuViF9zVQ1AzOYQIIgzJNWSrg9TvqciCm4cTHmjGoEv0F/kE5lNsMaXx91VZmuAIpi6hIsQKriWTmKjPgoJnHhaIFQiloDDaE04ZfYLOYJFIQSpcfQowTLYYuuuy4OlVjCZGCkgnWZYeBjlZa4ST9zu/sIjF3hpYmNtCSskAlx7YIaKi/4kS09DQAH9//1VZLQWO8CpqQ2NLB0k+LM3T1kgB0J4TCbukBiIFZdB9oIJbisZQ8shC1/D0k0dWZsmqMPc768PNFlQQkYLMRHiElWN8kfle0uEXmggHy0jUTfDAbciHgXsSeianUJWWhID4OgzXJ0DFtxLT7Jcwi0g7PRg7xMI7sQ4zPB56q3PhHp6FgfENpKBrCgOFMZBUNoaUghZOK4QgPSsGbtF1mCTr6rnRPr4UdJJ6RSL1FMMxyL7zjbENa8dR+cJVkbCsFkwFqmJcoBPbLnhGusOOWviGxKBtjIMgU3eUMP9EI+XQNYpHN/P5ekugaJ+KCfZ3Oo9iXyuYhMVBQcoMbplNGJ9dXLWl9aK8DCmo652CYWznuswt9/ajiDJ3RQ5rmovg9OTDWDcM5dVEmFJr0d9Xi0CHEBgYG0NBOwQxmZFQUjaCdngds32HytRoqDL/RsrmMPGLJb+fIgS7W5HnxjAMKsLQ9BKWZkeRFRGAh6RMwcgNuU09CEvJQZCNI+zjmpa35nl9jZhyl16VhZZiwVTC0gACdBiJT4NPSAU7SrMsBR1TaErx5/9ebOPROlABCynS8brYkfdihJDqGUz11CEgtRyDw6MIcWB2IRlDRi0Eea15MGQ/gzEemYSieoz/rzo3N4fU1NR14XCE6x1GCvzJsodI3XmSDrhbphApKIN/YDp6Z8g3Os9FelgwPEnb4Yx2wN8+BPVkXcubKIeJdhKWd+DNkEeVl9ZnqkVQQSgFbWioLCdS4Q5FDWOo2oWhenAA0X558HMxhqSSC8JzmF1k5mTDIxwV5E0wu81qs5h/N2NIPzJBbNMYckPj4OHmBll1UyjYhKO8ZwaLc9PIT41FfEwUXwpIW0xIzUTTcDs8tC3Z70dK2R5RdYOoJ+3c08kXGtZJ6Of2r9TTEanXMLrcPuzD26DsULMc88BmwRSyWqqMwyOnTPTN8n+THRUpsHEJQbifL65cfYirhkHIryyFc2g6PK3cEFHai5mhCmgK/s0s4howMjwIf1v+v6m8bjRWWvnG7GkpeBTZhWOOjatind7PTlsrBdW54bAnnWpdhkAKCvOQlt+F2bkZpIR6Ir6BGdhpgh0jBRNtsNMPQtHYLBa5bXB0tMa96+6oZZfUCx+VQFRMDiMqIgoJlYPg8RbRXpwOdx83yOunYIit93TMJZhgSun1VVmaECxhpgkmquaQ07AgMcW162bIJg1bKAXFsd5wSOkm298MTOeXAX+yUmG2NXobc+HlXoAGRgoShNsVU8jxdccjHWcY24UiunYAi9McRAdGIO4ppKC2thZeXl6rMjoq3Jp40u4DYs4zg4jw8EVIQQ+Gl0cKJpDsaAWfsoknvj5mW8HL+ca6LHFTBRVEpSAVwQl15BPz0FqWCb+geNjbpaJngYfx5kKYh+ZilAhhDVOPkYLGJKh5lYHdkzA/hkBbE1i4RsM9roaIwiI6SrNIp5aHockNpKAyH9pqkeRTk8/ZXwJ1w1ik58TDJ7EZzA6CZSkQ1Gtl65VC3SjhiVJgGtSGfVIFq3LVqEowFRgqIx2YYzbYwxWWeGgsSIFnGJHD+dVSoGeejmFmhv4yPLJNwggjaovTyPKwQ0gz82QWNUkRUCQr4NJN3Ip5GVJQ0DaBy+5N6zJL/n35iEoBM4Q8jxh3C0QnZ8EgtBidLZlEWqPB7IXJcTeEsmsxOJONMJP3A6tbs+NobmpGaWkp3NztcO2iCgyTSTuaHUCoZxxyOzjsyJyjXxE45Ksb7iqBk5EtlDXcEdO0eufLYlsJJjXfXpWFygTBVGC6IR1KfqWY7GsmMheF+uHFZSnIyk+Hjn48OgV1FxfqoStti9R28g80Vg5D43S0tpbAOjSb/LuT34FzFlr6xsAOGpAt5L7ONpRW1iMxMhBWwTXs8PUM+d0HBASsS1+f8FgrRgqccUfJRLDuMcRFBSIVIlLA0F+VBdfofPQNtsPN2AkRBfUoTouBZWT9yjD5VD2Q99r6TJQJKgiloAVlSSHQcswEZ2oGFUTqg1Iy4ahhiTjytfeVJkFW0Q1VE6PIDYuET3oTBvvyYWKewI428nidcNS0hI2zLzQ9CzGzMIvajDi4hJdhdGISSaHeCAqNYKVgdohITGgUKvtmMcPpYb+f0tw4KOnFICkxGFZBpRglwszs1hBbzzBpeR3/wLYOnygULee26Uq7bIhzgVo0s0bgM9bTDP+gcDSNjiDUzA2FzKpztArajzxQyvxkZlpho+2FUnY7axRxVk6w8guAjkcOWgfJ+vEpTX1PS4FCSCs+s65eFQvSSTLMTXXBQd0Qpj4x8AqKgTExtKKOcQzlP4UUzI0SC46EvX8UXPz8oaBjCIm1UkAstZuIgJl9INz8SV2XcKTmZ0DL7NmkYCbWEKMPfroqQikYKY2BNmlgfGZRFWQLg9ShZSnobCyHmZ4d7Mjn889r3VAKdKIbUJ2Xyn4PHgHRsPMJQ1RkEuy9w8l7D4WasRcSnkIKqqur4eLisiojI8JB/42kIA1GJs5w8o+Bo1corEKy0Dc2B47IMQWc+mxYemSiXzCasBFLpNFMpn1jXRZHX1wKxub6EGrpBBNv8nvx8IFjeAmSkkjHb+wBd/9wWNn7IbZ8iHQ6G0hBUxuCXP3hQL5jRx93PNCIEC8FjW0IFqknqxn9RCkw8m/G3+9krcpFvZWV6uxUB0LdfWDvFgPPwGhYOYcho5mDBbLFG2drCYPwIrQ15a9IAfmFFHl7QcuDfFbvQJg5ZyCvJJ39fTAxdw1CnXCjcRN4GVKQ2zKBE06N67KRFCwuDMDLxAnJWQIp6ChBSEgN+X0A9fFucCxg1tDd8FQOQjURpcbMFFh4hMDNNwQaRsa4fNEGaWTFzCw3mchiYtMA6cSC4JbH70gnh7oR7GIIWdKB13BWG9ViSwEmlX+7KgvlUYKpMygJ94CcoS/5twiAnKYLYurJFrpACmJD/aEbu7JVvXr3QQsclCNRIZCCnqFOxPtHw5v8G/qEFKKuoRguTgFkPUZ+EzaOMBVIwfT0NHx8fNalp0c4hL/R7gNRKVhAc14SXCJLMDBMNqLUjWDiGQJ10l6qRFeAUzVE3P/fdcHEyi6/FSlIRijp7GfIshuIDAVGJcKWvC4z9jtWnwOj0EJMzU+jXFCvtzgc6oJOd4nIcKybFvQtV3Yf9Fdlw42I/DB3AylobUOEoy/MyPfj7u4KCc1IJGXEIzC9jd3QWpYCUi9StJ5O/PI6/q55DQ5IFyznon6lYAr5NaX7QDmwTrDRRtbnnbXk+4tD+8RqKdA3S+Uvr7MQUq45zCOWukg72KTXIpasO32CYuEfWfZUfcueloL7/vU4YlKyKsbx/AEW3uIM2siWbVE5P3V9/MG8OW4/WoenMMHlgsOdIYbJA2egB0PsfqMpdDYNsvvDmHpllWTe2ibUNbejvrpHYL+z6G3qxzhjbbMTaG5sIsuvQ20bmY88b23nLP8InoaJKD30S35/VXjj/G6COSiqa2TlqJ25kV72cyxMcdE+wGWHATsb+Z+vlLzu1NgI+vrH2QYxOzWK3h4upsjnaBkYR1878z5J3Yp6NA5MY2GCQ7b861FURYShpR+j43NPHDKuqKiAra3tqgwP87sZsroiHX03hueES5lGT8cIxsaGUVcl+HeobkUvl//tzM9MoK93GMwxPIukofd1DzzxYMfF6VYMJXxjXeY5K1Iwzx1gD6SbGOGgf3iSvKslTI8z38sQujo5mF1aEnx/o1gg//ZsvSFSj5SP9bXz3ydzYOLsAsZGRtHd2oLSilpUNnUTcSAvQFY+I+T30jswhNaBMfLeZ9E/MICxWbKsfsH8jUTQyO9oZHQIveS3xnRTPLLlwtYjH3hVvWbSAbDvfGP0fRrwp2spq3JGa2WlSpZOPkc/qtj3Xoe6rjH2N8Aw2t2CorpO8lsfIb/NkeXjDnjjA4LP2oh20omNMPXY57Wo6BTuEtocel+CFGQ1ja3bIGAyMy9eChpT3fHIvQQ9ZOv2iVIwy0E0kefE2gHMEUEPdDPBhbVS0DyIpmL+SAEz4tJfkwVba3do2a6XgoUmIqBrxH++NJw/cbwL7r7hiE4rI999JULc3GCT0ICpUcFIQV46dAwS0MWv/VgpGGKHuXgYI7/PcGsTGPvHwjWqlv2M5dHuMBRIwdTUFFxdXdeFOXCYz5OlYHZsEJ7Ozogs7sXkmHD3wQIGM/yg7N+wPFLAm6wWK/K8sXxBjeeXgsHePJhYJKKLGSkYrYWJnhuROD9oeRVhZnYaJbHR8Eiuwfj0BlJQkwtto1QwY8vjtcmQ0YsSLwVr6xkmLHfO14wqVsn6Sc0SwRSybu/NgZaWP6oZwSbrl4IIT9hEVGKMt4EUMCMFOt4oY7bqpvvgZ+qJ5AHGwHjg9nUhyMYCCU9xYtWeloI5slXArAREw5zutpNYIlueS7NTq8L8gLYjjEAxZxuIZmlL3ysPS4sT60L+J5i+O5knv/Pp2cVVmXnV5xk+Ay9DCorbxnDbs3ZdVkYKxpHgYIV7gv2zMm557PpisrUUbik16OurRTLpiJhVbltOBEKqmPHbAURZJaGZiORYcylMTSwhpWUJdWc/GKsEoGiE6V7HkR+eibzOUSwRsYr2cWX39zP77Kt6exAamoMW7urD7+c7ysAxOLQqczXJ7DRuZx2i0goxyN9mwTh5fyYhBZgYHUZaSjIq+6ZREGjHntLLHFPQNliPQLts8McnuhBslY7GbrIFmlKGsoQAwX5vY0i75bKjF4HONuzzh24RSExqYTd4Ntp90NsrPHV5BpWxCUhrE+4GGUS0XyGaOythpW3AP75B0wHeeT1Y5C1hdrIP8UHJaCOfgbcwhBjvWDQLrGBxqhmc3D+sy8LEyhb1SEUCXPO7UJ+fj5TiTrLZtYj2ymIkZuQhgLwu06cyp2G7pxDpI3LdIKxHBKE4ypv9bqQfOSOXSFt5QSnC3Jwgq2oMDadYNHB4/GMKUmKQlJIGp9RGdtQuPiUDjUMzqIjxZD+PpK0nnOwzkV+cg8TiHlae57gb1HPMI2rIR8WlFic1CpZz32blc2FpHi1lqdBhT4s3gYF/OUbYY16WUBXjDgkT5piCErh6FwqWt4T5hgzBb9YG7lmtKI/3Wf43VfAtIRsybMXHsqelgEKhbH9ehhRQKBTxUCmgUCjbGioFFMrWQaWAQqFsa6gUUChbB5UCCoWyraFSQKFsHVQKKBTKtoZKAYWydVApoFAo2xoqBRTK1kGlgEKhbGuoFFAoWweVAgqFsq2hUkChbB1UCigUyraGSgGFsnVsaykw80tGbVsfDQ3NHk5maSOVAgpli9iWUtDey8FvT2mwb4yGhobm518qwye+QLCGWIFKAYWyuWxLKZianUNifi3C0stoaGhoEJVVgY6+9bdeZKTgvVsmkDIJoKGh2YTc0vfZflJAoVAoT8M5VVf87bIeDQ3NJmbfDSOEpJYKWtnmQqWAQqFQKBQKC5UCCoVCoVAoLFQKKBQKhUKhsFApoFAoFAqFwkKlgEKhUCgUCguVAgqFQqFQKCxUCigUCoVCobBQKaBQKBQKhcJCpYBCoVAoFArLC0lBQl4NPpSyxDvXDWloaPZwvnpoj7yqVsGagUKh7FReSAoeWobgl189wm0DXxoamj2ay5oe7LXYxd0lUUjPEJfdiIjJrqShodmkFNa0C1rY5vHCUvDHs1qCZxQKZS/SSzr8J0mBkXciuwHB1KOhodmcMKN0mw2VAgqF8kI8jRRIGPvjLxd0UNHYRUNDswmRMQ3ET0i722yoFFAolBfiaaXgzSv6gmcUCuVF0XWLo1JAoVC2H1QKKJSth0oBhULZllApoFC2HioFFAplW0KlgELZeqgUUCiUbQmVAgpl66FSQKFQtiVUCiiUrYdKAYVC2ZZQKaBQth4qBRQKZVtCpYBC2XqoFFAolG0JlQIKZeuhUrDXWOJhYWFxXRZ5S4LJa6YtMuGBP1WAYBmLbPkS+btmHpGwdZbE1CHPha8pDp7I+9i41gprX0Pcspd4vJU65C+PzCPKEvlcj1/GEnlfIt/f2u+FsqlQKaBQth4qBXuM3iw/fHX2Lg4euyOS+1Bwz8HAHJDhrLF62jkZHFN0R2hpD+YFy0BtLI6cuIsr+sGo57TB8NqD1fOI5KJCBMrqcyEnJbOq/NAtVShYZ6K0kYOZBZ5gwXzmxgfgri3P1vvwrAZiOhcEU8QzPTqA9Mhg3L6mIFi+ImQs0lDZNyZ4zzxMDrQgwskGN85JsnW+vKQKq6BiDM/yu/UpTi/iAnxw/Sr/dQ+dUIGCQzZqByfAvPri3AwaijNhomGEoyfukTrke5FyQ3BeGybZJVA2GyoFFMrWQ6Vgj1Ef44gvzkjg7H1rWPlFwpVNLBJKOzC5KJQCaVzXcoOjbzjMrMxx8tIdfHzbEsUcwUJWScEIMsPi+Muxs8XXFyTx2TU1aDnylx2cUIfq0hRI3rqDTy7qwVjwmmamhvjimCROPLBEaPngqi3u0fZ8SF+QxcnrD/DxOSmo+tZgTDBNHC2pYbinZAtrslw7B3dcu8JIijSkrBLROU069NkJxLkZ4ysiP5KmfnD18ofiw0f48NgDmKV0YIYsoz7WB7eUHWFDlmFr54qLFxiJuQ951yz0zwITA12w1tbDI5tAOHmFQllBEx8TeTh6Vhfpw/z3QdlcqBRQKFsPlYI9Bl8KZPDAKhP9gjJR+FLwEPqxdZjhLWG6pwI6Kopki10WQQ2CSqukQFDG0JaDa7dkceqhDXJ7BGWEHoEUHL/ri0ZB2TS3GxEulkQM7uBr1SgMiwzV18fa46NrhnDz8MLFGzI4p+SO0sd0vFPDg2jsGMEcebwwM4xQYz0cPn4HJ1W9Ud43h/GhSihfvIODkg4o6pwAeHOoSgzABVJ2TskfdWRTf3KwH01d/JGF+ekBeGmoku/hDs7qhqBxeAGLc7PoauvB0OQ8eLx5VKdH4Pr5Ozh8Whr2hWSZlE1nL0vBQmselHRsYBFagD7y+1wgYpscG8SWaZiGona5fS1htKcIruY2MIqqwdziSjtamBtCelw0tM1c2PmUjByh65uIzKYxMM1tuq8Jni7O/GnC6HrDO70Bg0Sm2WVMcZES5L66Domyni8qBKbO7W6Cj5OfYJoH7CMbVkv8wgKGyovha+kIZbaOCwysopBetXoNND89juKkJOiT96mkYw9t2xQUkvZKtlU2pKOiEHZW/Pf3yCAQYYX9ELx1PtOjqMqMh4W+LVvHwCoY5Z1TgomEpSU0FWbDytyNna5qHI7Y8iF2Q0HI5GAX4gPC2elKOq4w8i5F//zq0c3dBJWCPQZfCqRxTz8KRR09aCVp7x3C+Cz/R86Xggd45JON+vYu5GaE4KaEDC7c90OTsB1sghQwjLRVQfP+PRw8boYiwetjrg/2SvK4oOaJ8v4euCqp4NBVHXiSBT5u5bAMbxSxlvpECu7hhlEYGrnAUGUUTpIO/o5dOgYEY/3jdZmQuHcfX90zREonv2yZxWEE6qqR70ECd60TwXjEKpYW0Jwfg1tEKo6cUUBYq+g4B2Wz2MtSMF8RzkrpdZMotJDf8Dx3AB6Gyjh4UgJHT8lCwbUQxFUJS+ioisUtIsHnbbIxs0B+i0RaR1ry8PCeIj47/xBn7mng2n1tXJXRxLnbCvhc1g8dMwuYaC2BitwDHD4hjf+Pvb8AjONI1LXh3Hu+///uPWf5LJ49u4HFs7xZym42uI4dx3Zsx8xMsgWWZNmSLGZmZmZmWczMzMzM/H5VPTPySB7ZMkZQr/Nmpquqe3pGXVVPQVeflNTEFWkSf1UGu07cgbRtItomFglwd8Jcng43SuGEhDpJQ9Np4qqsLXKHF9FXngoZSTnsOauAs/QYkuo4c0MFBnGt3PdYmptAlpspTpGGyOFLirh8m5yHlCqOnb2NfefuwSKkElPkeywtTSPCTA2fkcbHkevkfEm6Czfu45hmKLpHKe4/qpooF5y5qYrLMlq4cOs+9h2TwKcnlGEQXoYRUpwszg0jydceJwm4nxDXwBUpFRwhn3voqhHiW6dBS5zyICscu0E+jx7jpiL2HCW/70k1WCbWYYr8lINN5dBVvI/zUvS81XDknDQp+yRwTs4PNaJPa9OLQcE2Ew8KHo7tU38uYYzoGl5t+cicAupz96HrkYmuGS7JC4OC6Z4GmKrQMXxlxHbzqvzhglAcPieD21ZJ6CSfVxduSeJloOCWhb4nZsIFDNZlQkFcDp+dVYJ1fBM33t+d7MZ9j1t2aegTNBLaCyErfZdAgR4SeOUXX/Poq0yC1FVp7L2gCde09pUtD6L5qX4EWehiLznmedUYdPHDmV6sGBSsggI9Bey4rov7svfwhYw1khvplcmDgmskrQAKJrsqYXRfEZ+dkIaSUyaq+8a4eTHz8zNorC6Ca1gBBkhLVwAFn180RuYQ/dRptFZF4ATN8zdtkNowjAkCBWb3aDlggPieMZrooRZGkeJjj8Mk/Q27Yl7vwuQUGjLSkFbO69rrKwrGIRJ/8KYJAjNauMm7M7NDKAj3wtnTEjgoaYaYmjHMTZRCnKTbI2GLyLIRLM4vYrS+DnFJZRij1CBC3aUFiMrtBM3SE/1NMLjNmw900SQGbaOL6G8qgOI1cu5XzJFPCw/yuTFO5vj8hCQkLVPRPUeKgYJsRBf1cXl8vKcOytekuGNctU7FwOQS14OYlFSMJgIm89NjeODhhKPHxbDvihpCtigVMCjYZuJBgQQu3XdHYGouHhAn5VWhY5SX8XhQIA1J8xBEJ+ciMjIW8tLKpIC5B5P4Zl4F+dKgYAxJDmY4QFoQ5kmdXEE23Z2JS7RQUfZFVY9wp96jmuxvg6uBKmkxkILB7AHX7Ur1NFAw1lUHG00l7DkuDnF7kn41ERCVRDnh1ClacJriQc0wP5TpRYtBgSgocER8ZhAunLoP46gqTCyshoIZVKeF4sppMRxSC0DbqnpcWI9CAann52twlxxrxy0bpDWuAwpIS5xCwQWtMJT1r84sQwjT08SOE3JQ9cnHkHAdOtsJW3l57DiuDPPYGoxPlkKCHOezy7qwSarH/CN3/jxJIwjQVOR+s0umFAoW0JgTiDN02zYbU7QHhagrMxAnzovjrJIbivu5ICENwemuNHeMazZpGKBdBSs0i6rEQFw8Q6DgqjpCa5anXm8pMSjYZnq6OQWkHbKwgPIodxw/cwuX1INQSyvVFwQFg40lUJW6RQoGcxTPLmKhpxLaivfxydFbOHD5Ps7cVMZpsXvchL4dx+/DIrWFGwsVpbmJEbjr6WDvKUns1wxf0eXYneqBneQYJ/WiluFntCoFt27exglpRxTy6/XJgR7Ya2pizykpHDeOx+DEyky/tDCHirgInL0ohd2kheOf14E5oTFcphcrBgWioaCwsxN+Rqr4XN4TlYR8V0DB1ChS/W1xkGzf9qvhjkXvnBkZGcXgEN/jM3QofRkK9l0wQFwzjetGtr8T9h4Vx3XTKDQN84YPeFAggcPXeXmS+p5/BTnyIgarMiEvcw+7j0nh8DUtKNvEorR7GCQ7kw+ohb7sfey4qA7HjM5Vt+8uIsmGztuRhbJPHgZnZxBro0Va8RLYc+4ursg5ICi3Af3T86v2E6UlzPWV4L7YHewk5YRRZCXGSEFRFmLJ5XtZn3JM88ceF+tTcObybZxUsEdeNy+MpyXM9uRD8rwkdh1XhXVyA6ZXffDi9ACinM1x4IgYzt4NQp3oDoxNLwYF20xPCwXzM1PIIgXFkVPiuKYbiSbaWH8BUDA51IpAO1PsPyyJMzYZWFicR0NWJK5dIOmkTaFm6MC3PeTuq5N0JFwvARMiqGB2uBtRTgbYcVIGZ02iUTQwvaIgGWpMxXXasr9li5zWMSzMzaAw0hdnzonhonYiekma2cEO+JppYMcpOVy0SkTN2EogWJybRlVKCK5fl8IeKXO4kWbG4/stmJ5XDApEQ0Hp4DhaSx5A8sI9KEVUr4SC0QFE2Olx+2rE8ga2mlIDcI7kKxrGWT4IQzMLy1CwHE59hORrHS/ktfOu7odQcAc3Na2X86V1YiMXTzVaUwprAzNcvCqLT8kx9pzRgG9hH6ZGq6EjQ1rvlzTgnLWiBuaUak+hQAb3vXIxQBh+bmwYGYF+UJAn+Z2UL/S2XwnzB2iZeHztOz3aiSALPew7IY6rRmGop5BPqKc00Iz7TsJQgMY0nBUBBVNDLfDS18CnJ6QgYRUHUkys0hIqkv25eUQUcqJqt27uZ1CwzcSDAnGckDKDkWsgbPgOSKvG8IwACiRxUcUeFi6BMLdxxY0b9/DZSSU45/ZyM/yfFQr2ntWCNv/z9Eirfj9pfRyXc0RiwxDmJwcQZm+Iz0nLwTK7j78n1RK6ajJx5wrJjGdNkD+yerrhFErCPHDs1C3sOH0X13XdYSn4Xj7JKOscw8x4N/x17mMvKWTE9NxhYecBCXFFUoCpwr2Sjn1OIN/XAfuPk4LorAKpaDweHsMvDTX9kxjqKIbaTd5aC/tkrGAsiHcLRkh2OwOElyAGBWtBwRTmxzvgZaKLA+LeyBGGgolhPHA343rXLjkXc8ca6ahDbFwiHB0scZyE7xBzR7PQRMPPTivD0D8O9vZmOHROAjfMglFO78MleggFIoYPhDQ/O4LK/Ew4GWpi33Haq+iPqv5mWMmRiv8caXkntnDDgQ81jUij++S4d6EVVIyH2XoOg12NiA7whuQN+rnycCnhj22I0OzEOGLc7HHiLMmXCm7IbuLf9yAEBdcc85aHDyYr4nD6ohTOq3iijH/Y6ZEhhNpb4shp0vBQD0DhIzOLgY6iXEiSMmzHZS0YR1Zu6R5CBgXbTN2Z/jhKMv6nx8RX+KZFHNpJnk9zJrS8Iu4Ojst4IjK5BWOCXF0dg89OSOCKfjBqhaGgJQvXbsrhlLwNsoWgYLg2G/ekSStC6Lh7JNRh6peNiqYR7jaqib42mN+XwqfX7FBIWvrCmh9sgb2eKtnvNiyyhT+QagjxjtY4JHTsZZ/UhmtuK+aWSKuooxZeFnY4ePo2iZPBEUlr2EbXYYJ2c6IfYSbG+FzUMU7pw7+qB12NSRAXFX9cCuIGSWyy4UsQg4K1oYBOqu3MjsClqwrQ9IuCzAU+FNAerdQQXD5zkwCDHYqHBatuLqG1ggcPq6GAN6dgETOTHfDWU8POE4owCK3gbit8EhTQFT4frgy6iKmKGJy6KEla4g6kJT6MKAIJO47KQN4lAz38hcLouSy25UNcTAafXNaFd24XFsgx6CREwaEWCcgHmqtzv4F+0iOD/zwtLaIk3BGHT0tgp6wzohuF4WEJNYlu3CTH3RqRGJuh1LGExkRPHDsriZv68WinQYsLyPSxwBenyDHueSKj85FbjTBSl0t+JwV8ckEFapFVGOCOtXXFoICJiWlDikHB46CAqh+hujrYc1IeX5wXTDQktep0L8KcrHDouASO3LaGX1oZSipqER/pgbNrQgHviPMND7j5CAdlnZBFWswPJxpqwCm9hBynjnNpZT16u7vh5WgLebtYFJbVoqSgAD4G2th/QhLSlom8hcMaM3H6nCTZXwl6bpkoKq9DdkYGVGVVsZs0OO7apfLSlUfgmKILQpJ5n5EZEYDbF0mFflEfkfWili6bQ120G/aduIkdV/VgEl2IQv65ldR2YnhmHsNtJdCVvI2dh+/BKrGCfG4m1Mjn7jmlDOtsOnYwi8ogG+533iFmDJuEYhQvH6ML43MLGG4qgpqMDDescsE6GZmC+KpGtPRNrO826U0mBgXbXaQV3VlZiKTSdm5FQ07jfUhPzkH10BNm1/LTVa2YVszE9GLEoOBJUACM1KfyxrlJ2hvOGZgRdJMPNiPC1RcycoqkEuTFf3pcHKfFNKBgn4lBkbck0oZzL2xk6TyDu1ANr8DYQBfsVHkz8oX9yVFxeJeMIDfOA1clSSuaVJo0fP9ZBaja+iKvjdfbR59JUhgbAcV7mvicQAq3/0lJ7L9lDEOHVHCjd0SL3YVQU1fFvtO8ITq6FsA1eTO4JFdhgpu1uFq9CNDW5eYwCM5p2WeMEdU0CMyMoy4lCooy6tjJnR/53Kva0HTKIThF1Qk3edVH96c+a4H03mHU5oRwdz89Ek+ARsmtAFvx3iMGBZtAgyUPYOiVgCZSODy3Oktg6hgN/rIEdGoycnxseM8+6K+FvV0QSsoqoKZghIB6QaI11M1L51/PVvRjevHazlCwNNaD3KIKlDX1YnKebM/PoqOxBrnlbRgjLViBlpZm0VRRwaWt7hpacXfO4vQ0OtuaSCueF59fUoWa+nb0js6CJluYHEVtdTUKypqwzP+kEu9vrePSl7QMYX52hve5ZHulK9E5voj56SE0NjUthxeXN2Jg4iG0UC3Oz6GvvR3F5PO5dKXVKG7oxfikcGU/i6HeVhSV8T4rv7gKTR39mF1Yqy0+i+6GRuTxP3elG9A1wW+okPKtu6WNn458bk0nBiYFx5xGRw3vuz7qRvTNzGFiuAdlIuPJb8lfRXWriUHBJlBnogvOqLqhpGMSnSTjd/d2orljAOOzC5idHENf7wA6urvR2tGD/qERdLR1onWAd0P+HInv6CDp20nc2AwW6xJxQcoKUSRzNHcOYmp+ARNDvWihtxH15OG2pAESm6bR1daOnvF5TE+McsdrbutC99AUFuem0N09hJ6+bgIRQ2hfKx336S9XiwtTKCMtAZX7OpBQMISslieyOycxTwrKvq4+jNDbJ5g2rbYzFDAxfVliULAJtAwFuZm4Lm4CfVcnSMqbwSO3C41ZIZC+awV9RxdIid/DfesgmOmY4KR6MLpGJ5AV7Ik7evZQ1zaCkmMaukricfKqOuQMrXDzrgW88ttQ/sAN98xi0dbEh4LKZthqaMAqcxCdtYVwsfOGobEppI2i0VJbAJnbxpAxc0JYfAqMRaUzJOkEiwS9RA3XpUH2rikiK4YwR1pSUbZauG0RhZzcONy8qAhVzxw0NTUgKa0SmXn5KGsfRmddESLj0xGZWo720RlMjnYgnW4Tl3WzYZCNJAYFTEyvXgwKNoGEoeCGlB7im/oQYmcC1cB6NGT64qaKF0q7JxBqpIK7jlno7yyCgow2fLNqYaBljoDyXnRVJ0NWxRHZ8WE4L2WCuKZOhFma4JJlxmOgYBj9zeVwt3eDlq4+LtBbDXMpFGjCqWQYGG+BnXA6B6F0QncfvCzVhNvgsmYAqrlhlQXUZQfhqrwz4pMjIX7pPjR9C9CaF40T17Wh4p6AqtIC6KkbwiI0AXo6ZtAKrURhjBuUjUMQmZKDKvrsaKYNIwYFTEyvXgwKNoGEoUDsthnSOldCgZxuEGqHgFgbdaj4lGF8uAIasqpwiK+Aupo5YuoG0d+UC0U1e2TGheCitDUy+gcQbWOOc6Ypa0KBeUIbQq0tYRici8qCcNxchgIDxPUsLkOByHSvAArKAi1wTScEvCkNC2goCMMdNX/U9FVB86Y2/Ohj3OqTcPG2BZK659GWHoDLyv7omJ9CYYQnzhnEojLKGadu6sEiphT9y2ONTBtBDAqYmF69GBRsAj0rFHjldsPf2gJq7vEI8HKAmkMSOosTcVpMByYBEdBSM4ZzVtfaUJDUgWhnG6jZRSLKywnnldaAgqT2h+m8+eleART0FQbh0j0COm2z3BLE6X5WULJLRtdUwwoouCxjg2zy+7RnBOKyggcapyeQHeyKG5apGOpuR2VpNjRl70Eh9OEqbUxfvhgUbHctYLCtCdm5xUjLKUNF6yBv+WSmlyoGBZtA420ViMmqRF93JxJTitAxPoX6skJk1Q1juLMGaXn1GJoGmknlllXTj7mZAeSkZqGOVIRjnQ2Ij09EYFwWSjtIk3q4DbEPSpGcQcIelKF7Ygb9rZVIL2rG2Eg3UpLz0TYwitKcHJR0TqG/vQ6xEYkIIgVzSkEJurp7kJqSj5bJJWBuFGVrpXsFNyTMTLTC1cwaSoaesHbyh5qGE+Lr+jCDYdgryuO2RRzKUsNwkQ8F033NcNLXxX0rD8hq2SIwrxv1acEwsvOF0l1TeJQLr6TI9GWLQcF21iIGWkphoW8PG/8YuLl4476OEx40jmC4pxqRsUXoXl5NjelFikEB0+bV0iLGh/pQV9eM6roWNHeOLN8iNNjZgurGLgwNDqCxtRfj/PJjvL+TpCXpW/swObuAmfFB1HP7d2N0njVDNpIYFGxjzYwiwcMcElbJ6JlcxPxoO9yM9HDbIxXuGvdx4Ow9XNGJQkFqJNQM3Ym9kNHRi1A7A0goGkLSKB4DS5MoTY6EEtm+Z+CKHLbs6LrEoGCTq3lgGtVdk8uu7ZlE+9AMqfBYBce0ucWg4Ok1PdiN+vZB7mFmnOan0dnagU6hp4aK1HrTvSLNjfbBQ18LGqFlfKAfQaKrDU4bJKGtMgb3VLxR3j2D5jhHfC7riPSmMbQnuOKGfhSa+ptgeV8Fqv4FcDC3gW10MfrY7cnrFoOCTa4HVUPwy+9dtj9xYEEfQov7kF4/gq6RGW5NcSamzaatCAWLvbUITshD29rPFlq/RjsR9yAXLUJrBTXFuEDcJAYtQ31ITchAbUMzrHVMYfWkZvIgP132xmhOL4wPIMBcB/I+hRilCyvNDyDSwRzy3pWroMAVt4yj0TwJpDpr465rMcbIvziyr7RXMUqy4qEqpw11ryRU8B/yxPR4MSjYYqIPJxmZmkddzxSSa4bhltUNx7QulLSPY3qO0TLT5tFWhAK6fPFRaTOktfMDnketORCXMkISf6lgqsm+dlQ09WGqvwzKMhoIqZpCCwGDFvoI1Mdpbp3pXpUWJpAd5oyLWhHoGZvHWHsV9BX04FLUtSYUlAaYQcwgGi2DLbBWUoVZQgeqa2pQ31AGg/ta8CwS9QwFptViULCFRQFhZn4R3aOzCC3qh1lcA9wSq1De0IeB8Wn09/Wjtb0bg/xb8eYnh9E9wu7VZ9oY2tJQkF8OVSVnaFsb4PJdS/jktKO/LhUq8g7QMDPF5ZsK0PWNgfodTRzXDkPfxCxa8pOgrKKFm3d1oOyai776LNwU18YtNW1cumuDQFJhthdHQMkwENWkIuSgoLwHIQ4WMIxpRU9TNvTpePs9TYgbPUBXZy1MtJ2haGwIU1IROIhMF4+uJzwC5VlFn4hY2DoGrcgWqIU3L9smpRNzpNxaGO9AgKMTbpNzkZC3hktCNUYXlzDW0wR7Qx3cIgCQnxQILbc0dEwDs2ND8LPQgbiCPsTs0jE7PYKMCD/cUTSAgn4Mmrbw445fpBgUbBvNo7U4E0ryyjhw1RmWSQVQULfChTt60A2swfh4H+Lc3WCVR58etnk1O9SFjIwsRKYUoLKLNB9mBpCdmo247Ep0kRbH0uIiWuurUd+7cn12po2nLQ0FuSW4d0cNnqX9SPGzxX2XPLSUxeGylDnia0mYnTYuk1ZyU1slNO7pwKugHZ4EFiwS6tDXmg1ZOTPExMbjlqQq3Io78cDTBheMElGfEwhZTR9U1POhoKwb/paG0AxvwdRoL3JT0xEZ4oWr4jqIza2GrrIm7gRXA1M9a6TTRmwz/+RfsMam5+Gb14uOIdatv5HEoGCbaH6iH4G+fnCztsR5aT8kVRdD2zkWruGRuCTrCxPXQChYp6B3M9P01CByMtMR+iAb2vJ3oeyZh9bSB1CxCYejvTcCs9sw1pQHTbNgFPQzKNjo2vpQYIiIpoEVUCCt6Ij8HtKC9tGHuE0eRsYaYE67wuMaYaqlD7/CToyNNkJHyRBBYZH84YNxZAY645hqBOqyA0RCgUZYE/JD3aBi7IuQSF9cW4YCY3hUDi9DAZcujK7yyU8nQdK9JCjIahxFQtUQFmiXAdOGEYOCbaKOmkQYmIQgM9ofl2X9UDveiQAnB4jJaUPBJghKup5QD66CWnAdYiqG0Dk8i6m5RW4IYtNocR4TU9OYI2BT5GuMqwahyE0Mg1ZwERIDAuEUlQAXfTfEN0+C3eG88cWg4CEUWCe3wcvEALrBBaguioWcmisKcjJxU0IZFokVCHKwgLJPGZrygkVDQWgjkpxMoOqSgabiGJy7vQYUiEr3EqBgdGoetqmdmJplq4huNDEo2BaaRbiZNmQtohDiYYOTN22R0D7KVYxz/S1wdHSDg7sf7mtbQUrBClZZA3BO74JPbi/S64a52xzHpjdR5h3rgZmKMswi6zA23gwXKxdo23hB38wJZj6JSM8pQ3nLAGbYvMsNra0IBQstuTB0iURVXTM83MKQ3zuGisw4eCfVo6+lBC5eCWggdXRjeigcY+sxOdWNKB8/JDTOYbilCi729lA1cYN/YR/QXwcHp0R4+JMwq0gUdoyivzEHboHpaOtuga9rAHJbhklDIAyB+b3obyuErQFJa+ADB/8gFNd1INg3HKntE6SIWCOdH0nXyz/5F6R5Au2hxf2o6HjCo9mZvhQxKNgWmkZxUiICwhPgammMo9fMEUZXPsQIMpzdYZ9cjkhvP7imtiLUTgcBZWPcbYxtg9NIqR1GGMnA/nm9iK0Y5NZF2NC3OM70I9XDFrftk9AquO1rfgZVidEwCIyBj5EVVG38oOsSjZYR1krZyNqKUMBEgKdvCkEEaiZmWP7biGJQsM3UnxuEq3L+qMMMqpOCoOmajbH5BdSlhEJGQRuy6v6oEHowEB09oCv/0clAOY2jcMvshkViB7LJezpRaGONLkyiOMYPF1T80MSHF3p+Y/3lcDIORn53PZwU7RCSXwEr0oqq6WN3WmxkMSjYepqZW0Rs+SBK2safoexYwsJ8C6wUrOAUVw3K/H01KVBWNISKdw6GphYw3dcCz4gUtJAGDdOziUEB01OLroMQVzEIq6QO+Ob1oKBlDJ3DM9wchFfBCPTz6ZBGdfdDt5JCYHaoE4EutpBWNubZPBQl7d1I9PZEdA2vq7IqzoPE2cMzpR6s83Jji0HB1hPNt8GFfc+2ZspEG7yt42BvawB17wIMkaDiCCd4ZlTARd8X8S3NiHFwg3N6E2keMD2rGBQwPbPoGgi1PVOIKhvgVlEMKepHRv0Iekdn8bJGGGiXYzRpaXjn9MIv76GTaob5KZi2ihgUbC3Rnjvv3B409T9HK35pEQ+EoKA2xRuqJu5QNvCDd4gXrDwL0M86AJ9LDAqYnlu0G3Bogtd6T64ZgktGF1wzu7mFSeZfMB0kVQ9xQxf0DgOmrS0GBVtLxW3jiCztf75bEFdBwfRoN4oKy5EWFwo5s2D4ujlDUdsNkdWDvPRMTy0GBUwvVLQ1QLsG6STFiJJ+GMe3czONKTAMTc4/c2VOj0shg0523NATHZlemBgUiNbcaC9C3GwhdlsZJ/RiMD4+gBhfF0jJakA3vAmz8zNoSIuAenglf4/Hi9523DM6y80bEpgOBw6Mz3HziV5EfqO3IDqTxsLo9HPeDLwKCug8g+n2CliQ6yC8OgOWmn4IC/OHSkARF8v09GJQwPRSRZ/WSFsIdOUy+sCmuEreJCNa4KxXi4tAZdcEwooHXnjPA9PGFYMC0ZpsLUVa0yT6i2Jw5boygopb4B0chYrKTKgqBCGvKgcm5hEoHV1fNz0dBgws7INjeteyaQVOu/rpnUd0gaH85jG0DEw/0x0DFCroc1iyGkeeb92T2REUZ+fCUEkZN7S8EFnZjcnxHkT5+iEovQXDI42wVjOHvqkzTBJq+DsxPa0YFLxqzU+iIisBrvHVmJ5fwsxAG8L8E1A8MIb2CkK6lu7Qp7YNRHRxN+jw2Fh7MWwE4dbeCCzq4x1rE4l2GXYP9KOwvhnReWXwzqhDdkUVFgfSsdQbh6XucCy2+yx7oCEaiTkNiMjoRGBaJwzCmuAW34ro7G6kE7DIrh9BWdsYGnunOHeTls3wJFuSaCuJQcHj1VcYjas3DJDS0YMQLxeoahrirlk47Bw9EVvSC1K8PLMofA/yhwRzmkY5mKfzhlwy6folPdzcIdq7sJ5eBJqOQkf/+HMO9s+RPJ9fhLjkbM7p1T2YmhhCZUUd+iYWsDg/h7piGleG5nUCEdOjYlDwqjU7jHhPK1wzS8bYzCImCPVr3LNERGsfyuLdcPm+BzKrOlGSFwVZaRtEVvSiuzwCV6TMEJbfipo4D1zRDkPDBpleu0Qq+/n5ec4zMzMYHR3F4OAgmpubUV1djeZiP8xX3sNC0TnM5x8lPoLJrIPoT/0Cw+kHMJ+zB/PZu4k/xXzWTuJPONfEXIa8cTQuaOXhvGYezhLT95d08yHlVAk53zrc86uHYgDPSoENUAluhHpoE4xiWmGT2I6g/F4kk1ZORcc4WvqnMT69wHWH0tui6AIqz9NoYXr5YlCwlpYw198ERxMDqAfWYHZpAROjI+hq70C4twv0nYKhr2eC28rOyB18/oucHoEO+43PLHA9fBQUaO+BbUonjOPb4JvbhYJmOsF4BvNzpDJeIIXTwgR5P4OJqQXEVwziAfE0W71wU4hBwasWHwrOKXsiPqMICZGhkBQ3XYaCaxqBqKPTZycHEGpnAAnnPDQVhuOSmB7sI3IRbG8JVfcMtH8JICwAgImJCQwMDKC1tRWNjY3Izc1FWloawsLCEBgYuMKRIc7oTjqC+Yx3nso1UUchqx+C48o5K3xaIw9ijlUQd695asv61EErrAl2SR0IK+pDXuMoaromuSdD0jFPBgkbSwwKRGt+pg8hjrZQck5H37igop1BR2IIVBySEBMXBsewcsS66MMu98XdlbOwsMDl/6mpKYyPj2NujjfnoLg4DmFxznAPdUFTthoWyqWxUHYL2QnOUHUoxTXLUshZlyIouZ2DcTpc0UDAoqpzAtVCruma4Hr9WgemuTlJnUO8eQ3j0/MvbG4D05PFoOBViw8Fp+Xs4Bn8AF7uHrh23eRRKCDpHvB7FBoKwnDhqgb0bV1w/YYG/Gpe3cN8FhcXMTY2hp6eHtTU1KCgoACpqamIjo5GQEDAEx0Y4I/MCC2MpX5IKvu31+3GmH24a+CHI/dzVvikZj5uutXgJqnkRfkW3+sNu+tXD4PoVtgndyCooA/J1cOo6Z7E7AJbA/nLFoMC0WrPD8TxM/KQMfCErXsIIsp60FOXBRPzMNSNzKAhOx5a+nZQUbFBQvfTP4GQ5nla6ff19aGrqwv19fWoqKhAYWEh8vPzkZmZiZSUFNTV1XHpM4PlMZ36T5Jv313hUOdbOK+SiJMqJN8Se8S0cFBAb1k2iW3levvuCvmefz1Ugho4cNeJaIZ+VAssH7TBObUT7hldCMzrRUzZADLrR1DYMoZ6AhYDY3OYJZDB9OLEoOBV6wnDB8tQMNGPYBt9SLkWoKkoAtfu2CK9fgAx1lqQsczCC16OfFm0N4C2AEZGRrjCgAJATEwMIiIiEBwcDH9//6d2aKAr6uLOYTb9d6Sw+M263BDzKWT1ffGFYs4KnzEshhiBgpdhCgu3veugGNgAPVIguWV0I6NuhBt2oL0IrJ3yarWhoWCsHjYmTgitHOc2e/MjoOuYjZ7JDvjZOUJS0ZCzhH44qainSUN+AAkBXpBR4IebhaOKPtr7GTQ12I2q2iae65rRMjiFqZEBtPWOceuDzE2OoaWpCbWNfXhc84HmderJyUm0tbWhsrIS2dnZSExMRFxcHKKiorh8HxISwvX6rQb+pKQkrtfAw+I2GoP+SPLtX1c41fMLXFaNxDGlHM7ufCjoGpyAQWTDMphT0568x20LLOVZizvLANFIAKIZpnGtcEjpQFRpP6rJb0oXN+PyK8uzzyQGBa9aT4CCS/ccEZ1dhaTEQMjKuyOtcQg95XwoaJ7ERGUkzklbIKl5/bP3nyQKAXQuQGdnJ7KysriCQFCh+/n5rajg1xu2ejskwA0Dye+RwuJnxD/nv65+/9BNMR9CVs8L++VzVviidQVukAr8VVrGl9ebQOco0Ie40C7N2eeZxcW0Lm1oKBgqhYKUGuz53fPtCc64qhqD1rEGmN1XhUZsJwkdRaaHPc4q+KGJVOR+Foa46VyExeEOuBqZwDCh8bkmAz6NaOt/enp6OZ/X1tYiIyODG/JbXdmv1+Hh4dwQoquZJKxkf4yplN+SvEvB//fca67XP3FJyR+HCMxTuxLQplDQOTAO/Yh6kZX+izLtAbRL7kBYYR83TEGHJGi+3Ujrm0z0d6GxaxizG6yjg0HBq9bCNOqLsxGS2YgZUiLMDncjKTYL1cMT6K4vhJdXKBypAxOQ2zzK7TLRU42Q6Fw0D81hfrYb0cEpKOngtVCeVbSQoL0BdE4A7RKkwwGCyvxlOTtCDjPptNJ/Y5VffySsPe6vkDdwwt67Odh3L4d7pb7iVI3rrjVfmiU862AS24bggj7u1srRzfT0yE2mjQ4F924q4rZ5KHyC42BroC0CCog6ciEhqQrvvGYOCk4rusDDIwDaxm6IqRl8aSt/CkR7Adrb21FeXs5BQGxs7IpWvzC4r7aoNMLb9Dh0ONHVQgZ3z/wAlT5vkbz7y2V3RP0GV+RtcEAhh7OzMBSE1z/soeO/rrW92k+KX+3bXnUEEhpgEtfGrZ2SUTfMQcIzLbX8tFqcRXtNMYLINUKvE5+IDBS3jmABSygLsoWMbRI6N9iNEgwKtqHoRMHi4mKui5BmbF9f30fs4+MjMny115uOOsTfEU1x+zCf/gPi/+K/rn7Pc++D30DJ0Aqf3cnGZ3LE5HW/ch6uutTgKqmcqa/xX1e/X8+28HEEfiQNP0xU+HW3Wsj5N8A2uRPpdSPoH3txPTdMPG10KJAXV4KqdzayC8oR6WQiGgoEPQop1RwUXNAJQaCrFW7qhqBu8MVfM3Q4YGhoCC0tLVyvX0JCAtcbQCtxCuaC17UsKv5x+9BeRQeT2xA/8n1EGZK8m/EmMYWDNzGd+hak5BXxOYF6aseIh1CgG1a/DNo3+K9rba/2k+LXMt3vlkctpAgkqIc2wyapEzFlgyTvPuetko/T/DjSA+1wXtENsRmFCPLzgIxqAEp6xzHW3YLKlgFMs56CJ4tBwYuVYNyQ9goIWgq0kqYV+qt2XJAu+pP+QCr+bz/W/Qk/hbKhGXbJZi/7oFoBrjqTSplW6BvEFBjE3AkgkJaIS3oXGvumuZnSdDyT6fm0+YcPFjBWGo/L0nqIre5aHj4Yba+Gnrw2nPLaSYrnF70rgIJ+R0cH8vLyEBQUxOVxUZX4y7C+yhVcP/hd6Il9Cx1h3yf594fL1tc8zYN6Yvvwh1CgQ6BAANxfliko0Lwr41MPo9g2JFQOcZMgaf59rkWWhMWHgmuGsegdX8DCYBNs9bRwP6QejVkBULGIQmNzCdTlnGHgYI6r4veh5hMFPTkdnFX3QmHbGHqbc2BA56jc08Qtgzh0djXAQtcFmpbGuHbPBA4J9aR8H4ObnhKu3yX73XNDUXs3Hri74baGMRQNItDCP531iEHBFhaFAXrnAJ0l/ODBA5GV9Ku2n4878sOvYCr1e6TQ+JoIf5177Ut4nVzMJtghnb3so/oluEIq4o1sWQ4OurmhBbaY0vNpM0PBTbMoRCXEQUfXHpYBJRifejinANP9CHMwwQ3bHG4I8VklGBooLS3lJgWu7pl7VXZ2sMDNY2/g5qGvIcXqm5hN/Q7Jwzz7WXy0DPV2fCjo6BuBVkitSMh+nGn+etz2ev24/SjcO6Z1cc9Y6Rp+AT0Iq6AA070ItDbCdft81Kd5Qc4gFPWNhZC6pQHn3B6UhDjh3G0HlHd3wNXYBAYJrZge60NeWgaiwrxxTVwL0bm1MFDVhFl6J4pjXSFv+QBlMZ64oB6GxuFu+BjoQs4zH9EOxjhtHIfeiacrhxgUbFHRSUV0NjGFAUrz3t7eG8ZBfnboSPgTKTT+rwj/O/c6kvgdqBrq4COp7GWfMCvHJeea9ZtkcpHhovw0aakfk/6qay0HBxYJHSjvmGAPb3pGbWgomB1CYW4JavmP5JvoqkdWcQcm5sZQVVSMeP6qe3GFLdwjxbEwheaqCmTX0wf1zKG3uR4pxW3PdO89zdsU9JOTk7k7gkTB96u0l6c7FG/twNX9X4OJ5H9gJJ6C/Tc4Jzv9Eh9LpHBQbxPGg4K27gGoB1biMslDG9U33GuhE9WK6NIBrvfgmbUaCkbbSWWvDRmfqhVQcPe2DmKagPp4d1zWiEA/Hx7UQhpRGOEOJUMfBEf64voyFBjDtaR7GQpinAxxwzIXI5hAmpMpAc5UAgWWUA8uxdhTtk0YFHxJWpybwcjoGIbHJpfvs52fncbICAkbmcAsKSxmp6e4bbqSGNXS/CzGptceh6Q9A7TAoKsJ0omDTwMDXl5eIsNF+WnSUotKHxukiZk0CgH/JtJjyV+BmpEa3pfM5vzJ3Tyctq7ERVLpbhZTcJD1a4RbZjca+qYYHDylNjQUvGLRvE1v/2tqalpeI0RUBf1l2dJQAdcOfB0yJ/4Pilz+D8nDPMhvDf823r0Sgo9uZ8Mq9CEUqBEoEAXUG8033GqhFNyMgII+9I7Ncuf/VLmYDwVXdMJQ3zmAsqxI3Jaxx4OGoXVDQbKzCZSd0tFcEosLt7VFQkFBtBcuK3ogt6EaVpq6sEtuYVCwqTQ9ipL0GKjrWuCslA48s9sxMzuISBc7SCqYQ0XfB0Vd/Yj2ccbd+zq471KMidkJlEQHQy2inH+QlaLjinShETpngFbCG93e3h7IDz+F6dT/P+bSX3vEo8n/F6qGqnhPIpvzbpVCnLWvwgWSUTejJbzr4ZPbi66R2Zc+43yriEEB7y4hOl+ALhxG87aoCvlZTMFcVPjTWnAcV2cbyF1+G1f3/x9Yy/4/y3A/k/r/w55rRnhfKhuWISuhQBRIP840H4kKF2VRadcbJvDqOPnARm6Bs4be6fXn4YVpVGXFQZcuJkVtE4LMRnpX2RK6KlPhFpqLrp5GuDsHoaiHXPMlybDyz8fo3AiyYsLgl9ODgfYi2HL7e8PONwCFdZ0I9Q1HUvMwmoqS4BFdisGpJaT78z/DNw9TE2MofBAN/5wWTD3lxBUGBV+GJvpR0tSHyZFB+JHWsJxHLjqqEiEma4+UVt6CJrODHQgIDkNReTbU5f2RVp4FK9s4VIw8ukIZLTTouGJoaCg8PT03jYN9zdAS93tScLz2iCdS/h9oGCng3VuZnPdpFuOcUw3OEwu/rn4vHCac9nHp19peHS7w48LXiqO+6FID/Zh25JBCgbb8mB6v7Q4F9FkidD0BukiQoALeqPby9ICh+lXcOPQN3Dvzv9EZQeA+7TUC/f8bt+7exj8lsmBBWtwUCloJFKgEVC7nl/Wa5iFR4aIsKu16wwQWFXfFtRb3yfeIKh1Ex/DTrxa5GcSg4EvU7Eg/nNRVoR9ZiapYR+w5K4+r8oaQUPBDzcQAYn0cIS6tCmnrSNhYOSO+fABzBFGFqxP6DAK6AhnNmB4eHpvKnh7uSAqUwGDiNzCV8toj1jaWxT9uZeA9ySwcMizlMulm9wXnWoh718MjqxdT7AExj9V2hgI6DJiens7dDshVulzvGu9VlJcr53WEr5VudZjA6z2unZUepM//AmIH/zcCtXlwP5XyvyB//zTeFc+EuRAUKBMoOMvPE8Kva1k4fq196LaodKstKnyttNSi4q641UEptAUFzWNb7pkMDAq+LM1PINffFuLmUagfBhqiHXBdKwatC70I0NCEhG8tL93UMKI8nKDvGQk9TX1cEddDTMc8ZmdnufFF2uIWVeFuFvt4OiA39CjGk/8XJpNfwwTf9L2usRT+cTMNH8pk47hVxSMZczP7gkstNCJbUdY+wYYT1tBGh4KlxQX0d7SgrKoeFe28uxAWJkfR2NCIstoWdNKWJMnnTXVNqGzsxDB3Q/oShvq60LPGvfG0d4AOFdBbCoUr3M1gD3cXKEl8hKsH/g0aV15DcxAvH7uZ/h1/uxYPs6AmDgqa2rqg6FMsMl9sNl/3qIN9ateWGhZkUPClaBK1ySEQ1/BGYQdvOauevADcUHRFMWn5h+trQzGilZcuKhj63tlITo6EQ0Ax4t0MYJjUhaKiIu52IHd3901vb097tMW+ibGk11bYzPwK/nkrCR/JZeOUXdUjGfLMqm1hrxW3OlywLRy+1ntRpvGr0z9uH+H4iwQMlEKbUdm5QZ6DvcG00aFgqr0CngHhsDQxxTEFL7SOjKMgOhBKFp4wMreEpkc22irToGzgDn0zNwTndWGqpxbmVj5Iah3jH+Wh6O3DdNVB2jtAYV9Uxbvaj0v3rMcQ3l7r/WoL4kz1pCB25KsQP/IaHpi/htHE1xDj9Cu8fTYQZoGND6HAuxhnHEle2AKmeVklrAXZDWOvZpXElywGBV+CpjrLoCOvgM9v6OK+jg3uu6Who6MZZkp3cVPVBBdUfVDXP4mO8lQYWEehaWQGbcVpUFfRxU1JC5hHJHNdd25ublvGyQFXMPDg/2Ak4bVlm5pexrtiCdipnIfTJPNtVSuGNKO0fYJ/dTAJtNGhYG6kB63Dc2jPCsGlq+bI7WqFnbYZHPLa0FEXD0lZe4T5e0E7sgoFkSFwjEpDqJUrPAp6H3lQEX0iIb19WFRv2mayq4sj5K78Glf3vwYTqdfQHv4acrz+Gx9dsoFpQMMyFMgTKDhFrv2t4jNOtbjp3YDIMnrL6eYWg4IvQUsL89zCI2PjfE/NYnFxCTNTgm3ebYcL87OYmpnn5hAskn2Gh4YQHfMArqR17erqyllQqQq2n2ThtE/ab61jC4ev9br6/VphdJvay80GBSGfEjD4Nww9eA1DHBRcIFAQj71aRSIz4layuE8j0utH2TPjhbTRoWBmvBPuhoYQk9KBQUQRmhtqoKNuiqjqfgx2lkBZ2RIPsrNgpGkGGT17GFo4QcstFQ1tPegdnuQehkTvLqAPFaJLEYuqZDejDTWu4jKBgltHXkOR+2so8fsWjohrLENBS0c3FHxKcNKh5rl8QkSYsEXFP26fJx1P4MelO+dciygCBhNP85Sj2Qmkh7hCXE4LpzT8Ud9HG4Q50NfUgvgdNdzxKcV4fwMcTK0gpWwKr9w+zM9NIi/cC9aZXfyDvDgxKNgkomON9LGmtLtduFJ9Gru4uIgMF2Wa9nHpn3Qs4XjBe1GvwumCPdVQH/kTAgb/C4MEDBysj+D9WzH4wqxiZeYjlegjFo5bnVZ4e3X4Wukft9+T0oiy8H6itomlfBtR1MZ6DATaLBMNJxszISNxD8bhpdC+b4Dgih70t+dBSckWqQ2jpOafR0teCvR9IhBsZQUJTTuoO8WgZWwBDQ0N3JoDq4fUhC2obFe/F2XhdOuJWx0m/Lr6vfA2fRVYOJ7a3pqA0rFv4OK+12Au8xpqg/8d1++Iw9i/loOC3oEhqAdXc5Xrah+3XztMOG6t96K8VvyT9ntWUzBwy+pdXl/mieqpQmz1CIbr83FfWgfeZe3wNdaDaXQNJjrScEXcAAExqTAMzkVDXgwMbRJRkBoNDds0dPMP8SLFoGATiLYm6OQjOmTg7Oz8zHZychIZLso07ePSP+2xhF9Xhwvs6uKABN9z6I79f9Ef9xrsLA/jvVvROG7HL0CeJhMLp6XvV++71rGe9jOeJv06fDeoGW1DW/NWp6fVRoeC3spMFPXyoEBa4i5sE+pgq2UEy4wWtJVH4q6qJ0p6FjA91ghPU18kNFTAUdEWIcU1sHHxQXxREzehULiC3Qp2dXGC6p09HBRc/+I1lPn8G5RUjsHQu4JbwItCgYpfKY6RfH2M5B9aOQubhq22IFw4fq33wmECi4oT9V6UVx/jSempL7nVwzuvH/Pr6vmbQHqAL9Q1LaBkFY3a/uGHULBUB9UbuvBLyoG5mSPU9cygZRNIwCAEpd2rB6FejBgUbAJ1d3dzE3loJbrVTRdBKQ/9HXpjX4Ot5SHslE9YzpTbwbTHwDqla/2tjC2sjQ4F473VsNY2hPgdddx2zsLY9DwaMmOgoKIDSVVzeOd0Y3ZhHIkeDnBLJ+8X55HvY4lLsqZQsYmCR0j48vDZVrOZ4V3cOPYtXCBg4KbyGgzUP4K+e94yFNz3LsRR2yquAj1q97AyFX4vHCYIF35d/V54e3UaUeGrvTrd49KuZcF+1Gec6hBdPoQnP1xpAaP9fagvSIeGqgas07tQnRkGOSltiCuo45iYLkLIcYYHBtBUUwkHV0+4EsupGEPVOgp14y92yJFBwQYXvV+ZjjeKqkBflB0dHTmLilvLa6UXdSzBtqhX4bSC9/5uamiM/E942H6Cw/opKzLadvAl93rEVAxt+2WRN8vwwdOKLjZGJxUKhs2ohStU4fD1Wni/Jx1LEL7eePoqKmx1nHC4va0p7lx7Gxf2vgb1q6/BQuM3sPNLJNf04jIUHCZQcIRUpNSCSlWw/TivTve4/dZ7zJfly+4N3JDg4+YK0YXq2kYWsDDUCGtNNSgEN/JjSPnf+AA3Ze2R10+3JpHr5QHTiEx4W7nBO7cVvvZmiK97sUOODAo2uKqrq7lxdwcHh21jZ0drJPoegpPV5zhpkbmcsemr8HvhsPX6WfZ5GtPji7KotI/znUA2jLAVoYCuZJmfn891swvm1GxFOzs7QvP+SVw++H9x49BrUJb4MVyDopahQNGrAF/YVOKQbTWBg4em20+yIN3qV1Hv14oTZUH61emetN/jTPO+clgrWgfXzstTncVwcQ2BpYUtbqrbIbFmCM2FqbBzD4aJtgks4xoxilk05UXC0D4d3TPTyPN3h6KxO3TMfFE6tPbzcJ5FDAo2sOh9y/SRqKIqzo1me3v7FRaVRmDhNKJeqT2c9ODgKIHzdhmPVLDbwccdavGgaphUIvyLYRtqK0LB4OAgBwTCc2m2qm0sDSF28r9wbu9ruHPhq/D0c8fcPA8KFISgYKub9v4FFQ08pudvHr2tzaisbURd5zD5jRYw1t/FbVfWtmGEq/MXMdrbhXb+0srTI32orW9CU+cIwYUXKwYFG1hVVVVcd7qgotyKdrC3g6OdLdxtLeBtYwJ/G0MEW+si1lIVPtb6OGdXgMOkktyOPudWj7Hp7Tu3YKtBAX1oGX2OgWC4bDtYWXYfzu55Def2/RssrY25Cm9ichoaAaU4aF1BwKBqW5guWNbymN6CjSQGBRtU8/Pz3C2IdnZ2W8i2cLUxh6+1AYKsdBBnroQMM1lkm0qj3PgaGgzPoUv/KAb1DhIfQIrxPVywLeBoW7iyFGwLSHx1nLCF4zajc5sfXfluu2irQQGdMExXIRVVeW4l07lBVlZWMDQ0xJ3bVzgoOPPZazAz08Lc3DwHBXetwrBbN1VkBbolbV0Jr5xe/pWwscWgYINqaGiIezKajY3NprWTtTn8LHUQRSr/FFNZlBtdQY3BOTQZnEKr/nH06h7EkO7nGNLZxzN9L9gmr7HGSjhrU/hIRb+d7Jq9OQqSl6GtBgVlZWXcJDzBBNutZgr+Ojo6kJaWxtmzZ3HixAkc+PwTkVBwQ8kEv/lCFh/e9cXnJvk4SCrNrW65wCb+lbCxxaBgg6qnp4erWK2trTecbaytYG9lDicrU7hYGsPTUg+B5uqINlVAppE4qknF36x/DD26B9BHKvd+UskPcBX/nqdypJEKTlsXiibvbWKNqLZt+8CkrQQFdH5QTEzM8ryazWw67EfLAQsLCxgYGODu3bs4d+4cDh48iP3792Pfvn3Ys2cPPt+3FycO/Auyh78C3dPfR7QDgYLxYQ4Krisa4s33juInH57Cbw5I4yP5QOw1zsMBy3IcsKrYkj7tWI2m/peztsCLFIOCDaqWlpZHKuMvwzZWlnCyNIG3hQ78zDURaaqIRGNp5BheR7n+OTToHcOg9m4MaX/6GO9a9bo6fLV54ZGGStseCiR8GzE4Oc+/KraXthIU0EecBwcHi6xkN4NtbW1hbm7O9QQoKCjg2rVrOHPmDFf5C/vAvj24dmQv7pzaC/Or+xAtsxuNaru44cBhk5MYDzfCcEUmrsmoclDA+Z8EDj46i98fVyZwEIS9hjlbEg6O2FYipnzjPxuBQcEGVXl5OTcu97y2tLRctqh4Ydtbkpa/hSGCzFQQZXIXKUYSKNK/gAq9M2jQPYIWnYPo09qNYc1PXokjDRRxyqpAZFfcdvFN73rusazbUVsJCugDj+jTD1dPtH2cBXNxRMWtx+vZX1S88H5mZma4f/8+xMTEcP78eRw5cmS5J0DY147ugdGlvQiT2osChb2oVeEPCa4eFtTbjwGzMwi9ewIXDh9ahoI3qN87jp/vvIw/nlTDR4oh2GdaiP0EDj63LFvxutKCMOG4h++F9+G9F7Yg/aPHptur04sKWxm+cl/hMOovCBg4pr34ZxW8aDEo2KCiUEC75x5n4QpfOEw4zXK4hTmsLcxgY2EKO3NjOJvrw89UFQ+MpJBhcB21ukfRrr0PHdp70U0q/l6tXRjQopXzxxjW+Ij3+iSvTidqv/UeizjCQIFAwfYYb1zLFAq6R4WgYGkRM1NTGBkd53l8CrMLi8DUMB74eMA2uR5TW+SGha0EBe3t7dzCPoIKl7a8qVdvP41FHUs4Xjj8SXF0qJI2DGhZoaWlBXFxcZw6dQqHDx/mhgRoxf/ZZ59h357P8MW+PTi2fw9kTu6B963PUKC4Bw2qn6FTcw8GtT9bHv4TbV78gPYeNKrtha/E5zi0/xB++QEfDIjffO8YfvbJRVIHqGGHWgz2mBZwFew+i9LlypZ7L7TNWShMOO1y+Oo44fDV5u+74jgCr067Tu+3KIN+DH0k/sYWg4INqsrKSq677mltYW4GazMTOJrqwd1EE94mqggykkecoRSy9S6hRPc0WrX2YUTjA74/5FvwXhC+2qvjRG0/bn/q1WkE74VfH773M1DDMctCkV1x28USvvUYE17yeKoL3qYGOHpLH8p6lrglbwn7mEpMTY0iJyYKgfltmNn8j3TntJWgoLOzk3tYkPBE3PVaUIELbwvHi7Igjai0gjA6PGhsbAxNTU3IyspyQwIUAGjlL2wKAmcO7obcyd2wu7Yb0bc/RZv6o8N9aw8HPt4d6rvheXMfPt9L4eAIAYOHfuvDU/j9SRV8rByJz4xyuEp6s5r2Klgmd/CviI0rBgUbVPX19VzX3ZNsZ6oPT2M1BBgpINZAAtm6F5GnexYV2kfRoLUf7Zq7MahOKlm19zadffVVcNSyAPutyretpfwaMCu86AkfCiTcSsnGLNpzY3BN0hCJrRNoKM5GXEE7hrrqEUcq0tCYSDh4hSK5pAqB7sGwf1CNhUWyT3URvOm2VwRiirowM9SK4NBcRMWTsIB01PZPYmZiGGlRZJuk84yvweTkIDIS8xCdEIWgB7UY5p3NS9VWggJ6O6KXl9cjc3ZetWlPora2NuTk5HDz5k1uguAXX3yB3bt3L5uCwP69n0H86G6YXtwFn5u7kCyzE22qjw7xvUhXKO6C7vl9+PSzL/DWezwoeP1dnn/6yUX88YwW3r/rj73mJZvStLfAMqmdf0VsXDEo2KDq6uriuvOEAcCGVAYeRqqI0pdEsu5VVGl9gSaNPWjT2IVO9R3oVyOVv+o/tox99ZRx1IJAgdC43HbzPc9C/hXB1wooIBqugd49Jeg/aEKSjw2U3ArQUhKLS7dM4Z6YCQdVZVzX9sODuBjclLNCZt8sxof6UFvTiKx4H9zR9kdVUTbEJNXhlFwEexMzGEY1oCE5CHKGPkjMiMNtGSMEp5fCQksHR/SC0dA+jFexDMtWm2hIn4goqqJ+2aZlB50XICUlxd0meOjQIW5egDAIUB/a+ylUTu+C/ZVPUHD3X6hR/Be61f6FYY2PeRYe3lsdJtgWlU54WzhMRHr6eemyO6Fwci9+8+EhPhQc5kyHFn7yr/McHPxLNUZkxbuRfdCqDAGFG/8WYwYFG1RD/T2It1FFjvYpVGocQKfaRxhR+dsW8zsiwh7aS1cZhwkUPDKmt41sH5HHvyL4WgMKDFZAQTRklJxR2APkeepB0i4fo2P1MFFQgVPBKAqi/CF9VwtiMvdxgabLzcYtKROkdA4gwtEMKv7V8DdSgU5IFSYxDG9tTWh5JhMoMIVtHjnoK9JWggJ6S2J4ePiKib0vwxQA9PX1oaqqyg0J0PUC6HyATz/9dNkUAA7s+RTnD+7CrSO7oH56J+KlPkab0uphvLX86FDfSq/nGKL8cL9BtQ+RIbMDcif24N0dB5fBQOA3PziB359Uw8eq0dhtlIM9ZsUb3gcsihCcWsG/IjauGBRsUI0O9KHCWhIjSn/GqLIo/2XF6wh5HeG/rkwnnPbJ6QTxwmH0dWU4DeOlXZnmYfzqtA/DBWkF7wVxD89J8Oqop40vSEbiKkgLEV5VgYqMF/Ve1LaoMLotKt2T4qifFC/KwvuQ188Ms2HvH8e/Ivhaa/igaXBdUGCX0gYXXVPYZTShozAY19eAgkhLTdx3z8XAeCsslDRhF1XIoOA5RJ92StcpoN33oirz57GRkRFUVFQ4CLhx4waOHz+OvXv3rgAB6mP7dkHs8E4YnNsBn+sfoeDOB+hReR8j6u9tWHcrv48YiY9x/fBe/PnjlXDwY+KffHIBb1/Qx0dKEfjMpFBkZbxR/LlBGhKzS/hXxMYVg4INqqnxUdS4KaNf4Y8YVXp7W9pRVxMHzQtFTtrZDn7nlj3CH2Twrwi+lica6kFJ1xI3NZzgl1SPqZmRdUGBY/4AknydISFnhLv39HHLQDQUtJZmQ0tFHbKqerhsGIXu1kYGBc+hubk5REZGci154buCntW6urrckMDly5e5IQG6cBCdC7AaBPbt3gXJw5/A/tJHyJJ+D+Vy/0Sv0rv8ITrBq8B0WzhMeHt13GqvjhOVXnj7cXHC2+9imLy2KPwTkbc+gvTR3SuggPr1fx7Fz3Zdwx/OaOET7WQCB0Ub0h/LOKG85uFjkTeqGBRsUM3MzKA2yBTNsr/HyP0/YHTd/r2IsNV+UhpR8esNE3g95/F4O+po4IBZgcjxua3uTzQT8Mu94iiurONfEXzRWxKnpzA2NkEqeuLJGcxzSx4uYW5mGpMz81icn8MkFw7Mz0xhYnoeS0sLmJ6cxMz8EubnZjDO7T+JyWmSbn4eExPTmCPHmaXHmF0gH7NI0vM+Y5zsD7r/1DSm6UFfkbYSFFClpqZys/1F3TW0lilE0J4APT09aGho4Pbt29ytgnRIQAABu3btwmfk9cBnu3Bs307cOLQDZuc/RJrUu+hQfAc999/BgLLQ0Jzw+7XCRKVZbUGa9aRdj59wvGHiXqV3kCTxHq59sRu/+fCLZTD48T/o/IPDBA6u4i/XLPAv9Qf41Cgfu40LRZpW0k8TLrBwJS8qXtiCNPR1l342/npUBkPDo/yrYeOKQcEGFS2oa2PcUCj5R/Td+w1GFX+77eyoo74toeAzk3z89Zo53vzgJPoGR/hXxPbTVoOCvLw8roVvYmIiEgAENjU15dYKoEMC9DkCly5d4noCaOW/2p/v3olbhz6GzukP4Xf1n8iU/PvycNxWdp/iX+B79QOc2/8ZfvU+gQMCBcL+2W4xvCPhio/VHg8Hr8K7DHLw56uWePeoBP9K2NhiULBBtUhaao1pociT/jsapP4HIwq/whjnX6/TT5N2tZ9n3xdnS1KA7jMrEjk+t5X9gUIIfvrJJfxm51nMznEPU9+W2mpQUFFRwU0CpEsF04qf9gIITHsDKAjQeQEUAo4ePYoDBw5g586dj4DA0b2fQPPk+/C8/C5ixN5Bpexf0KvwJ4zef1vIf1y1zTcdmuPe8+O57VVpBUN4y2FC8Y+EEwuHrYhfFSYqbsV58L38Xvi8Vr3np2m++2fYnf+A/E578ca7fDj4+yH8iPiND07jlwdk8Zfr1vhEO53AQcGX4g8Uw/GzT6/h4h0d/pWwscWgYAOrozgVRff+hYqbv0Dr7Z9hVP6XGNtGNtExEFlpbmXv0s/CL/ff5rpCj99Swfz8Flme8Bm01aCgoaFheVIg7TGgDxOidwlcv36dWz74888/54YEaMVPYYD6s12f4MBnO3HtwL+gfuIDJN/6K+rvvI0u+T9gSJEO0TEPKPwBRbf/Aouz7+Odj/fjJ//4goMCzv84jNffO07gQAZ/l3LHDu1UfGqYL7LyfhneoZWK3xy5T/LzEdzRtuJfCRtbDAo2sFqqS5GvvA9lBAoqxH6CTmkCBnd/jrF7v3ho+V9g9N6qsNUWpCGva8WvFf7IsWna1elFhT3Owmkfs5+JNoECU1JZbhPvJAXWrw/d5U2eIr58V49BwRaCgpGREe7uA2VlZW5uAF09UFD5C/zprp04vudfuHrgIygfew8uF95BvuTbGFGgQ4jCFh5qWx0n7NXxa+0jHLY6jajtZ33/tGECC+Loq3C6h9sjCr9FodSfoHXiQ+zauechGHD+Aj/+51H8Yp8U/iHthX9pJGEXgYOX6Z36OfjjOX3eZ//jEIwd/fhXwsYWg4INrL7OVpTpnSRQ8EuU3vgJKm+8hc7bP8HI3Z9tCxtp6S1P6nnEpmu8X2t7ddhqryeNsNdzPFHhAq+K36mThj+c0eRaNQIoUDJyxMLiM07s41YgfAAnn2zQ+wWGW6sRFBACe49IxOa1YmKqC5EBkXAjFW7j4ByWFhdQU5yDwtZx3v4bQFsNCqamprjlhSkUSEpKcj0DFAT27PoEJ/Z8jDuH34fz+XeQKPY2yqV+D94w3irLiwjbLH7Z584/fv+9XyNH/G3IHf4I7368j6uUhf3G+yfx68MKeEfCBTt0MkRW6M/rT/Sy8debDhyICKDALzKRfyVsbDEo2MAaGRpEtellHhSI/RQl199E2fU30CVNwECOVJyrTSrSYbmfio7j+3Hxa8WJDBdU3qvDHre9VtgafiwUbCF/apiLP1024worARDQ7kZrjxAscncWPK3m0FyQDH0FTRy67IjK8T6EOthB0z8DKYlBUFD3JcAQCg33ZAR7+ME7pREjtamQNwhD+djGmcOw1aCAzhOizz+gUEDnDtA5A5JfvI+462+jTOq3aJL5NYbv0aGzX6yyIExUnMBPG0fDVoc/77ao8LXer9er93/c9kp3y/0KGTf/CNVj7+Otdw+uhANSSb/x/in8cr8s/iHji50GeS/Mn9A7DW464c2Pzy1/HoWCjHz+gmMbXAwKNrDobYmFdvIoufVrPhS8haKrb6D02htolXwLg3d+ylXYW9GDcj+HvpY+dpsUbll/alyAf2km4ddH5HkTpP7Bv++aDwVRiVlYWnp6KJgd64aHgwu8ffxw7ZYTHwpMIG2fhPhQN9y3iEFpRgwfCnxgHxQOE00vFG+wGx22GhRQRUREcFAgLy/PLTd8/8jf0X6bXPN3f84N1TG/HJdI/AZSBz/CXz7ch9cFYPDOF/hvYjrv4Gd7xPGOlDs+Uk/EJwa5z+x/6aTjjxdNeMcVfM7fD+Gt94+hub2bfxVsbDEo2MCityWW+xqiRPy3BAp+tgwFhcRFV19Hw603MSD7Ewzd2Xrukvs1NLVMRd7isyVsVIAP7kfiVwflOABYDQU///gkcoor+VfC06m9OALqJtEoyojlQQEWUJ8ajEvnxbDj5F1oBJRgdIw3fODoEwx9SzfYeUfALzQJKWXtmNgg0xi2IhQkJSVxUKCoqMg9llj24N9RIfYW2qR+woHBCOefcRUZ771oP3v8z1Zs89KtDHsYLtqr49abdq33ouKelHZ12GqLStN/5xeIuvo2pL/4EL97f/8yFPB8ED/+5zH88os7+JuUBz7STMEO/Zyn8vuqcfj9OX3uWKuh4MPj4ujqHeBfBRtbDAo2uOpiPVAm9YdlKCi+xoOC/Ms/5lwj9jq6br+JQdm3tpQ77/wKGpomImf0bgX/9aY9dy81HXPkAcFKKPjohASq6lv4V8HTaAKRxuo4Iq6POwrq2H/6PvT80uBobgfj4GRERnjjlrwbctsmCHVOozgqBIYhsXDXsYaJbwwMXcLQMDTPP9aXq60IBeXl5dzdB0pKSjh9+jQuf/4+NyxYfuNNAgZview1Y36x7pT5BXwv/AkHdu3CG3/nVeC8ipyYVOKvf3iGwMFdvHsvWGTlz1kve8X7d+8G4RcH7+BHBPBFQcE5aS0MjYzxr4KNLQYFG1wdpVkol/kLysR+zoeCN/lQ8DryLv0YeRd/hILLP0LjrTfQK/0mBmSe5LdEhD3Ja+0jKny9x3/8vh2y/wP1LQYFuwzz8BFpTfzupDqBgeNcYUHHNkVBwXVFQ/QNPssDipcwMzmJkbFxtGaF47KYHVKaqmF8Xw82yWUozI2A5D1XZDcPo7sxA7YWsagb7YS3qhVcHuTAwj0EdQMbY17BVoSC4eFhbmVC2ltw/vx5nNn7ETKv/JTrASy++jo3LDgg+1MM3XloWpEJbwubF0d719YfJ6gcV4evtug0K4+3nuMIvDrti9heHba2V573AHGt5C/hR+Dgkx2f4ufv0p4DHhj8kDOpzOmtjAfv4h9yAVzPwb9I5b/Culn4SCsFf7nlhB/98xh+SABgGS5WQYG8vh0mJqf5V8HGFoOCDa65kV7Uqu/hoKBUBBTkEijIpr7wI5Rd/RFaJV5H37rgYGO7VfbXUNE0F1m5bkbv1M3EO+LO+NnuG8sFxSNQQGBAAAW6Np7c8NHzaLKtHG6e6ejENOry0mFj7QFDu0BEFXVhFpPIj4lCWtMkl7Y5KxKG1oGIzG/FFBfy5WsrQsHCwgIcHR05KLh69SpO7P0YMRd+SYDgDRRceR2FxLU330CP9Fv8ioz5Zbvs1v/A7OTf8MWuT/D63w/woYDvvx0kefQIfnVUies5EMDBR9rp3DDDr4+r4EfvHl1OLwoKfvbRSfiGJ3ITTTeDGBRsAnX4qHJrFdDbEikU0FZFAYWCywQKCBjkECjIOv/fyDj3QwIH/43Kaz9GpySBg9tvPNb9IsIEXivucfuI8nrTr05XL/t7yGvaPHKrz2YzvVf5fYUw/O6kGt744ORyQbEWFFAg+O2uc/CPSub/9bevtiIU0ImjcXFxHBTQ2xKP7NmBgHO/5g0LEiDgwf6PUH7tdXRIUkCmvWcPTYfWVocJLBh6ExXHg+1Hw0Wlf54wYa+OX88xnmUfntf6rdYX3iP9ExSK/Q90j72Djz/+dAUU/PBvBBSI3/rkCn5zShN/k/bCb05q4o0Pzy7HPQ4KPj0ng/KaJv4VsPHFoGATaKw6E+Xiv+KgoEQABaQAEQUFaWep/ws5BA7qbvwIPVKvo/c2BYTNZR4UWIusaJ/deSLCXobzOBigEwl/d0Idb350lhsaeAgED6FgGQiEoOCImBL6Bob4f/3tq60IBVRtbW3cg5Hocw0OfvYJnE//fgUU0N6/nAs/4uCgTuzHJP/SCoz5Vbjr9lsoEvslzE7+BX/+YC9ef4df6fP93zTPvn+Sm3vwMJwPEEJAIIACmu/vaFtj7jl7/V6lGBRsAs2PD6HJ8hKBgp+ugAI60ZAOITyEgv/moCDlzH8h6TT1D5B5/r9QefW/0XqLAILkj9ArRQqZTeA6md/hnob1o/cB0wr3ecJEhQviRIU/pXdop+NduUD87rQ2fsRfuES0RUPBzz48joiETP5ffntrq0IBvdU4Ojqae/Tx55/tgunxtx+BAjocmEXAPpPk68LL/42WW6+jmwB+v/QbzK/Ilbd+BqVD/8B7H36KH7+zXwgCVltELwEfCt7ecwkZ+WX8v/zmEIOCzaClRYyUJqBK/l1upvJaUEALkPRzP0QqgYJkAgWJBAoenPw+Ek59Hxlnv4/yK/+FBrEfoovAQfcGd6XMHyGtaSfyXuCN6B26mfjHHX/85rgK3vrXRV5r4REQELZoKNhzUQ5T0zP8P/z21laFAjq23Nrayj0Rcf/ePdA7+mcOCmi+5qCA5Gk6TyiLgEEGydMU9GkvYDGBg8abBJpF9Kwxvxx3SL4BrxM/x5/e3SECBgReGwruGzrw/+qbRwwKNolob0Gb2x2Uiv2cm1fAa1UIQQG/VSEMBbSnIIFAQTxx3Inv4QFxwqnvIevc91Fz7b/QKf7f6JL48t0tIqxE+s+Q0HQSWQFvJH+kkYS3L5vh559LcSuYCboOKRA8LRT8aucZpOYU8//iTFsVCqgoGKSnp+PI4cO4f+gd5F3lrUGyGgq4PE2gIJXfA0iHBgsv/RAdEmv1+r3O99PEPW6f9fp59xf20xzrac/9celXhtff+BHcP/8O7rzzDfzpr++KgAG+CQg8AgUkj//z8A10dPfx/+KbRwwKNpGmOmtQp7NfCAqE7kBYBxTEEkcf/y6ijn0XEUe/gxjyPvf899Fw44dovkkh4YekQl5tWkmLCn+c19pn/eEl0n+ChAaBAn1S+a7LOSLCXqzp/cgfaSTjfaUo/OmaNX6xX5q07gX3JfMKA2EoeBQEBOYBgTAU0GEDU+cATM3M8v/aTFsZCqjosxDc3Nzgry+LIsnfP5wrJAIKhIcFE0/9gPj7yDz3A9SJ8QChR4r5RbiNNJTyLvwA7vu+g6t//CrO/vYrOPe7r+JXf/lINBBQk7y/Ggp+v/s8fCMSn/3ZJV+iGBRsMtFJhxXy/1wnFPwXgYIfrAEF30XYke8g9PB3EEkAIeHkd5Fz/nsovvh91F3/Adpv8SDhy3Lx7T9BXMNx5YIhX5I/1knH3+X8CQhY4X8Oy+Mnu64JFQArC4NngYI33zuCS3K6aNkky6C+Km11KBBonOTpKsX31wUF3LAggQI6LMj1/pHXnPM/QNXV/yJgT4BaxFAc8+PdSaCqgvx+0ce/B/vPvg3Jv3yNgwGBT/3um/jlX/4lGgioSd4XhoJf/us0LN2CNu0wIIOCTaalhXn0xNqg+Ob/rLgDYQUUkAJEGAq4AuQkDwpiyIW/GgpCDn0bQV98G4HEweR91NFvI5FAQj6BhOor30eL2A/QQSDhVbpI6m3cUnd4dMGQV2Q6LPCPu0HcsqW/2C+DN3dcXON+ZGE/GxQcvKaAxtZO/l+YSaDtAgWTLaWo0di9Agp4Q4J8KCB5ejUU0HlC8RT0SX6meTruxHeRdIqC/fdRQyq49luCXrfH9fQ9bS/g06YXZVHHWOu4TxNOw57uOC3kNyq9/AO47fs2FN/9Oq69/RAEhH3oDz/Az/66UzQQUJO8LygT6AJIdOGxgeFR/l9384lBwSbUwtQ4uiMtUCL1eyEoeFiAcFDA72oUQEE8gQLasngSFAQc/Db8D/4nfA/8J/yoyfugL/4Tcce/g5xz30XF5e+h4dr30XT9+2glsNB+kwCDwLeE3q/Xa+yTLfUOrmh4iKywX5Q/1s3kFiP5QC0B7ynH4B0Zb/zujA5+uucWfvzeCQIBx/DfpNIWZHphPwoE1E8HBfT2ww+OiaOtiz7cmGm1tgsULE6NodVFBsXXf/JYKFjuARQBBdEkT9Mev0iSp+lrzLHvIPvs91B15QdoFvsvtJEKUFSP3HZyC/kdaq79AOlnvgfbT78F+b9/HVf/8BWc/91/4MxveRYFBQf+8N/46V93iQYCodsR3/znEZyWUsfk1OZYuXAtMSjYpFqcnUJ3jA0KxX4hEgoE448J/K5GwRDCE6GAWAAFPvv/E97Enp9/Cx77vgX3vbxX3/3fIvv9Jx4c/zayznwH+ed5sFBz9XuoJ8BAQeF5nUWg4PILhAIKAB9qJOO9+5F4914I/irphrevWuJXx5S5J6RxvQCPyfCr/bxQQB+CdOCqApKzizC/sEGeQLTBtF2ggGqmpwn1BseWJxCLhIKzT4YCOlconMvXvF6/YPIaRbbTz3wXZZe/j1oK9LTnT5wOD25i3xIRtsp0CLSGfN/CC7TM+w7sd38TCv/4Gs6Tiv7MbwgECMwHAlFQcO53X8Fnf3gTb/71MxHlw8My4q33j3I9BN39g/y/6OYVg4JNrMXZaXQE6SOfgAF3XzMpQFavVSAKCngFyHf5hQeFgu+sGwpc934TLnu+CWdip8+ov0HefwPeJI3/gW8h6OC3SCHEA4a0UxQavo2yS99FJYGG+mvfQ5vY+pwp+TdcUncnlXnW+q2TQSr+JLynEot3pH3wVykP/OmGHdf6/81JDfzqiCJ+vlcSP/lUjL8AySGu8uYq+sdk+NUWDQTU64eCozeVUV67eVY5+zK0naCAaqKxENVa+zgoeHgHwsNFyR4OC1IooHOFHg4J0rlCq6GAg31iQe8fzeMRJDzmGMmbp7+LPALzVVe+jzYRUL5e056+LyN8LdOhzqKL30PCiW/D5tNvQvODr+Pe37+KS7//D5z+zb+vhIFHgEA0FOz640/xxl/3iCgfeGUEnROkbOyI1s6t0ePHoGCTa35yBP2Z/ihV2sG1LAT3Nb8oKKD2egwUOOz+BiHwb8Du02/Adtc3YENsvZN419fJe+JPvw57Ekfj7cl7591fhxuBCDcCE/77v4nQL76FEOKYIzxHEyedIJ959vf4QkIff5P2xt+kPPHnW04833TEn4jfvmaFP1wyxW/P6OI3J9TwiwN38PPPpfEzUunT7n86GfDNnVfw5r8u4PUPThMIOMUNCXAPIvonHRY4woMCUoFzlf0aGX41EFCLBgLqJ0MBLUD2XpRDZ28//y/ItJa2GxTQ9UjG6/NQpbUfuZffeLhWAR/0nwwFvLuKhKGA9hYE8qGADgf6UtAn+dlr/7dI3ub3+h36TwLy30bm6e+gmFSoTTe+j2a+W8UINHDDhLQHUJTXinva8LX8MH0bMT0fel70HBuufx/VV7+HdHLeAeT7Gf/r65D+61dw609fwbU/0Ar+3zkQEPazQMG/3v4lXv/b3kfKB5rn/7T3IrxC4zA+sVGeGPL8YlCwRTRam4tK/RPIuvzmMhQIJiU9DgrCKBQQi4ICWoA8KxRY7vw6LD75OsyJzXZ8HSYkwxr/62sw+vhrMPjoa9D/8GvQI9b54GvQ/uCr0H7/q9Ai1njvq1Anvv3h63jns9NcJf+zvRKkohfHTz+7hZ/uvomf7BYjrf3reItU/G/tvMqtSf7mjsvEl/AGgYA3Pj6PNz46h9c/OssBwUaBgj/uuQg1U+dnfPrh9tO2gwK+JlvKUKV/dB1Q8H0hKPjeU0GBoPfPjeRnQZ6m+dmR8zfgQcL8DnwLsUf/E6mnvo2cs99B4fnvovTid1F+6buovvI91JIKueEagYjrtHePwsPzuZVW9uRYtEex4vJ3UUI+i7rg3HeQQSp+ei70nOw+/SZXhij9g/YA/Dsu/O7fcZ4AwDnis7Ty/zXfq4Dg2aDgq3j/7d/iR3/7fEXZ8OY/D+PQdUUkZRdhYWHz3Xb4ODEo2EKaGexCo4cSciT/9HBVQ1J4CK9VsNyqIGDAQQExBwW08BCAASlEuAKE31uwDAXEggKEAwNagOz+5rqgwHQ1FBC/OiggQMCHgh9xUHCUQMHhFwwFQkBAvBoI6B0GUUnZGBvnPZWQ6cnarlBANdFSjlqLy8i5+tPl3r+HULDytkTRUMCbK8RBAR/0BXmaDgkK8rQoKOBAn+ZnYi4/E9P8bLvr63Aicc4EGrz2fRM+n38T/ge+yQ0ZRhymw4bfQgypuBOO/ycSiekr9YNj/4kk8ppy8tucaRyt4Gna0EO8nkK//d+ENzmmKzkPh920vOCVEbqkjFD751ch+9ev4MYf/wPXiK/+4T9whfgSgYGLxC8OClYCgQAK5K6exp7zMsvlws8/Og4DO280tXfx/1pbSwwKtpKWljA/OYqR6mwUKH4iBAUP1yp4GVBAC5G1oIADA1FQQDL7hoECWvmvgAGBHwWCp4UCuiiRtIYFahvb+H8kpvVqO0MB1cxAB9pCjJAr/jsOCrgeQJKnhXsAaZ6mkw1fBRQIIJ+Xl7/O5WVDofwsMA/6v0oqdJ51SP6m+ZzL6+9/DZokn6uSil6FWPHvX4H8O1+B3N++wlX8MsS3//IfkPrzf0CSWPxP/4Fbb/8HbhJ/GVBw+c/fQbyPPQrKa3BXzwYnJdUQmZiJ6S28yBiDgi2q2aEeNAXoI1v2n0g69/qqVoVoKFgeQhABBZ5CUEBpfjUUcIXIq4SCXc8BBe+uEwpIZS/K64GCX+04zc1Gziosp6zG9Aza7lBAtTg9gYGiOBQp7UT6+ddfHRQQrwcKROfnr63Iy7SlTyFA+d2vcl3+9//xFShQGCC+xweCOy8aClbBgMBPCwXiH72F/Adh3N+CZmP66OutLgYFW1hLC3MYb6tCg58OMm+/w1vASFCAvAIosHwECngFCa8lsbIQ+XKhQAQQUJPKXpQfBwWvk+N+cvo27H3CtnRr4lWIQcFDTXU3osZOEpliv31pUMDl51VQQPO0KCigc4S+VCj4/auBAuldv0JZxgP+X2F7iEHBNtDi3AyGa3JQ66GCpKu/4noLuLUK+FBACxBaeDwJCpYLkSdBAb8QeVVQ8OYnFAj4UPDxk6Dg2Aoo+OGaUCAaCKjXgoK/H7wOn/AEVNQ2YXZujv/rMz2rGBQIaWkRs6P96C+IQYXF9UegYDlPEyjg8vUqKKCz81dDAQf6JD8L8jTNz8KThwVQQPO01VNCAc3Pmi8ICigQiBFfp1BAgOBVQcG535HvdGUvOhuq+X+E7SEGBZtOS5geG0H/6BQWnqona4mDg8meZlS6KiLxxu8RffrHCCOti3VBgXDL4hmhQFCQfDlQcPKFQwFdovjXn5zhZiFHJ2ejd3CYe/od04sRgwIRInAwPz2O3uww5CruQsKFt1YtX/7ioEB4ntBGhwIKBE+CgjOchYBgDSi49Kf/xO2d/4NQWz1MjY+Sn3x75WkGBV+SpvtakJRegOKmIcyT7fnxbuQWVKNv9eT00S5k5NWgT9ATvTCLHB8byLtmPgx7StGLfLy9FvXBJshUO4iocz974VBAC5GNBwW82xFXQgGp6J8SCn789y/w1/1XIKlmhrAH6RibYHcUvAwxKHi8pnpb0RbniHzto4g//xYHBYIFjHi3Gj8BCoi3EhTQdQmeBwou/fnbUDn2HvxNVTDQ1c7/lbefGBR8KZpBeagjzt1QgbRVCrpI5T7Zkozbd62Rvfq5OHWJuCRjixzBre2kpdDbWIX8uh5MPyfA0p6Die5mdGQEo9j+DhJlPkTgoe9waxWsCwqI14aCb7xiKLj0KBR8yIOCH78gKPjJB8dw4AqppAJjkJpbgtHxCf4vyfQyxKBgfZoe6ERHig8KDM8j6vj3nxIKHuZpARQ4kvxM8/RKKPjGI1BgvAYUcHl6PVBAgOBxUCBBfOspoYBW/OuGAj4MnP/jN6B46B3EuJmjrbYcc7Ob8+mGL0oMCr4ELY23wlHHGnaxUVBUcERm6+RDKGifR0dWCMTkTWHsn4Pu0gScvqoNaU0D3FD3RWH3KGozQ2HskY7OkUaY3NGDhKIhLGLr0NdbDlPyXlKBhBnFoXe9S+rTWxmnxjFFC5ecSOSaiyHy2h8RcPSH8D343W0LBfSBRT//+ATePXwDRo5+KKmqR0//IBYX2e0Er0IMCtYv2vs3OzaInoI4FBhfQtyV3yD8xA+5IQTaA0h7/+hkw/VBAS9Pb2UoOP+Hr+PK376HO3v/gLRQDwx2d2B+jk0MpmJQ8Mq1iL6yFNzW9kdtVxdcjQxgm9KIwWYeFKRl5kBSQg0hLVOoa2xCR1oEzkvpI76mEx7GetCPaUNZvBvumcWi/IEfzqoGIbe5n+s1mJ8dR11ZGbJTInH71n0E1PI/8hk0NzmKltRA5FlJIU52J0Iu/x6+x15/KVAgKES+bCig8wR+u+ss3jsihpPkb6Bl6YbCilrMzdMBHqZXLQYFz675yTE0xTgg7f5exN38K4KO/GD5DgTh3r8vFQqeMHzwoqHg3O+/Bol//Qw6Fz+Dn4kyGisKsTDPJgSvFoOCV62FCeSEueHELQNYOvpAUU4ZN+3T0FqdyEFBzINkiInZokTQGhUMH3Q+CgVtzY1wcXWD3H1TOKQ2oiYjHIoqdnDwdse16wrPBQUCLZJMM97Tiq6iRNTFuCDLQhLRdz6F39lf8aCAFCIbp6fg4vqh4O88KPjxu4fw/pGbuKVsDAvXQITGpyG3pAqT05v78adbQQwKnlNLS5ge6kF/ZRaq/A2RrnUC4Rd/zUGBYKnjZSggFixdvhYU0PzMQQHJzy8cCggMUCigzy6QIlBA5xM8NRSQil8UFFz663dhcP0AQm11UZQSjbGhAf4PxCRKDApeseZGuuFuaAb9oAwUV9UiPsQL1+65Ijs/ioOC9KxcSEoaI3loCtV19WhLDl8TCkozspHdM4Q0fxfI2iUj1c0MshZp6GnPhYSU0guBAmFxXZQTIxjrbkZfbSGa00NQGmCGWOWj8Dr723VBAS1IDFdBgaAQeRVQ8DrxJ2dkIa1pCXPXIA4AahpbMTg8ui0WJtlMYlDw4rQ4P4upwS4OEBpiXZFpdA3BF3/74qBARH5+Jij4C6+n4Hmh4MY/fwz7+9cQ426B+tI8DPZ0sF6BdYpBwSvWSHcN7My9kdowCDpPcKqnHs7WrghISYSZVRDK+4GGJB9I3TeDWVA+ehsKoG0egor+fsT4eMAzuwcNudGw9stBT2cltJSMIKnohPCKbgwNlMGEzilQtCX7WCOplfeZL1ekIiWV6dzMJCYGutBenIK6pABkOyojTusifG98AM/L78DlzB/gcOx/YPPFW7D8/Mcw3fPD54aCn3x6Db/cI4Zf77uJPx2SxF+OSOHvx6Tx8bl72HdNBSeldXFHzx7m7iEIjk/nAGBqeoar/HnmfwWmDSkGBS9R5OKfn57AcGs16uLdkap3CWESHyDwyp/heewncP78ey8fCoTnFAhBwXp6Ci7//t9x5e2v49a7P4DcZ7+GyrF3YS51AlHOJqgtzOImC/Ign2XypxWDAqaXqumxYYx2taCnpggt+QmoSSLgE+OBolB7JNkoIt5MFjEGEog2EEcUcYj6ZQSpnIOT0nXc1TCFpJ4rsQskdJ0hoeMMBTMvzho2/tB1DIKVdzScgx8gLDEHMWkFSMsvR21TB8a20KNMt6sYFLw60WHCGZJXB5sqUJ/kj2JfI6RbyiDq/hGEyOyG57k/wP7Aj14+FBCLggLxv34Dip/9EjqnP4DRld1wU7uJMBstpAa5oKE0F9MTY/xvwvS8YlDA9KWKdunNTU8tm0LE5MgARgb7MTA0gqHRCb7HMTQyTlr6s5iamd1yjytlelQMCr5cLczNYLyvHcPt9eipykNr3gOUR7qgMMACqdYKCFc+BX+ZvXC/9h4cz/0ZJp/9F3RXQQHt+VsXFPztq1DZ9SY0P/8VzC/vgMu90/BUvYpwKzUUxgWiLDUKDcVZ6GysQm9bI2an2NogL0sMCpiYmDakGBRsPC0tLmBxYR4LszOYm5rA7OQYZsZHOJifIjA/OdyH/iZScTeUo4e4uTAVDbkPUM93XQ7PbRV56KovQ39rHcaH+jhPjgxicnSItPpHSaVPjj09ybtNkI3zvVIxKGBiYtqQYlDAxPTqxaCAiYlpQ4pBARPTqxeDgg2ixZkJJPraQ/yeDq5YJmN2YRHDDYUwNjKDuIo5HFPbMD9UC0s9C8gaeiK1YZx7NHJGpD+CS/r5R2Fi2jpiUPB0WpqfxfjEFKZnF3jP/l+cw9TUDB6ZfkPKjQkaLuiVn59GfpgPzCLLMMLW6dr2YlCwQTTTlIfI6nH0FsXh2rX7CKvshrepOYwT6tBREwdpBUdEh4dCK7wCZfGhsA3OQ1VCEJQcc9HLPwYT01YSg4Kn0TyaYl1x6OJ9KHsUYHgBGKkj5YaiA/K7+UkEqonHeVlH5I/wt+dnUJ4UBY+UWowxKNj2YlCwwTRcngSxG1oIrWiBhZYxvAs7MNhbDIU7pgiKjICakQcMzR1g6uwLbdMwNE6wSThMW1MMCp5CM93wNTCFhoMbZDX8UN4/twIKRhsK4OgViei8JoxVxOPkDWOY+ITCMSQfXRPT6KwpQGxOI0an+xDjRcKJo0t7MDrUhDD+tmd8Ddic/60vBgUbSeO9CLIzhrRDLrq6mmCgaYSQsh6M9FdDQ9kUUcVtaGloQmFeNowdfBHg5QFpZXNYhBQ882OUmZg2qhgUrF8TTXmQV/dETkMNDNRNEFrWi0EBFJRUQk9dDcYxFQhLKkBzcghO3NSGW1wmdNUM4JLdjcIoZ8hbJ6EsNRiS2hHIrqpHU98kZqZH0EDel+XGQfaOCZI6+B/ItGXFoGCDaHF+FEm+jrhjEYfW4TlM9rXCXEkLthlN6GlLg8I9e2S1TmNxbhQJLm6wS0yDvbINgkoa4ODsjqJOtlY/09YSg4J1anEKRVFeOK3kgaKiYtjrG0DRvwhtFbEcFDyIj8f1mw6oIEm5Vf4EwwedbXDW04ZJQscyFLSXpOGGjBbkTIKR0zaGzqoMqMioQuyeOo5dVkRIPe8jmbauGBRsEPXXxODsWQUoWIUiIDwBiaVtyAz2wn0Lbzi52EPHPROd47OoyQqDuUsOemZGEW9hARW7YBi7RKJhlA0GMm0tMShYnxbGuuFjbg4ZAzfYuAVAV8cA59UDUVIQwUFBWmoKxMStkDc1h87uPozkRa4JBfU1jahqb4K7gQ7EbNOR7GyCe3aZ6OvKg/RtNQYF20AMCjaIJnqakJ5TvOyS9nFMD/ehpLgYmYWVXO8BnUzUVV+LxkHegz1GO+uRkVuOqtYhsNEDpq0mBgXr0RKGWoqhds8UwRW9WCTb/VWZkJM1hHt0IG/4oHEQIVb6uKlpD2O/TLTnRq8JBQ0lKVDStIX0HVNYJtWiriAMUmI6kFc1wxVZJQYF20AMCpiYmDakGBSsT4sLcxgfn8TMPO/ew6WFeUyMT2BqZpqET2GOBM9PT2JoZAzjU7PcExNHufAFTE1OYHJ2EfMzU7w4cqxRkm5oZALT5Hh0e4zbHif7jGNmgfsIpi0sBgVMTEwbUgwKmJhevRgUMDExbUgxKGBievViUMDExLQhxaCAienVi0EBExPThhSDAiamVy8GBUxMTBtSDAqeT3RCYUVmPJy8wuCS0sCFjbTXIjQ4jIRFIS6vFRNT3YgNiYZHVBYaBmaxtLSI+tJcFLSOcemZtp8YFDAxMW1IMSh4Po1Xp8H5QTlivR1wStwURV0DiHB2gIZPCpISg6Go5oO0pHBouCYixMsXnkkNGG/IgIJeCEpH2U3O21UMCpiYmDakGBQ8p5aW6H+YrkuFmLgyQiv7Ee5kChn7JCRGeEDBNBJFGbHQcE9BuLcPbAMjYKrlgfxh9jyV7SwGBUxMTBtSDApegKZHkeRjCwmdGHRjAY3pYbhyQQw7TspB1a8Yo2NdiAwIh71XMPSt3GHjGYGA8GSklrVjgq1JsC3FoICJiWlDikHBc2pxDo3ZEZDTcUNy/RjmRnvgb2kHA/8ERET64NY9F2S3jgMLMyiLCYVBUDTc9axh5BsLQ6dg1PJXTmXaXmJQwMTEtCHFoOD5NNKVA5lberCNKUdbVx+aG2pgel8X1ollKCmKgaScE9Ibh9DXmgNb0yhUj3TCR80Krsn5sHINQHU/m1ewHcWggImJaUOKQcHzqbMwHnoWbjxbusMnvxV1+emwotvW/gjP78QMppAfHYHkxklun5acKJLeD6E5LZjgQpi2mxgUMDExbUgxKGBievViUCBSs6hNjcJ9ZQNIKhpC3CgAOY3DmBkbQkxEGEq7ZvjpNraWRrsR7OoB55wOCOYTD5XGwyGzi78l0GRDdYsAAP/0SURBVDjyo9KQ1tC/nI6qMMoTUTXj/K2XqRHEuoWhiv9RY8O1iI0qQ358CO7d5/0NbpmEorRtlMTOo7kgCRoq+iTcBDrOSWga5z0I5nnVkBaM4IoX8X2HkOiWgJKRaf42T+PdzQiKTkJxYiiccgcxUF8Ej7gCjM88/vwF6caekO5ZtLgwidL4UNxXMYSkghXso8sxtLCIpcUFzM3OY/FLnIjOoICJ6dVr20JBZecEKlZ5aHKeHzuD0qgI+Oa1kUpyHu1lKVDQ80dD/wR6u7swODWBtsY+NNaVI6ewAZ2DPSgtrEBhbQdGpxcxNzOEykIaV468kga0Dw6jtb4JxaXlKKxsxMAU71Nmx3pRzE9X3zeNsZE+NNSRdFWdmFlHYbzQWYP5xvwVXuxt5scuobeuCN52lrhukIBhfunenxMInbhWLEyNob6mGjlFlajp6UaqdzRC0wu4cylt6MbEHKmc+9rRPjKPyYFOFJfQ86xBQ3cfWuvqkcuddzUa+sbXVXEMDw+ju7t72b29vfwYqkH4G7uhaIS3NTxQCj/vXKQEBiGorI+EzBEQiIO0dhB6pmdQm5YA3+RqTE1PIC0sGF5pzet7dPRkIzk4qWCELYRBldHOcMrvR3/3INoaarjfory5D1Pzk2iu7UJtNf3OTege6uL+bkUNvZieJ/svzqKnrRn5JKygogH9U/0INQ5BXEUFdwxBusWZSXSQ368p0QN6Sb2YnxxBc/cQpqaErpfiBgxOk+P1k9+5phblTUOYFpEut7geg+v40jWt4yiuG1nhjj7+BUjOuzojCgYeKeidmMfscBe8zWwJRDagLC0GBobuiCgj18JYP2ob2lBZ1Yqh6TmMD3SgkH8ebaOLmBkdRGU53a5EZdMgyT0vRl8eFCxhenQAlSS/0u+YU1aP9mHet+prI/l9VFBObCBNj6KmupHkj4fgONHfzn/kurBm0FXfjZGFh9f94sI8Osn12/+CbjdYnJ9CVyu5bvg/0xS5fnv7RtHf1oS8Iv5vWtPFf6rjIkZ7OlBUzLt+qloH8DTsuzRP8gopT4anXsS5T5I810P+v1JTg92o7RrBUHcbesbmMd7TQuqClcAvSutN93jNormC/5uRsmeI/yTMl6ltCwVinvW44bHSGfW0JUolDAVUk0h3dYBnThsig/2R3lwLR3UnOAbHwtrEERqmbnDwD4WemS/iq/oxMd6O+KBYeBN7enhCzdINKprOcPaPgqOLB4Jy+kk1N4QkDx9YetF0fjC3jkd4LD1GALzjKjC+jop2yksW4zqfrvB0hCEvcnEOZekx8EksQ7S1I+K6eRcTBwUxDWjIToa5gx/cQh4gpa6VQIEvtG0D4EW+h5lzOHKax1FGKkmXtEZEhofD1TeSnGcysmoaUZiWwX03b58gmHpnk4LoyYVkTk4OAgMDlx0WFsaPoRqEi7I2tJ3D4OQdBmsXV5ivgAKqCSTZWCKocfohFJBKNjsqHD4pjeuriJq0gey3V3rpYaHJg4JmxHn4Q9faB97+QTB2jkFJZzmM5ezgTP7eZjpW0LL1hZNfANSMglHQM46h9jJ4OgWQv28sXH284RubBTc9J+h7RZDfKQQG5gFIbxzDdE8jPIJjkBbswkHBWEMezIKz0DPQhgf868WLXBMe8SUI8PeHjUsYonLb0d+Qz6XrFkrn6eENj9SOJ35vOetKHFXOX2HnqFYubnF6DJE+HvDN7yJFM9UC6lODYRVdTH57T9xTsoB1Qg3aK+OhrO0N7+hCtA61IdzBCzY+9Dy8YeOQitDYONh5hpLtB3iQ14oX1bf05UHBAtpK0mBk6AingBjYu/tw4NRBwKChOAuVvRuvp3CkOh36msYwTOvmhwC1cS6wyx3mbwnUA3+tQBRMPbzuF+ZmUFmcj+ahF3O3wfRYK3xtg8DrZFxCK7nOI8g1FedgCw1XWo5EkHLODW6ptAEzjeIwf2jY+JPyJATGTpEo6JoQQvXHa260D2HBgchu5YPuc6kJ9oph4K39+FAjbTVIrexERrATQirG0F9XiMymJ6/4yEsnqFOeRTOoz4qBkW0Il+cdTJ1gHl5CSss50lAtR6UA7l+wti0UnHetxzmXlU6tXQsKgOpIO9intC5DgathOOrJ32Sg5AHuO6ZifHEcmcHRCMltwdzsBPKifCGtbAIpeTUcFtOFkWcO+ueW0F6VBnevQgy3Z0LeIRO8RscMUuwNoOkSCdfoakyuM0dMu17HpNo7Kzwbqs7FLcxOI9bHEUnNc5goCMT9yDYunEKBZmgZ4sj3iKsa4lcGowQKQuCZ1YylxQlkRcQjgnz3YgoF2XUIdnLCPVUPlAh+npYcyKqaQFpRByfueKFm7MmFZGZmJvz8/JYdHBzMj6EahJe2JQLz6lBaWYfMnHg4PwIFQEWQKdzLKRREQE5OC1LqVrCKKkfP6Mz6CpHGu0DWD1Z66WFzexkK7AMQUEoK18URJPlFI7YyE7b6sWgj0N+d4Q9l71JMLQ4g0jYMCU29KEkKhWtSM2bJjznSVQtvT3sYKHkjsokWyPOoiPaBY0bnmlAwPDqOwhj+9XJPA3IWpNL3CUdMeS/3vcb5UDA0OrEi3R27AvKXe7xumVXgs7t5K2wTxoOChclRBHi6ILS0n9umasuJhG18NWkRV8LXIw60rB2sS4aRUy4GSWNspv4BlNyL+fewTyPMQgva9r6QuWOLxNYXOzXtZULB/OISzOI7Vji5WlCBUijIgm9kHmg9OTvVgzA3H/hntaEqIwoJDZ3IfFCCcC9r8rdwhF9CKuwtHSBv4oPMFlpQd8JV05z7O9H4sMpykoeiYW5uQvKNOfmdeJ+C0VoYafDSWcRUo6etBE5eJJ11KEp7H/6WM8kumPSWX+GZdC9+LNUUCiJiEZQSBQOtB+TTeRJAAb1+DAwtIK3njpiKKg4KPEJduc81j6nC6MQU8tIeoLBjGnWJ3vzzJmnrSuGiTfbjf4940lAQqLi4GGlpaStcX1/Pxa0NBW6IaadlxSJGe4thpOqN8lEKBWHwLyRnvUDyG2k4RRR3kr+AkOpVSOa8+dDNJvwIYShoRqR3Fryc6LmawDG9C72d1QhzDYauoQlpuMUgJiUc9+lvncQrCzHRBi/SYKLp9X0z0DneBOvb7gR4HbgwC/4faryxEO5ppNHIh4KRiiR4FXSioSARWtxvYwp9txS09bfBOz4XAdZO8M9uQ68gXWEitIXT8evytp4paLjUPOJBwWqSvRVQ1/dF2Qiv0TU32ghbbVN4J2ZBTVoBZ++ZwiWlCim5uQTUHWEcXIWJqS6EuLhBlnyetls8GsklXRbpwn0faWVPJLYNccd6nLYtFBxxqMNh+5VOqBENBbMTLXAzdMODqo5lKHCzSAUtSukFohlcgqWlCeSGxyGcQEFHRQKhu0z0LCxisDoaF8QMYRdcyhXgnbWZ8HDLw2BbBu45ZmOcXv0LU0hwMIaOVyx8E9fZ6iWatj+NSYVfrPBMAKn4aNxAPu7e0ISEoiEkSeUtoeSPGnKt8aCglIOCeFIIPoSCaERXdpPvO4k8AgVh2S0oolBQMEJAYREzpGB00zKBiZsvlO77oXx2HrP9tTCziETtOqAgNTUVnp6ey6Zg8FBPGj4gf4PxBthpOiO7n9dT4JNYif6+RrjbeiCzbXZdULDUcB2Lma+tMJYenvtDKIhAYgvNPGNI841GVHk6HC2yQauMgdxg6MS2kHdDpJAj6QgUFCeFwC2FwCD5MYdJq8KLwJiRig+iW8gXWpwj15IvXHK61oSChqIEGFino5tcLyO1D6BBoSAgFml1AyuggEtnJZRuHVBwQb8c70nmrrBJID1/orkJpIf6wuFBHYEceqrjyAoNQ0B+K/rbhaCgPgXmnqVcD8BMbTyUyHuut3Z+AsG2lkjtXMLCwihi7W2hZhWP1hfT4HypUDC3sIQLpGEgbI8cAYCuhAKqttxo2MVVITvECd4ljQi3todn7iD66oqgoWSJmKZ+VKdFws6vmFwnS1yXc0VNIyry4iGlqAfJe07kOp3ETG8ODMi1NDjbThoWHkjrmiG/3RDi7V1hHxQENf0oNE4srriep71lMKHxzxWeCVTix5KzHWqHV3AUitrJ39PHAmE0oxNRKLBJqICvQxAeNA1ggeTjxSXaU2AKy4xuLJBK0d0+BsUdvaQ88EJCRiYUbWJQ20KuTUK4i0srv8d9oyQMcEcGEhISVkA+dUFBARc3PdYME1l5XJWnZY8hriuYwHYFFPCU5WmIkHoKBcGwi8pHdUUZvHxjkNEsaKzwVfwekP3jh648yo8QhoIa2MoZw6t8BAsEtkz0o5FT/QBmVnFoGVlErJUm1DyL0D9SAX35QNTODyLaMxBBBV3k959AfmQIXOLjoCtpgpDqMRLWBS8NW6T0kjxdlgANUsYv9xRk+UH3QQdpT0yivbUVFVU1CAkIhG9EHDQU7ZE1yPvt1krnk9rCDXdWEMjaJ5//iDsHeEMOw+UJuGGbwr0XKNndEFGNk8j28UNQRT8WSbkcaO8Oj9wOkn9JOR4aAu+UJkzPT6MiJQbO5DoVM49DfWs/xkkBRVe4fJK2LRTst6rA55YrHV8poCgKBUHQtgtCQEQinDwDYBlegLGh/nVBwUB7OZwcAuFN9nVws8ElUVBA/sXZOMPIPxGB/oEwdUzFg/Sng4Jx62MYln1zhSd9Zbi41kQ3mKYPcu/p8EeIjRkCy8f5wwf1qE6Nh7GtD7yjkpHR0LYmFNgnNyAnPQ2B5Lu4+4XDi1z4Xs4kA4UnwCvAD3fUA1C3DihITCS/o5PTst3d3fkxVGtBgTe0HcO4z3Zw84dVdCnJbLNCwwdTyI+LhFdyLVepPUmztdcxkfzaCmPxOaGgZQCDTYVwtPaBS0gi+dv6IzC9AF42HtBzCkJgcAgMLSNR2Du5JhS0N5aR6yWA/LaJcHS3h/YaUNDeSK4r+4fptNYBBWe0i/E3sfQVNvRr5McuoKcpD872QfAKSoSPfyQs3ONR0TeBsd5GeNo4wSGlDh2VSctQsDDXhQATR1gGkuvW1w+WHjlIy8vg/ka+IXFwCnyA9hf0LJ2XDQVHScNA2E6Zgnkuq6FgDpUJYXB8UIucUD4UeKWibmgKkx1VcAxORMvwLFrIdeLtW4Th6R5EOHhC1zUQNna2OCurCx2jZNDpvQtzpPJSjUFrZwnuuaVhipIkUV2sCww9g2HqXkKuupWadr2KCcVfr/CMjzQ/ljQoG3JhoGUOu4BE2JlZQJu0GGljlEKBaXA2nIIThIYGhIcPBhBhHoqUli4eFNR3IS8yFg5ekfCPyEFlawMiHB9+DzGtuGUoiI2NhZeX1wrn5eVxcU/uKaAaQwQ519h2CgV+UCL538jOHQ4R5PdbVZwsFf4PAfj/d9lL5Tv4MSuhwFkxGDVcaCc8FP0R3Ug/lwAvCSmOcIJnEc0trbx0Qy2w9Y9HVTdvBkF7fizsY8Nhfu/h8EGOtyGC69aAgrhmdBRlwcrRB5Yu/qRF7wD38FhoGMdBcBWtlc4thTcHqrRxDB9K5T7i9j4eFEzVpeGWabzQHIdpxNhbIrlrCrm+/gipIuX7dC8CfWKR1UxKp7EekgejkMUfsuipyIRLZDTCvaPg6E3+puG55HuvnjHxqLYtFHxqUohdxisdUy645ElLrLuNXOTFSMshLm3CwMQcN6mlu7MdA5Pj5ELv5/6w9KKs7qS12TwGu3rQNTiJBZKura6C2zejugGVxXVoImloNpweH0Br6xC371RfC+/4ORVoHp7GyEAPuSAmVlLyYzRk/gV6JX+4wqOekry4NlKYP+ztIy2/RjSSVvbsYAdqekiLZWwQ5bQLMLcUFV0j6G/rRvcovRgXMNTVy32P4e4WNHQOoLq8jHeehTVoG5rBTH8r0ul2SRVKKzsxsY7JL7QQsba2XrajoyM/hmoW7XWtEMyJmpsdQXvbIPo7mpGTS38f4rIWjEzRbrRFjPf3kt+J0DzB3smhAbR3D3Ot9CdpvOo6+uNfW+ElISgYJd+3mWSanqYu9E3Sv9A8+d3o7zKA5gY6kkfOdLCT+/3oOfc089PNTaGlrpo7z9zSZvI9ZtFJyLypppQLKyatyBnSsl6YmSCVQQ/6O1tQ2zdDGtpDqO8cxOws/f686yW9upFcWz1o7SDpxuk50Ab5GumahrhzepyOq+Xh7StJK6znQ0q6Zc2ht7kR2fQ3zqtEQ88EuQJor8E0WmrIZ1V2YGy4Fw2tI+TXICK/+VB7Pe9vklOJzlHy3Wk6bv9yVHO/zYvRy4SCWQIFn9OGgZBtUwV35ayEgklyvdvbuSGxsh8F4euAgoECaOgnk+qXlNNVD0iLWf9RKJhugZ2RD/L7yAfM9CPM1hOeCREioWDC4TxG7ry1wpMeN3mRS4uoTA+BkVsS9zeIjSHHsAlDPTkIhQLr+DJ4O4YgtY1P3I+FAt6QxczEIFL8vOEQ5ANl3STue4xXJUDaIH4ZCiIiIuDs7LzCdIiQaj1Q0FUSjXumBDJmHw4fzPQ3wt0lEKmkUlvRU5LzE0ymvLbs6eIP+DHPAQWz5Df3DEJEaR/X45UZHArPrATo37ZAVBPZY6IVDjquyCPfQSQUxNQiPTIKwdmtmCH5P97HFa6ioECQLuthOhc+FBTXj+IdsYxH3NZLz5hoqgHmKuaIb+dtjtakQMU4Cm3kOCKhYH4EiSGhCMhsxfz8DErio+D6oALj5FqfGu1HgqcbHEnck7RtoWCIVPKrzZsNu3m0ODmMxdHeFV6aelLb8cvRzMwMJicnlz01xb/wX6GW5kexONO9wrTQ2soaHp/DwMjsCk+sY2LoRtDL7SlYxHmnihV2zxKMxi+gqyobuso63PCbhJYTAvLaud6FikR/hFe1ITEsF80j05jqaYB/XBY6RufQUZuP8MhKjC7OISfQkdtX3MoZBjoOsHHK4SqLhflGeJulkmprEdOVKZBUMoakgjlsYivR3pgDl5CqRxYNGvWWxoD6P1Z4LFCRi6O3jqaFuCO7g1d2zY31ISg4DNlNY2hKD4RPyTCaMqOhpK4PSVLJRZXXIto6BuXcNTCMRLcHyO3oRXpcGOISU6Gnb8a7BdgoAAXNA8glFaHge1hZZ3C9ZVQxMTErhgOpc3NzubiZiU5EeseCtx7SEgHkUiSmVCHdzwXiCrwhhVsW0WjqowlmUJWQgOgK8usskffpKYgqaoNwUTxc8BEG03+y7NGyE/wYUg+ODyIhLgbFnY0IMIoDrw+sF6FG0Uhpo5/bTNrXQBX5u4VWUkrp5KdbwmxzEbT1zMn5mMLINwvtEy1wN42ElYUB+Zvowi6lmwPh0ZpMWMZVoSDOH/F1ExgqioJtRjdGW8phZWYOCRUTyNuFISUxDZZO6cvg9Gg6Y8jbk3S55Foi8ZXNo/hcIesRd/YLysZFTI1Vw+Qe7zcT1wlGJWms0cGlgZJEyGtZwimpHDERaShqp+X+EuY6KmFuakXSG0PXJQnF+alQ0zLh/eYmIajsFGoprqFtCwVMTEwbWy8TCpiYmESLQQETE9OGFIMCJqZXLwYFTExMG1IMCpiYXr0YFDAxMW1IMShgYnr1YlDAxMS0IcWggInp1YtBARMT04YUgwImplcvBgVMTEwbUgwKmJhevRgUMDExbUgxKGBievViUMDExLQhxaCAienVa8NCwe9OqKO1e5CZmXmbOr+qhUEBE9Mr1oaEAjWHSLx1QJErEJiZmbevf3JQEZ4xvOVzRYlBARPTi9WGhIKKxk74xudzhQEzM/P2te+DfDR20OeRihaFgv85qgIF6xBmZuYX4N2S5hsPCpiYmJjWI2PvBPzhtCZ+c1yNmZn5Bfm9Kwb8HPbixKCAiYmJiYmJiRODAiYmJiYmJiZODAqYmJiYmJiYODEoYGJiYmJiYuLEoICJiYmJiYmJE4MCJiYmJiYmJk4MCpiYmJiYmJg4MShgYmJiYmJi4sSggImJiYmJiYnTM0HB8Pgk5K1CsEvcjJmZmRlnVFxQUN3KLyEeytDzgcj0zMzMT+fzaq4oq+/g56yXp2eCArrGOX0Iyk5xU5xTdWFmZt7GPq7owJUHop6S+MsjKvjHJT2R+zEzM6/PR+7ZcXnM/0EBP2e9PD0XFNCHoDAxMW1vdfWPPBYKlGzD+FtMTEzPoob2PgYFTExMm0MMCpiYXq4YFDAxMW0aMShgYnq5YlDAxMS0acSggInp5YpBARMT06YRgwImppcrBgVMTEybRgwKmJherhgUMDExbRoxKGBierliUMDExLRpxKCAienlikEBExPTphGDAiamlysGBUxMTJtGDAqYmF6uGBQwMTFtGjEoYGJ6uWJQwMTEtGnEoICJ6eWKQcE210htDuRl7mD3CQkhS+GKWgCqxoG+DC/sPSkUd/o2DsnbwimpASNzi7yDdBTi7h1FHLtthOS2foSZGGP/iuMJ2xK5fe1w0FZYGX5VAVd0olBYMYBxwXGXtYAcDwN+WgVYZHXxw0VrfnoC1bkp0FHU4+8jjzOKwchrHcIMP83CzDDywnwhf0sOn5M0B88pQM8pGQ2Ds1z83OQYyjMToCyrufy5lzWjUNI1Cl4K8jnzU+ior0CgkzUOnpHCeTV3FPfxI5leirYbFAxm+XDXn4RdCnomgJmRTtiaanNhx8SskVw5BV5umUNrcShuX5LAdddiLoTT/CRqy7NgYmCMQxfkeNfy+Ts4rmQHl9Q2zJMko7VZuCPNj+N7zxlN3HdKQmnHBOaXgOm+ZlhryK9IQ33oqimyh0h+mhpFQVI0pMSU+HFKkLFOR/0YP7csLWKysw3pnp6QuSTDT3MPp2+YwTW2DAP8dEuLi+ipL4ejsSWOnKXpZHBU0hk+BZ3kPMiJiNDkQBfC3V1x5Qrv/D4/bwB9v2K0js3wf5sFjLVWwcfKBGf45336hj4i8jsxscAlwEh3C8nHzjh/6S4Xf+CyGcxCy9AxOQvepy5iYnQIVdmJUJK/z6VRDm/mYraaGBRsc3UWJULiuhj2ntWClnMArDgHwju6CN2kBu1N88CuI+I4JmUEPYcAmNra49wVMew4p4WA8kHeQdoLIHP7Lr4Q10di6zjKkhJhR49j7Ygr12Ww85gEpIwFx05FdVczDOXIMQ7LQ8HGhws3NjXHqTOS2H9ND06ptRCUJZxmWmFEjr//7D0cOCeG01rx4H+ySPVVF0JdSQ+q1j4wt3WHuLgiPj0shhPSrige46WpzfDGmcMSOCtvBWNHP2ioqWPPYWlIOGRhbHEJXcXpkFcwgJa9H8ysXXHjxj3sOnwLF5T8UEUKZ6qOsgTcljfCfQ1d7DlxC6eVXVDUy4tjejnablAwQKB8B7l2xayT0E2hoK8FVur3sOOsNA4cl8Ydh1R0T9OUc6jOCsZFkvayUxG3L2ZHUJIQgJNcJacBRXMPWJK8ZmbvCQUVTRy8Ewh6uY7WZOC2hDT2nlOGii3NoyT+vgL5XElcNotFx9g8RtproSNL86wClEie4OXlADh4J6Npcga15HPOnJPAFxKW0LWjed8Dcnd1YZfYzp3KzGADHNWUsffwbVy7b8vta2LnCPGrsth9UhbanjkYmCKnPNEGSzlZ7DilBCk9T1g5+kJP3RDnSINhcoZfg69Ssa8lzis4woQc09DYCoeP3SLnKQfNsHKMk12mR9rgbqCJfUdkIW9Nzo187rVrsvj8sj4CSwfILwekOxnisrITTMkxDAzMsZ/8jjsO34NhQj1mKRVM9SLIzRk37ptD5q489zdRCG3iPn+riUHBNpcACo7e8kEdP0xYPCiQgpTlA7STwmd+she+5qpcptCI7eQlWgEFvCBO/Q0w0VDBp6dk4F/LDyMa72nhQ4ERUoZISUA0OzGAglhvHCHHPSDjjOz2cT6hA2OVsTh7WQEKZkFQvX8Pu0+pII7/0aI0MzaC2rpODJNCZGFuAml+Ljh+Qgz7bmgjpIp+Xh8c7shhxyVtuGW2YY5CQEUGZMnvsOO0AbKGFjA9PIiqum6MzS9iYXYUD1xs8MVxMRyUMkF8A1cKY6yrCXnlregvi8ex85IMCl6BGBTwoUDMGiaaith3xx4ZTZRSH4WCgep03BW/jX0XleFAMmY/v9W7sDCHvu5W5JR3cD1nAig4KmGH/BG65xzaamNxiRxrx0175HaMCUGBCXImaTUqpNl+hNqa4vOj4lAJa8Uk7X6YnUV3QwNae3n5uyTUnACBGM6oeCO/ifsQzM1PoCUnEudOiGPfLQtEVw1huC2F+9yDit4opAXO4iKpj7tRWdeDBZJPRWm4rRlVpLygZzUz1g4D8p3pb3bBIol85zk0F8fj5hkx7Lzji176hcnnpria4DMCVbK2KegiYQPNTajtmuB6TqaGm6FyiX5XMVyxy8EU7SqZGUNNRS2qGjuQ6GnExTEoeH4xKNiAEkDB4RsuyO4dQDdxT98gRmd4HW88KJCEmGEYitsG0NRYCDVFKXx+3hTRrcNcmhcBBVTz06NwVCKUf1QLnmXdPChYGEWqqwWOXlNFWG0/Yh0tcPC4FO6HNHAZ+IlamkJRhCdOnRLDIXFjJLWTow4W4/YlaZy474z8bt73nO5phJnqXXJOt+BevurISxPI9nPAYQIWx+Vskd29qnCqT8ZxBgWvRAwKBFDgjpzKB5A8Iw/14FJMzM+uhIKlcWQFERg+KoarzoVYo5HN6VEoWMRgewZukWPtvueFalKxP4QCfcS09nDlBPXgBKmKl0ge9bTnWugn5FwRW9GJwdEpbtiB02IbLCRp74Ya7JKaMCOcfRYHYS9HKnHyt7NKrsfgUAnunr6FnSeUoBKYh76BMUzOLSw3EJ6oxT5Yy0iT8xSHtFsuhqdmUBTljEPku8gF1vMTkaIpyw+fn7yF85o+qBjgB/K1NNcFfdpAIMe461eOaeHfbm4K6QwKXpgYFGxACaCAXuQC7zwhDYusIS6eBwUr43eckoOcZTQq+/kj9C8IChbnZhBlqUTC78EktQW0YTDVVABF2Ts4fNsVlaRQ7M0Lx7lLkrikEoSah7uuqamBRjhqq+Mzct5yNvnghvzrk/gte9eHlfhIB1yMNLjv51IqDAVLmOiugpmKCnYflYCKe9mjQxcMCl6ZGBQ8hIKGoT6E2etjn7g9irtHV0LBZB9C7I24614vuZ871lhXI9Iy85CQxnNSRTcXLoCCA1d04RBL41JgqaqOT8/JQyekFMMkmz+EgpW+zc/Yk23lsNDWwT4uXBqXlJwQmlOLAdp8HyrDvWuy2HHdAIFFj066CTeSIfvcgUZoGUanppET4oLLF6Wxkxxr/0VdGPgkoaR7nCsPHq959JbE4NwpcXx+xQgBxT2Yo5W4B68SVwwVmgNQG48DJN05DS+U834evubQmRfC9Vjuv26BqNoBrOApBgUvVAwKNqAEULD/ojEcY9MQThwRn4kyOqGAiAcFEjirYA+3yDSERCZAW0WHGxuUsM/GOE300qBgFlXJpKA7LYabTsW8SYJj1dCUuIe9t4wQXjnK7beWFufnkOhpguMnyWdJ2KCijz+B8SmgYH56HFFOBjhyQgx77rqggd85skIMCl6ZGBQ8hILmmRl0FCdC8tpd3A2pWAkFo13wNNXi9jVI4TWF6+JccYTkJRpG/al8GOgUGwEUCMKpd56QgqJXCtpHeEMFD6FAFeYRyVw5QZ0hlCEmO5oRGeSHO1IKHIzsOasB+8RGjD8FFIyTrDc/MYbq3HTYmZtxLXw6t+GCSggaZh7fNzjcUgrj+/LYeUqWnHseBuko31NCwUB9LrTu3MGOM/LQCirBKL/dsywGBS9UDAo2oJ52TsHS0iJaClNwm+yz56IJcmh34wuCgoWZSbipiWPHUU14lHZhcXIAYXYG3CTBfVdUcFVGi1gVh06QNMfuQMUrFwPCExKFtLS4gIJgXxw5cxOfStsitryHnDs/soFXiX9xxxbpzbzPn+ltgoU6nUCkiMgOXttgaWEeKR7OOHT6FnbLOSOjfo3pjQwKXpkYFAhDwTwWZ7sRaGKIkxJuiMoIxqUjfCiYHkCEsxnXcr/hUc61smfGhtDS2oLEMHecIeGfSvmtmGh46IYpwisakBLrimMXpHBG1RVZLRNc1/1j5xQIaWF+GgMkfye76+OzY7dwWScQNQPNML559/9j7y2g4zgSdu299z/3P/+5+y3zbjabzfJ+S99CdsPkOLGTOOQ4MTPJYllkWZLFzMzMzMzMzMzMNJJGev/qnhlpJI1k2ZZiQb3nvGe6q6pruge6ni7EkYvacMnsYNv+V7Q0BmdlpvlADdapjZhbqQ1YwuzUOOoK43Ff+g55Xxl4VPH68ojSRE8n+Vy08D65N1yzz8bQFP9dSCGe7W2Kd8j1XndbHZUxmh+EE2ekIWYcjRbyuTI1giNtTTBRVcexM1KQ8irhNY2sF4WCHRWFgj2oR4YCUtg25SVB4gaBgmtWKGYeNXYAChZmx1CVFoRTJ8Xx2YMAth1zrLsWWhJiOH5dA3c1rKCkbc1aQUMPn5I/5Sf3vFHeu7ENgUue7svjfNiC+pN7bghrGF17I5pqwAMx8nRyTQ/eeV1sR8PO8jwoiJFzuuyExsUlLM6MozjCFR+fl8bJB76Ib5vYvA8DhYKvTBQK1kIBo4nGVNy5rQxpA3fcuiLoaLiIDlKgSt6Qxqc3TRBa2Y+pBQZ2F1DPr1FYDwWrfQqmkWytS95XAap+5Il7YXlrKCAFZWdXNzqG2NKVvPU8RnODSaEriau6gagbnUaKjR45VhripnFoGuKR/CJnFm0pgfjgtCQ+UnBBdtsUFsb7Ud0+hGl+J4j5vkY4aDO1h1JwqxANBZzhLjjqkM/knBKuOmajV3hI8/I8qlP9ce5LMRxVCgIz4ph53wwPcxw/Iw9VzxIwdR2T3Q28PkXn7+GWeyEbJlIUCnZUFAr2oARQ8OElfZj6R8Gd78CEAnSSAp8HBRI4I2cJS+8ouHqHQkWJN3xPntD0DJPJY0OBCjTcw9j3s7O3w4ULUjhx3RDuWc3s+OGqJFd8QW4kMl5F5Ia22qC4wOmBEVOAn9OBd2nvurZGLror0iB7Q4o8fYjjjIYnHATXFZSErLohclucQ76bMT5iqiXVnGDnHYEHqjr44KQS5INKwSU3ktb8OIhdlcSRL6VxSccbjoI8glNR0DzCAsJYVzUCmTBba7bT0se3taHvEgXv+BpyW6XaDVEo2AgF5Dke0Sa6OH5aDu+fFUAB0fwo0oJc8MUXkvhU3AhGbsx/LQImxkZstfzmUEBybEjAWZLmhIQTctaMPrgPHa8I3n+B2CskCbVNbbA1N4O4jjsv3MMfGnJKOH5eCQbh1RgjpznVUgLp20wzgRIUjQPYdA5Onrh5XR7vX9CGVVwTxghrjOT646SMGUycQ9k0NibmuHCOPADIe6B6VBSWTyLTyYz9jI5c0YSKfTDcmHNgHFmMvpl5TLSXw0xeAcc+l4e66+r7fnzLCrEE9pnPL8aUgSCSx3UdaPDfm3VUGUYZmFqYQFlWJjx9wqCposKmvaDhRe4pKcht4A1rPCiiUHDINVafC3kp3hAeYX+pYIPcHgEUCMdJ4MQ1K9j4lqKT+RczekQomBvuhr2mvFCexJcVIGMRhuySPozznxIiTGRx5IIuvAu7IcQEWCZPImmuTHupJO4Q0l87VIk8GWQE4ZJw3gKfUoC6VzGYLpQLw52I9vDE6QtMW+odvH9ZHxoeOWgeZRoRZ1AU7c3eFDfmoQLDsCq2LbY9PxBfikjzwd0QXodGqh0XhQJRUACMthdC4Rrv96cYwocCooWZEZQnpUJPRwMn+P0JPjwrA3ElKzgntrITcYmCgoWZAbiyo3FkoRBSg9mBVliq32WPF/b7F5URVjuB+sJQSJOHBUH4F9d0EJBJCmWmkwDREpeL1vJiWOuZsZOFseku3sUX93yQlNPJa/8n4gxXwcnWCB9fYACC5H/mLtStA5HfMrhJR8MeuCvzhkhv8GkzpPZPAYtzGKgtgpGqIT+OvO9dBwTn9oJXz9gBK3Hyma4/nvEZaxQTsMBMF9wN9XBsffxZVZjFNPLzORiiUHDYtbyExcVFLCys8yKX/RMyzQUi44T/ocvLvDz4x6yIhHP5eW8WvprnIha5S6vt/kRLbBomT+GDeWJuMuxx5Jj1YmZFW5O3kNn3EJmOuwYulkRdN9+L/HSbvs/i6ntQ7awOGxQI/n8rv1vBf4f819b+xvj/QSbtmj8bEXOM4P/C96Lwf1VwD2DC+EGMlrj89FySUNR/lm82HzYPofdg8994Hiv/W4HX/edJog3/PS75n63LSUibnxfv3sFPxqQTfm/h639YHoI0gs9jnTebP2G/ikIBFRXVvtFhg4LDpXk0FuQiNCaNOAcVTNUI1VcuCgVUVFT7RhQKDqo4aMqOxT0ND0TllCDIxQmyOl6onpxDQ0EaPOLrMM/UWFDtuigUUFFR7RtRKDiYWh5shKmmBgwSe9jqeu5oDXTlVKEWkAFDeQWcuKoOTac0hPn4QtnAHPeNolFUXwIjHV1IKOninlMe+md6EGLlAMl7xtB2T0ILv38E1aOJQgEVFdW+EYWCg6mp1lKoyevAq5o3kyrbgfCeJu5H17LTNctYZ2F2YgTRjiY4YxqP/pFxRDuYQS+0AmPDVZCX1oN7SDzk1e0RklPPDj2kejxRKKCioto3olBwMLXQXQ1tlQewzuMvRDDXAktFdTiXDq+DAmt25sPRiQk46WnBOaMNc0uDMLunBZekKuTnpkBdVhPaATloHTlIAwW/OlEooKKi2jeiUEC0vIT5+XkIz9Hz2FpexuLCwtpRPF3F0DL2R/kEL25+kYuGpCCYhhSDP++QaJHz2lY6UVocQJi1GW45FGJ2joPW3EiIS1ijZG4aeaHukLFMw9jwIKL4UDA+PY1QK31o+BWgp6MA8vLmiEyvQXZDB2qKUqCp74qCmkrYmTgitZP/HlTbEoUCKiqqfSMKBUQ95VCWV4ZjyebT/m5b7BoJljBObl6dC6S3EhYOkagZ7EegtTG0I9rQkhkNx9gKbPnwTQCjJWsb6TbTVCtcLJ2gpGVF7I+MHl6ngKGGYliZW8HIKwfJsZHwyW3FLJecek8zPOyYmU5t4JDVC8z2IsLTG8pajnCJrkRHUyb0DUNRzUwqQrVtUSigoqLaN6JQQCSAgvxR1BeVIi45BT6h8Ugq7wNnbghZCeXILUxlZ+RLqKpHSlAs3GMK0DI0C+78HIpTeLP1ecZVYZoPBXctfeEWlISMmkHMz/YjNT4dtd2rUDDcVoHEnHqMzo0iPSSOP2NgCfqmZtBeXoqoxDQEhBegpn2TdDNfdVX+Arqri1Hcwc65SvUIolBARUW1b0ShgEgABeTpONLBDNK2MUiI8cVdnUDUtNVBV04PKn5pCHN3wA0ZI3jH5cHWxBpWSY3oK02CnKYTItMSoSBnAN+cBgIF+jhvEIqYIDdI6QajuqEIanJaCKsUQEErGtK9oWgSiZbxWbTWNKC0MBO6D4zhntODTC8LnFBwRGxOE0oySDpjkm5sXbpCQQdCqr0uCgVbaZGD/t4e9E3sAOUucTExPIjesRmsDLftKoWCvBmSBxYxMTKInpFZdKX6QtI0Bq0PAdzeNCZdNFoeAYQ5E0NobOlAY9cwZheWwJkeRSvZbxuYZM9paX4WvcPjmF/cicZKKqqdF4UCojVQwLSxV6G7NgGyKs4oaqiDnrwavGuX0VUYh9v3PNA6OYaMAHvcdy9ApK0uFN3LMLE8gVhzXdx1z2ZrCgyTmtDTms624yflZWwKBQ3dHbC6p4lbyro4fUkaxgmdBApscc8rH8OcZTTwoYBJZ62isZLOKFVofWKqPS0KBVtpqBEmmmrQSezjBzyB5iaQ4GIDjWDyhxRMWT7aidCQFNQPjyLR2waq3uXorS5EQHI1NlsSWKDxBiZd1fY79Ez0IiEuBuZWjrimbI2YmiFUJ3tBRccOCkbRaJ2YRlN2MgwCM9EvaslQKqo9IAoFROugQDtiIxT41pFnDgYKVDzRNkWgIJBAgVsBuQcZQ9omA33TvfDS0YJBRCWBAmMoBVWgoyYeUorOyC3P3xQK8mP9cVUxFC1jrbDR0YQJHwru+xRgZH4VCnjpQtAsSJfSj8H2WuRUdoHeXva2KBRsJQEUxHWiMTsNTl4hMLV3gVNcI6bnBpEYko345BBom7rALSUXIU7+0HYMRw5/1ozcUBc2Tts5Hb1jIywU3FQjZG/hDq/UVszO9iLKJwCZLUJQ0FICr6BMtE+MINGD5Mcc7xCPqoFpdBelw949HJZO0civzyfpMth0SULpKkk6kZoeQl3fFCY6a6GroAPX0h7khTkjKK8S9lq+SGgpg4d5EDI7JsFbjoiKau+JQgHRE0BBa20F9NU1oKhjhvMafujoYvoU2EBCzxL3NAyh7pqDgf7KTaGgtrkISjd1oKRnBzFpRZgmi4aC2ubiNelM0rpREusNHfccDO1A/0iq3ROFgq0kgILYduT5WkDMIgbVFWmQkrNEVkMb7DT1IOmRj9LUCEiIacE9u4kU5HZQ885Hb1k8btxzQ3Z9Day09KETVkWgwAQXDCNRmh8DMTkbJJWUwlhRFZ6lq1DQVhoFuQeeKB9cwGBHB3m/YtgaGUEnsgU1Ybb48K4jkqr60FURSdJ5bEwX0SK00IewppHp7QJxeQPct4tBzTAHbYURkJfXw13bUNiaWBGwaULPwBim5ikWUO1NUSgg4i5gfHwc0xwu5qYJ6M8ukKA5jE9MY35xEZPjE5hZJMnm5zA2MYPF5SVwZqcxMT2PpaUlTE+MYXB4DEOTHLZZc2Zqmhw7jqGRcTav5aUFTJA8Zhe4mJ2aJGGLWOTMYHxyDotLTFMnc/w4RkbHMUXOgTNDzmGG5E3uO5ulGxntQhh5eCno4qXbtsi5z053I9LGFtIa0WgnQUsjVTDQNIesgSfSGiewND+N+GBfhFfy5zigeiJRKNhKa6DAFsoeuRjsKYC0lDFSaxko0IJd3iQGavOgqO6Awt4xVCZ6QMkyAbGuprhlmYcxUhhnu1nilm36SvPBwFgF7t7Qh19K1qZQUNjQBFt1I0LnhLTFFXEvpIlAgSNkbJLRRUh7sIpJ50HSNa9NF9y05Z9ufqQdjvrqkPGp5qWbG0dOiB80Q9PhYWwKCQINlllf3cDeRc4kqguLkJJVhLTcGgwwKxfvsBbGB1BUVMK+B+Oc+n5MjXQjh9mu7SE3v2Vw56ZQ39KBUeZuSrVnRaHgkGlxCuUZBYgi99/LTHMECRopjoRuVA1KY8PhFFWE8ugAaJF7J0WCnRGFgq30BFCQFeSIyxrhaB7vR6CpAbRCawgUmEHMPh0drdmQlTZHYkn5plCQmhCDm5LuqJ3sgY+FPlQ2gYIN6QgUDLYUIyyRwIdQJ8SZzhrktU1hYbQDzoYakPauJFAwj/aCVFi4pKO8PRfWBpFIiPLFg9Aq/lG7rVlkh/pCw9gPgfEZsNLWhUFwMfrmJlAUE4fEhp0ZYDw/0oPMjGxERMRA454KbjnmoSKFgJB1AHSMQ8n3NoGWrHgY+WWgc4o2eO5lUSg4nBrM5fdRINtz7TlQ02OaZh1h6eILbctY9p5ItTOiULCVhpthqacNw4QOFAQ6Qd0nH0O9RVCQt0BGfTuc9PThVDCFwfoCqOq4oLhvHNUpPlCzS0Zb3yhcdVVwQ1EX57SD0NY7jGQPN0hrmkHmvhaUHXMwONIEC1Ut+JaPIcXfEVr+lWgvj4Wyji/KOsl7K+jjppIJ7siqQzu2BXWRrlB0TEM3+QMM1TDpfNh0VorC6ZrRkBkEbdtkdM7yr4OIO9uHcEcHSJDzuaXvg4L2KYz318LZwR95LZOYHuuBg5YarkhYI6RhkH/U7mq5IxfisloIrJpjF0EZqY3FDRkT2HsHQ/KaNE7KWMMnLBWWVmEwd7KCVWApSvNjoappBAkCYf45HZjjtsP6nhEkVYxhFdeA2S0e9GcGO2B5Xxs2GS0oi3WDU0oFPM0CEFGTB2d9f+T3zNL+FHtcFAoOp4ShANw59Hb2oLo4F4bOQQjzdoe4sjnMgwsxuAs1jYdNFAoOnCaRFBCEsgH+7h7WUEEILkvbIJ8/hJkzUwnFWwYILK2Cr7o29FPIRfRVQ/PeA8gG12G+tw4GWhbwqxpAQ1YQ7mgSoIn0xEWNMBR3DmPuISMpm4tCoUiOqRqYx3h7AfS0rKBJbirGelZwji9DcXkj2kfn8ChNnlRfrSgUHE6tgQIi7twQYhw94ZGTCwcVO4SR/669my+q+igVPKkoFFA9Nc1UxuKSlDFSenj7c0MFUJS1RGpbxzooMEFg4xQG6wqgpG6P/N4J9NZl4a6mG8rLyuDk4g6F+5ZwzWrF3OJmRfosggw0oepZgGFBbcLMCNICAmEYnwEvA0uo6dlCN6oK3EfqCUX1VYpCwU5rHp01ZQgMyEPXApfsjqM0OxM+IYkoZqokiSZbyxBfO8Juf+XizqKxrABOJgb47LoRbJNK0DU+hYqUINj4lmJ4fhIJluZQtvCHiVcCOqZoXd+TikIB1dPTTC3UJTVhlcWr1qiOtMUdjXA0cfpEQsFEWzk0VAxXagoUjSNQnJGH/L4RpAe4QM4uFR31ubB3T0DTGJvlqjpzcFNGD6HV0/wmgkW0FaeRtBloGCyHhaof4hKjoO6Xh0UKBXtWBwYKlhbQmB8PM79c9E8tYmG8DxFeoUhsHsJAYxZ0NCyhwFjbDi5JzWC6B3FHqmEgCCc2S2rj5fW4Wl5GZ0UW7IxtcOGmDfJnFzDbXQU772jERgTAyLkIIwN1MNVxR+KAUFvkDqtteA7Wqd3QjW1fsV16D4aZ/j3kcxru7UR5ZR1KiCuaejA+N4/B9jZ0j/PofrK/ncQ1obVvArRH0JOLQgHVU9QyhhsycF/ZCFIqxpB7EILGxSUSuoymJB9IqNvDJzwVVtZeSGLmMF9eQkd+HNunQFLXDTGVQ1garYaOqikklZ0QUt6Bxtww6Nunr+lPwag1zQ8PrNLQxS/v5yY6EeARjOKuWXY4V5SDASSUXRHTOEibD/awDgwUcDkojnbFTb0ItI8tgDPYBhtNC3iUdaOjOAQ3lZyQ3TKBMQKsGpL65Am5EZPd2bgpZoCQilFMl0fhkrwrSif4+T2mlpe4GKnJhLSkHQsFM50VsPWLR3pCKLTNwuDmFoCQ4r5d+U/MzHNR1DYB/6J+DBEAmOcur3iBmDAL1VMQhQKqA6RZlKcko4rOqHpgddCg4IKMFVxCUhAUGAJZSaNVKFB2QQFDtguzyAm0xm3zeLQ3ZOLq5fvQck2Al40NND2zNsDv42iiPhsyfCjA/CjykhJh5xYICzc/mDkGIyg6DYm59Q+dZfVRNDAxj4TqESTVjmJuR9aAptopUSigoqLaNzpoUHBJwQGBiQVIjIuDsqzxRihg0sXwahSaa9Nx7ao6jD1CoCilDqvcnRmZvwYK+JqoyYaOdQA83H1h4pMESxMrJLftzLi/jpE5BBQNoKp7Ghy6zsqeE4WCQ6SpOS7bTrfi6QWMzSyys5IxtM60pdMaO6q9rEPTfMCHgmXOOOKdTSHtmIHu5mzcvGOIiOoxVIbZ4rpqGFoWuJiemMDkw4bebKIFzjTa8hMgfscSCT3DmJ7ngjPdDA99b2T2DCLFyw+OCdXwtjFDbOMmU6gTLS8z1f3L4HK5WFxcxMLCAjt74vLSPLmGISzNDWBwZAJJ1SPwzec1F8zOL7FQwCzAxphpMlhkzNyH9uiNaGlxDsNDIxhgPYqRyXl2ODVasiCn7YvyJ2zO2QuiUHCIlFQzynboEdg2rRsuWb3wLxxARNkQkmtHkd00jsquKTQPzqJ/Yh4TBCSoqPaKDgsUXBE3glN4DmITQ6Co6o20uiHM9fKhoGaKfBC5uCWhg6D8erjqG8Mh7zFGB5CSt7c2GxbmrtAhNnAMRnb7GJpykhBc2MsmGazLh529G5yCy8C0yjGF/tzcHDvN8vDwMAYGBtDZ2YnW1lY0NTWhsrISJSUlKCgoQHt7OyZ7izCedQozGW/D1d0YZw1K0NwzjVHyQBJC7ju+uX0IIJDAOLxkEDHlQ0ioGkZe8zgqOqdQ3U3uRQOzaB+awxApgEdnFlh4eFqabE7CpQtKkNByhI6ZBaQ0QlHaMwlubxXsvVPR/Air1u5VUSg4xGI62U+SQr97lIO6vhnktUwgpW4U0ZXDCCeQEFhM/rQF/fDM62OhIbd5gk03Qv7QOzFsb448lfSPzqFrYAY15L3LGsdQUk/ApHKIdUJB30OdWTaIAnJcUesEexNpIzDTPjSL3jEOWzNCdbB0YKBgmYvBtlqklbRikrME7uwkKgsrUDc0jcnBZiTEpSOccWIOitp5M3suTfciLaMUrSNMNf8ECtPykZyaDHvnaFTuxvzgRAwEDA4OoqurCzU1NSgqKkJ2djaSk5MRFxeHqKgoBAUFiXRubi7620vRl/oZZjNehI+jPL5QzUcTeehgHjgMo9sh4Vm/qeV8G6EY0IQHYS3sokyWiZ2wTelCUGE/4iqGUUjuGTUEMJjazq9KDBTclLFEUtM0+Q5HEWxoAAWXTPQNdSI8JBE1vWPITypBZnYCrJwD4J9RgISgWFj5xCGXnC8wjHivEDbOyi8HXRPTaCnMg39YHJy8AxCQ0Q6mm0hfZRbsXUkaryTy/Y9hqq0Mbn6p8AlOQMnAzsz0upkoFFBtEFOlxzQpMM0LfeTP20IK2tLOSSTWjCCA0L0V+WNqkz+0Y0YPwkqHkE9+7E2E5pnjuEtL5M9C/qTLzHCieUxNz5CbwCSyK4YQkdkDl6g26HnW4Z59JZRsKyFnWQ5ZizKIm5TijnEJxIxKcNOgmPVV3aINvrZu/4Z+MRR8GqAU2ASVoCaohzYTt0CD3Eh0I1thEtcOu9QueGT3IpbcSPKaxlHfO02eOnhPHEx15RIBnCWm+pN//VR7VwcGCnZEy+BMT2BwbAY78fDMVPfPz5On8dFR9qmfKdQTEhLYgj8yMhIhISEIDAzcYAYAhLcF+0lJSehoLkdp0IeYSv0Lwtxu4DOVfDTyoUCf3EPukMKfsTj/dTvbEl4NkCb/eQUCDMpBzdAMb4ULuRel1Y6S//YMex9imiB24Lllg9ZAAfn861M9cEPDD9V1eVCQ0UdcdRfcDU1w0yYBOUnhkJbQhGVsBeLcbaDinoNBDgfdTa2oLs+DkYYhHDK6kO1tATGzCOTnxUJS0QH5lQ0w1jSDa1YVgt3sIGefjuYUHxy7ZQzXlHqMcXYXgigUUD22esY5KG/rRVxxJbyTs2ASGILifG9wmwzBrZYDt+gUOuJPQc3UH1+q5a/4tND2o3r9sWceFEDCY+NTxsMsSW4s98gNxTCmHUEF/YgqHURJ2yRbVdk/Po/JuUU6idEeFIWCnRXTFMBAANMEkJeXxwKAoIB/UkdHR6OsMA2BZm9hJOFXiHI7hffl0lgo6B2dgWZIHW6T/+5OWymwGdbJ3YghDwH1fTMY5D8A7IQ2QEGyO25o+qOmLl8ICvRgmjKIEQJEaho2SCNP+o2ZPlA0CkdtexNMFTUh8cAI56/KwiC+g0CBLVS88jHYnQcpaVP4hCXgzn0PNM/MoiU/FmK6gaiO88JVzSDUTfHOYzdFoYDqkcR0JpqenkZ3dzfq6mrRWRmI+UoJLJZ8icXsl/h+UWj7JVRHnYW4bgw+v5//xD61bv+CUSnukBuB4GlC+Iliq/31YYyZpw95/0YWFJgnD6Z9s6Blgm3PpMOm9oYoFDy5mBoBpk9AXV0dcnJyWBDw9/ffcYeGhiItMRxW91/FUOzPkBf0Hj5VjEN9J4GCkRloBNfhpls9broTM6/rt0X5EdPK+DbCOK4TYSVDbF+p8a0WR9mGhKFgeWkIPtp6uOeeg4Gekm1BQV5sAK4pBKN5rBU2OpowFAEFwbHpkJK3Qk7/OMoT/SBnmYCGJL8VKFie7kJcXC7axvkntcOiUED1UDEgMDIywrYpZmZmsu2JzI0kODgYMaGuqIyTxXTm6wQA/inS85kvINpXFpc1k9jqw4f5UxFhm/myZQXECBQ8ihmIEBW+3kxtgrx/E1s9aZvSjeCiQZR1MOvXf3VtmFRrRaHg8cWMCGhra0NWVhbbH4B5mvfz89s1s7UFYT7QkXkVVV7fQ2noKzhzL5SFgh4CBQ8IFFwnhfcNYuZ1/bYoP27aWx4NUAhshmFsB+IqRx67vxEDBRfPyeOakhkUNPUhZ5uJjqEZLI1sDwpq28tx/4YGJO6b46akIoyTN0JBcv04ktwtcVPFBDdUreGf14XBnMBVKBjMx927zijepZmnKRRQrREDABwOBxMTE2hoaGB7EoeFhbHtiQwECNoMhR0cFICcKC1MZLxCIOBPIj2d8Q/4uKmQp/tMfKScv8Ef3xPaF95eH7cmvABX7KpFViHuhsU86yHOgkIzrJK6kFY3ir7xefbpg3xsVF+BDiYULGNiqBdNrZ1o6h1n28IXZqfQ3Un227rZfj3MyoB93T1o6ezHOH/44fTYEFs1vpWYWgGmZo/pIxAbG8s+wYsqwHfLXm7WuHfzX4g2/jpqwv+Ey/fdUUfAmoECdQIF10iB/VX7hnsD5Mh/OLBwEK1Dc+zQyG3/fZe5bL8LDt8rzRLLSwS6eE2OzJBM3rBKXhjbX2mJi4VFLnt/XZhfIMcukHwWeH0fuIskH3IOK+nJ90bC2Pfg58kcP79AjscMioI8EN3I3ZU+E4woFFCxYnoZDw0Nobm5ma1SFDxJPIpTww3Rn3oUC9l/ICDw2w0eTf0HTK2N8KFSHj5QzCevPLPb/H1mWxC3ss1/Xe/PHhThmmMNbrmTJ4GnYDHy9KFInj4YQMhuHEfLwCw7dSvV7ukgQsHSUAv8AkOgp2uIz+SdUTc4iYKoYGiaOUJfzwCyLlnobCiCjrEb9M2c4JPZBc5oB1zsPBHRuH6RD56YwmdqagqNjY1szZ6vr+9TsaujGRSv/Q+M7vwfNEb+nDz5Wq1AgVpQHa641j81X3NrgEJQC3zyB9DYP8tOr0xFoeDQi4EBZqwx08mIeZJg2gEDAgIey4GB/kgINUNDwllwsn6NxaznNrg74V9QNnLAcfk8HFfgm9kW7Iva3sSfaRbjqnMtIX+G/teZfSLYfJ9pbxTeF2W2zZLZfkhejCV9GqEe1grH9B6k1o6xwzapdl4HEQqWx3tQPziPmaY8yErdg2NmG2x1jeFV0IWhtlTIyNshIjIK2mGVqE+PgI1fKuI8fOCY2gZR/c4YIGBq+RITE9n/pY+Pz1Ozi4Ml5K/9E0rn/w9qQ36AO+qGqG2fQvfQJJR9K3HJpf6p+7p7A1RCWxFcPMirlTnkolBwCMWAwOzsLEpLS9eAwPqOQo/jAH8/BAd4oir2ImYzfklA4CcbXBz6Hm5oBOC9u7l4927eY/sLw3JeAb2HzECEuFcj2wPaO7cfXaMccGgnxR3Tge1TsMRFW24U7kjZILunB96mFrCMK0d9UzqUZK2RVFQKKwMryGhZw9DGE9pOiWjuGcHo5BwEq4UzTQWTk5PsxEFPGwYE9vRwhYr4W5D+4v9FsdfXoaitgpq2SXQNTkDBuwwXSKG8V3yVwIF8UCvS6scO9fTLFAoOkZi2LqZWgIEBpp+AqEJ9pxzo743cCDmMpf0RC1k/IDDw/RVzMn+EjIAPcU41HEdk8x7L78rn47R55ZqORXvRkj5N8MjuQ0PfDNt2SfVkOqh9Cibby2BmaAHb1A4sLs2jrSIH1mauUNfUwTl5O2S2M5MTLWOwugBmnqEIcnSEhKYt1KxDUT/GZYGA6TcQEREBb2/vPWUD9euQ/OK/EGX8/0BdRxw1rRMrUHCeFMbnnYmZ1/Xbgn1BmGBb2NtJI/BW8UJxt7ya4J7Tj84Rzq612+9lUSg4JBobG0NxcTE7dlhUh6DdcICfN9LCVNGe+AaBgW+u8VzG9+DvegnvymXgTem8R/ZRpUKcs67GVVdC+IxJAfxI29sxk17UMZvls0l6Bg4UAlvgmdOH6u7N54+nergOZJ8Cbh/cjCyhF1CMkZm1fVLaM3wgrROOphleuiBTD0RUVsFL2xHBZa1wdXFBdsskO7yQqR3w9PTcc7Y204DEl9+Fm+r/gobWJVQ1D6OTQMFdrzKcJYXwWSchC/aZV+E44f31r+u3BfuiwoT311sQT14ZSNCM6kDzwBwepxPx0uI8KtKj2JkLrRPq2LCxDvId+QWQsFBEZLVgcrYXkQFhcAxJR93gPNPug/riLOQSaHqaolCwleYGEO3lDpPYFnZ3qrkIerrBaJyfQF5MAGQVDSGlYkyI3Q1RZb2YX1pEU14UFBQNIEnCJbUcEVTSv6Fn69L8LNIDHSGpbIDbDllsD9TJ9kpYW1hBXM0Kbjm9WBpvgp2RDeRNfZHdNsP2Pi2ID0ZY+aOtC8yMJGBGEDAzkjFP8KI6A+2m/QgYhAXYEDB4EQtZ/5cAwf+34sm078DYQhGvS+fiNam8R/K7KkW46Ph0Oyo9qpm2Szn/Frhn96F9eI7tlUz1aDqIUDBQGIzPL8jjvIw+ez8xCC9HdoQ3uy2lZI245kksYBr5AU6wimvHLHcRpYEOuHbXBBoOSQjPymMhXFSBvBfs7GQNidM/hMGdr0FL43PUtQ6wUCBHoOA0KYT3qhk4uBfaznZCfNS/6nR9JtzTGlCSGIzLkhYo6hlGlIsDtAJykJsThXtqXkhLioS2TyZiAwLhnliP8YYMKBlEovop90eiULCVZrrhaWIAWZ8adne8OhVit+1RwRlFopcNblqmY5IUuq1FcbgjaYm4xmFUJnrgpnYwmobnUR5oDRnbZHStW3GU05LHLmrSXxKPmzfuI6ppFCVl5Wgmx2S76uCGXijyM2KgE1lN8guHQ2ghGlJDcc8hD/38PLaSYFhhby8hUQIDogrrr9oh/g6oivkYUxnfIkDwv1bcGvsLyOiY4XWpbLwqmbdtH1MvwWVS0O5Xi3k1Irh46Cudt/0g6MD2KXgMMfMOMFMRu7u7s/bw8FizLbAgTNjCcevTCYdvllaUt4q/e+2/oXD+a1CWP4KW9i50DoxC1q0QXzrW73nfDWpDVffMI0H8EncObXV1iPFxg5RqANpmRhHnQcoDmzjEhHpCxTIGFXnJ0HJLQoi3L2z9w2Gq44OyXZqQ6FFEoWAr8aHggqo7PANj4GhtjS8u2qyDgiVCC22w19OCSmgDCwUXxI1g7h4JE30ruGe1YGKT+z4LGWLaiO9fbWsu9TfDLcNIVFVnQ9PMF+Y2zrBwC4CeaTiap7b3o2RWL2OGFTJzC4jq/PO07O/njtyIaxhI+SXmM7/GmpP5v1EW9idcUXXFK+I52/Krkrn4zLgCF114vYeZV2ELhwm2BT2N12+L2hdl4WM3i9vMgvzXp2NqD2xSe5DfMokZ2t9gW6JQsKqqqip4eXnB1dWVtZub25ptgbcTtxPeKi9V6SO4c/JrUJB6ER1dregbmYSKfwVOOdTveX/pVA+1yE60D29/0anF+TFkRUfDwcoRanZBqBzioiU7CjeuiOHIaXmo+hRjbHIAydGJpGyJgJGtFxy9w8l2PBKK2zD5FJ8VKBRsJT4U3DSLR3FFHTIi/HDpqu1GKCDpvEg6Ga8yFgquKDoiMjoI18RNENPErHklQlODCHUygyx5+p8UlPXdZVBQ0oJXwSjmF6fQXNeIgrwcmDj5IYAUqkpadrCLLMXQFqNmenp62H4DwoUx09lHeH8zb5VOVNx2w4Tt5+uB1BAZ9CU9D04GgQLimfT/jXjvt3BcNgYv3cnmWZz/KsKvSOTgjF3NmgJ2v5qpNZDwaWIXlmJqeKi2FoUCnpj/OVMDJyjoGbu4uKxYOHwnvD7PR30PQ63buHbiaxC79Du0t9ezUHCPQMHnpNB9HJ/kW1Tcem83nbDX5/+FYwMsUnoxzdzvH0GLA+V4IKsM04RGBFjZwzSUmRE2GOLyTshqnWToAZWxoTAKiYWHni0sw1Jh5hKM2qGn14RAoWArbav5gIvZrgroqGrDIr17tflgaA5hRqpQcc3FIGcWPd39EAyBXVqcRGawG+QtY9EyzAQuYaavBuY6prBI7lhZ8WxpYRJpHl6wS0qHk7odAosb4ODqhbLede0RRMysZcyoAmaGQaZg3tv2RIS/IRpjX8BU2v9LoOBrmE773whwOYHXJZLxolgWz3f4r+u2X5XOETmkaD/7kmsD9GI62R7PTB8TKtGiUEBuSzMzLPgLQ8Bet5WZJq599H9w7pNn0NxUxUKBsl85PrOv2zf+3KEOcdWiJ4tar+6CCATmdqEsOQS35LQQmN8Gmwf6sIgpQkFBDGSU3JDdOor+lmzYWMSjeaofQdo2cErIh7V7MOrYcuHpiELBVnoIFJxXckZAVBJsnd2gbZOM9vHpNX0KmjO8cEPNG+XVBVCRM0NKD5sNhhsScOmCClQdotk109OqWhHrZoFPxK3gF5GK8IxytA9PoLEgCpYuuejjTCDewgqaLhEwc4tC0/haimSAIC0tja1K3E/283ZCWcRxDCT9gMDB19Ad922oGyrh1Tsp+M/tzLUWW91+R6VAZMG6lZnexIJXUdvCFo5fHyZqX1QeosI3SycwAwYake1scwIFA9GiUAB2YiKmnd7Z2Xnf2NrSBHfO/BSnjn0HDfVl6BtehYJP7WrXWFAIbxUm2N/Koo5/Ut/2aWKXlH+YFjgjSPRnRhoEwDung4TMo608H65k38otHHGlvSRkFhXJichq49Umd5ckk/ThiC3swAwb8nREoWArcWfRVleL0nZe74+F8X4UFTVhbGkefW2NyMwqQirjonr0jjNDSpYw1teKwupOtllhdrIPRSXVyA71hGVwNQTwN9XTxDuO78KmfjRXl6+Gkfx6CGB019egkd9WMN5Zj7TsMlS2jkC4ZYtZoyAjI0Nkr9/9YH9vO2SFXEJvwg8xnvI11EY8A0lNPfz7VvoGv8D3sQfFOOdcfyB9kYCBTEAL8lqe7rCkvarDDgVMLUF8fDwcHR33tG1sbGBoaIh79+7h1q1bOH/uC1w48aMVKOgdGoOEeQSO6aXhE9uafeMvHOsQW7lLKxHtEVEo2HUtgzM9iald6EjGzD3AzGvOPHWLKnD3i729XBAboIiOuJ9jJOl/Iy/gjzit6IgXbqax/hf/VeBPjCt4Y4oPsMV9m5FLwIDWGKzVYYeC/v5+tpe/vb39E9nBwWGNt4oXtW9nZ8cW/NbW1jA3N2cBQFlZmQWAzz77DMePH8exY8fw3rtHcfydt/HRsSNQvvEqbnz8EzRVF6C7fwgX5PTw+/dv42UJRxzXz8JHVuX4xKZ6TSH8MdlnLCpsffijWDgPYYtKK+zP7Gpgm9Z7oIcTUyjYp2KmM01NTd0w9Gc/29/LAtWR/0BvwjeQ5vtXHJcOIECQykKB4PXfd9Jx0qoaZ0jBuWKnLbbXWzh8fbrNjmEsiNtOmvXbj2LmOP6xUv4tKG6fYldJo+LpsENBa2vrmsJ7vZnCWtii0jzMoo61srKCsbExNDU12cJfWloaV65cwblz51gAeOONN1gfO/ImTh17C1dPvA2lL9+B0cV34St2DPGy76NZ83306H+OMb8H6C/LhLiCBn756ik8/9qX+MMHEviPmB3e1UkRWVjvJcsHtaB7bPsjEfabKBTsQzHjk5k+BMxQH+apQeD1+4KwR7HwMVvlsT6dcJwgTNjC4etfhR3gZYLckI/QG/91OFp/hrfEQ/GP6ykrfl0hF6dsa1cnGXFcO+HIlvubbW8VJjATt1W8KAuOedTj+D7n0gCt6E52/QQqng4zFDCjU8rLy2Fra7vrNjMzg6qqKhQUFHDz5k1cvHgRp06dwvvvv78CAIw/PPombn/yFh6cOQK3m0cRJvEu0uSPoVzlOHp0PsCo/ocY1SMWfiUeNDmNKKXTuPXFp/j1a6fw3CsEDl4/g//+SAYvSzrjmEEmTlhX7knf8KpHRbeopagOhigU7DMxN4bq6mr2yVrU0J/9bjc3F3i5WyPJ/zIaI78HTYM7+Of1JPz9WjLrd9QL8IVDnchJRg6izzrzwIBWFvBEoaCcrbZ/UjPV/oyZGgBTU1Noa2tDVlYWYmJibOH/4Ycf4r333sXRo+/g7TffwFtvvI4jb76OT46+Ad1zb8P26hGk3z2KinvvolHtXXRqvIdh3WMYZax3nFjwKmxBPO91WOcYWjWOw0/iQxx//zP86lUGDj7H82+cxR9OSOI/Yjb4wKIUH1qW40Orij3jK+51KOmY5H8rB08UCvaZurq62OmKRQ37OWgO8byPvMB/QeqBOv5xPR5/v56MY7ol+IIUlofJZwgYRFeO0mYEIgoF5WxBvpmFC3uBmTZ/ExMT6Ovrs9X/TOc/cXFx9umfqfp/7bXXWL9BCv5333odnx59HVc+fANyJ9+A3tk34X/rbcRKvo1WtXcwpnOUmHkV3t7qVdjCcWvdr3kU7rc/wGcffoI/vH4SvyBw8IuXT+K3x27hRXEHvKOdjA/WwQGzLxwm2BeEPU7cegunEWxfda9FWcfB7QhMoWAfiZm6ODMzU2QBehDt6uKIAA8NBLqewwVFE7wgnoYTppU4xS8smdettgX768O2EyfKgvTC3izN+vAnMZOfSngH2kdoM8Jh71PQ0tICCwuLNYX+ejNP/jo6OlBRUYG8vDyuXbuG8+fPsx0Amc5/AghgfOLIa7j+4Wu49/lrsL/8Onxvvo4kqTfQcO8tjGm/Scy8irIgbqs0j2JePq2qb8P48nG8/d4neP4VAgcEDH752pf4/QfieFHCCe/opGwouL9q33avQF3no61Bs59EoWAfqbu7m202cHJy2lMWNS55O2kYr48XbK+GO8DL1QiWFkr4SCUYn1rXrMwydph8wa0RwSXDmFs43NMhH3Yo6OvrY0cAMGAgMNMBkAEASUlJnD17Fp9++ilb/f/uu+/iyJEjKwDw3luv4bOjr0H91KuwOP8aEiReQ77sa6hRfA3t91/DmObrGNd8jZh5FWyv31+/vdnrdiw6v4EHryND9m3oXjiGv7zxGQsGLBy8fga/PyGNFyVdcNy0CO9blD0Vy3iVo6uPQsFOiELBEyouLm6lsDy4doSroz08HWzg5WAFf3szhNvpI8paC7Zm9ivTjx5Gywa3oXPk6c10thd02KGAGZLIdAJkhv5duHBhpef/66+/jjdefw1H33wVH779Cr589xXc/OAV3D/5MnyuvYwsqZfRpfIyBlVfxrDaSxhRfxnjDxi/xLdg+2Gvgu2tvP44UV4fJ8ib5zESxpxjjuzrkPz8OP799id4joDBswwgvHIKv3nvJl6V98dRvUwCCCU4bl66ajOhbVH7DwtnzMSJiH/PuACSlpGYnt1k+voDIAoF+0TMEESmd76oiUL2s10dbOFrZ4YgW0O24E+zVEauhSyqTG+h3uQq+gxPYcTgY9bxpuo4ZV+9MrsYU1CufxVYkGZ9+ONaOL+tLOrYnfIZlwbkM/OlH2IddihgFjtTU1NjIeD1V1/Fp++8gqvHX4b8Jy/B+MxL8L76HyTe+Q9aFP+NcXVhv/AI2+tf18ev92bpNku/lZljhI9/AQP3/40MqVch9tkx/Oftj/HsSwQOXvqMhYM/fiKPl+V8CRxk8QpxBhAYCwr1dfvHBNuCcP6+yHCBheLfUouBtLYd/9s4mKJQsE9UU1OzMnHIfrWzvQ28bU0QbfUAiZb3UGwmjmqTa2g0uoA2wzPoNfgc7LCl9dY/wTrFRBln7fbXfOk7bZecfiwd4g6Hhx0KmCnNLS0tIX/yNUTceAFZEv9Chew/0aH4T0yo/mOd/y4ibCuvT/+oxz+JN3svQfjf0a38L8TdeQXyp47id69+yoIB4+ffuoQ/nVLFq0qheM+oEO+ZFOMY38y2YF/4VTh8fdj6OOH4v5/Xhq6NF//bOJiiULBPVFxcvGZSkr1meztbONlaw9nWEq62FvCwMUWwlQ6SLRRRYCqGOqOL6Db4DL36n2JA/yMMEo/ofUAK/fe37VRjBZy1LV0zp/lh892g1kM9y+Fhh4K5uTm2E67NhZcxcu+vmLgv8N/Wva73o4YLzMQLpxGVXhC2Pm59+FbHCu+LCuO9jpPXfuX/QYbEv3H+xHv442uf4NkXP8PPXzqJ59++zMLB6/djcNQwD+8ZF60p5J/E7xoX4l83bfC7dy7CPSiW/20cTFEo2CeKjY0VOcnI07CdrQ1cbczgY2WAUAsNRFrcR4KZPIqMb6Da8CJaDE5hRPc4RnXf28TvrnvdnrMNJXHFJk9kYXlYfN61AQuCZTQPoQ47FHC5XISEhED33Btok/tvTNz7EyZU9onvP+R1Kwun4W8PK/8Z4Tf+gy/ffw///erH+DkDBy9+ysLBXy/o4RXFYLyjl00K9KIn8lGjArx8NwC/Pnodv3/7LOIzC/jfxsEUhYJ9oMXFRfZGsH4Ckq/CjtYWcLM2QTAp/OPNFJBlIoEio+uoMryAJv1T6NX9EMM672JM+51dd7aBOC5b54qck/wwebtQMFidi5CMOow+vaXZd1yHHQoYMQugqV08jgrx36Hv7u8xqfwHTN4jFrwKtgUWjlv/KrBwWuEw4ThR++vD7v1x7auw18etvAfZZ7YFFqQXpBHEC4cJvdbJ/AXOF1/EB+8ew/MvfcKCwbMvf45fHb2Gv57Xw2sqUaRgL3xsv6ocjt8cE2Oh409Hz6O8rpn/TRxMUSjYB2ImLQkNDV2ZmORhFhTo68OE99kw1lawZW1JAMAU7laGiDVVQBop/GsMzqBN7xO0632MHt33MUAK/xHtI6SAfgtjWuvHGfO9Plx4X9T2ZvmIcKH+ddy0ShdZUB4mr4GCJQ6qM8KhoGQISRVjSGo4wj+nA3PkN9MU64a7tknoPEAdpSkU8JoS5S59hqLbv0O9+K8xJP9bUjj+bsc9oSQ6fDM/anphP+6xguNGlX6PUsm/wOD0K/j3mx/iFy99yoODlwgcvHMDfzmvjzc0k/GOYT7eIU/+2zJJ+7pqLIGLG2xeDBT89dglDAyN8r+JgykKBftE4eHhIicq2a5tLC3gYGkCNwt9eJrrINBMDbEmcsg2vIkSgwto1z2Bca3X+X6Db8H+eouKE4QJx221LWxR4YKwVRfrXcYty1SRi5QcFn9kVYF5YSjgzqIg0gU39aPQNT6PvvoMyEuZwq+kDzPjA2hqG8D07BRaG3rQ1tGC0sp6NA8Oo4m8ljb2YHKOi/nZUdQz+8RVrcNYWJhFV1sPmlsbUVrdgq6RWTCzIwy2N7BpSut6MDW/gNHeHtQ3taKqrhvTvLPZdVEoANra2iBz6woKb/8e5bd+hdo7zxMw+A0pIH9LTVwt9SdofPEq3jhyHL988RM8859PiT/BL147g79cMMArKpF4Sy8LR0ihv5nf1E7DP2/b47k3L7DHC6Dg1c/v8L+FgysKBftEzBLJTK/j7diKAICjhSF8zB4gyEQFCUaSyDa4hmL986jX/RStOh9iRJMUvJqvbmJmIhHGouIYi4oThAnHbbUtbFHhgrBVl+meg7hlgsjC8rD4rF0xFhaFJjBaAwWLwHQfAmwMIeVehpa8IMjrBqK2qRz3JMyg4xUAvQfauKPvBkd7X8g+sENIxQAmR1oR7R8Nd3dn3FZ2RVlTC6x0zHDfKQDGxhbQ9S7AUHcz9NR1oe/sAylFC/jltyLV3QZfKlrC3i8Xg/zT2W1RKOBNYCQvQ/7Tt/6Iitu/QtnNX6JW7JcYvPtrjCv+hpp4UP63KLjzZ6iefBWvv3WchQLWpGD/5TtX8dcLhnhZKUQkELyhkYQ/nlLFs6+d5h+3CgW3VIz538LBFYWCfSJmmWThWcyE7WBuCH8TVcQbSiBL/xrqdD5Fk/YJdGi9h27NoxjWIIXsmolChL3VBCOMN4sXFf6wvJ7MVdqnIG0ehY+sqw6tFf2q1o4+WA8FnCFEOlvgpm0umvMCV6FAWgu+ldOoT/TBZQUPtE4MIsTeAlrhDRgbbIaHuRWU1HRx+oYaIgsYKDCCZXY3alO9oGQWg4wgZ1zXT0APZwyJTha445BNoMAKko4ZGJj96mZZpFAAzMzMsCsYRl35M4GCX7NQUHL9OVTefA6dUs9jVP5X1Hz3yv0Gmbf+DI3PX8afX/kQPyOFPONnXjyJ59+5xtYcvKYWh7cN8tjag5fkA/G7j+RW062DAkv3YP63cHBFoWCfiFkIxd1EE77GKog3uIN83fOo0voE3RpvYZgUxiPqL2JU/T8YI944IQhjJnyzOGEL0ohKu1Xcem8n7WbvIRy+ul1NrlfGPELkcqaHwR9alkHbOx1c7mY1BQuYH2yCrZ4eNCOb0CpUU3BfVgeRzeT/lOaPq+rBGOQMs/CgHliHTHcLqDhloasrnzyBavGhwAwOhT0rUJDgbYvrhsnoX5hAqqslJJxy2ZoCNf9ijC4sY25qFL2DE5jn8s9rl0ShgKf8/Hwky721BgoKr/0CRVefRc2t5zAg+0sMyz2PkbvC/tW6fUHY+nBR6TbzVsdutr2Z16ff7JhHy2uYeFDuV6gS/wMuvv8W/ue1D/Dsfz7Gz/5NTAr9X7x+Fn8+r0dg4C4LCz/7Nw8IBFDwcz4U/P6ts2jt7OV/AwdXFAr2iZh2xMb7b2BC7Z9b+F9rtsdZC8cLezWtIB3zujbN2vjVsNW8eccI57WaRjicFyecTrDNy0s4bH2cYL9R4zgUTQNxwmpdgSnYXx8uCFvvh4ULxz9KWmE/LF7Ywmm2SH9EIx62QSngLm2EgouyNvAIS4GrtwfUTWNQOzCN9oLtQUFZnCfuqrvD18sLV+9qiISCqtIiqN83hHVAOBQ1bRFX3r8KBYQEalN9oW6TiK5d7lxAoWBVPUG6qBD7DcpuPY+SGzwoyL/yc+Re/jlKr/8creK/wCCBgxEGDogZSBBYVBjPPJgQeGOazeNFvcejbG/02vcS3ucdt/W5Mvvrw/plnkfCtT/j6gdv4HcvneCBgSivQAEBAj4U3FIxwfjkV9V75umJQsE+0ejoKEqV3uTP8HU43fjgPSiY+K8sYXrY/LK0G4Lis9nRKCta5mK4uxmZWYVIYVxQjdbhOTZqergDpdUd5EY2ioqSanRPAVP97civ7ARniYPu5npUdkxgZqofRezxFSgor0T38BQaquvQNDyL8f5WlNX1YHoB6Kwp5r1HBTmeM4/+lkZUtI9gbn6UAIYjwooGMLfLLQkUClY1lOrBQkE5HwqK+FCQQ6Ag+9IzBA6eQRkLB89iSPa5HfegiLAn9SPnKfPwMFF51on/Glqf/gN/evHdjUCwpqaABwT/+OAqIpNz1gL5ARWFgn0iZnrTNMX3MKD0F6yd+WunvFWeu/F+j+4OtTegauQucjnTg+6jOqn470/lkVlYwf9F7CERMJmamARnl5sOGFEoWBWHAFuD5rE1UFBw5Vm2piCLQEHmxZ8h/fxPkXnhJyi5+jO0i/8cvdLPYkDm8Jq5/vrbzyDi1I9w44Uf4r9fePOhUPDcKyehYuwIzvwBmvBjC1Eo2EdK1buGFpk/YlT5z5hQOXzuVH0FakauIgvNg+z3zUvxz+tm+MORc+RJvpb/azicolCwquUFDgaTnFAp9SeUMlBwnUDBVR4UMDUFmRefYaEg9dxPkHz2J0ghzr/0EzSJ/QydEs+gT+rn6Jc++O4l11l/62fIuvBj+Hz8Ayi8+C1c+Mt/4Yu/fh+//9fbD4WC05IP0D80wv/UD74oFOwjJVkoolr8D+i++wdM3PtvTLJmZvtiLNjfyttNJ8pPcuzOuO/+C9AytN+wvvlB9zvaKXj+rfM4clYa9c0d/F/D4RSFgrWaH+xAq9UllN36FYGC57aEgsQzP0b86R8h6eyPkHn+xyi6/BM03/4peiWfeST3SW29v94Pi2e8nTSP42YCQBGf/wA6b3wHYv/4Bi78+b94JlDw+V9/iOdfOLYRClaA4BO22aCksoH/aR8OUSjYR8r3s2B70NZJ/BbDCsz0pofLg/f+Bl19a5EF50H1Ud00/PGTu/jFyydx6o4aOrr7+b+GwykKBeu0tISpxnxU3f0XivlQkMeHgiwCBRksFPx0DRTEfvkjRJ/6IaKIE07/EJnnfoTyqz9Gm9hP0SPxM/RI/owUqDtokqfIcGFvJ81DzJx7F3ELuY6UMz+E8dvfgfx/vokb/8MHAWETKDj5tx/jmX9/tCkU/OvENUQl55CP+OD3IxAWhYJ9pMqUMJRL/BmVYr9Frfiv2FnMJplpPkVZMBWoqDiBt0qzVfj6uM3ChPcfxZscO6j8VwIFVnjfnBSYh8DvGebib+e02XXjGSgQu2+CodFx/q/hMcTOVNiK8mreDIRzE0Ooq2NmMmxCS884Fhan0FTXhIqmbozOcpn5tTHc342+iXne8XtAFApEazgnGOWy/0AhAwVXtgcFkZ//kH2KDjv5A4R8+n0EE0eR/axzP0TN9R+j4eaP0Xz7J+gS/wkpcBlg2DvuFv8p2u/8hD3H4ss/QurZH8Lrw+9C7ZVvkUL/6zj/J2LmlW9RUPDp3366EQj4UHD8sjxSckr4n+7hEoWCfaSWkkzkSr7AQkHl7efRIP48hg/R9KbDSn+Ega4pjpuXHni/Z1yAv182wi9fP4NnCRAwUKBi7ITpmcddyICLwfpCmKhp4uPLjqjhTCIz2AvKFl6wsrMneUehsiwZqsbeMLb0RFhhL2Z6amFu44+Mril+Hk9fFApEa2lxHgOp7ii7+8I6KPgZ0hgoOCcCCoiFoSCIOOCT78Pvo+8h4OPvk7DvEUj4PtLP/AD5F3+IUlL4Vl/7EZpv/ZgUyj/5yt1EAKDk8g8JtPwAkSe/D8dj34HRW9+CzAvfwLk//V8CAoz5QLANKDj+t19uAIJfvXYKl+/qoqq+hf/JHj5RKNhH6qouQpb0S6i88zt2etOKW79EPQGDEflfY1zhN5ubmfpTVDjfYwr86VE3i9tuuGCa0fVhW+1vFraJTXQMcNyMFJwH3P+4bILnXju9AgSMTZz8H7sqc4kzhbgQHzjYOuHKHRfUjHfDw1Qf98Mb0FYaDgUtP6RHh0AvphaFkWFwjctCiIUb/MqGwBvguDdEoWBzcTnT6E9xR5HkX9hhicwIhIwLBArO/xQpBAqSCBQkECiII1AQw28+WIGCz3g1BQIo8DnxPXif+C48P/gu3Ik9yVO4N7EvCQv4+LsII8AQd4oPDBd+gIorPGDouvNjdIltw5uka7z5I9Rc/xGbZ+KX30PEZ9+D+/vfgdnb34bmq9+E8ovfgOwL/4Vb/8MU9DwQYIDgcaDgrb//YQ0Q/P7tM9CwcEVn7wD/Ez2colCwjzTa04qs+ydYKKgkUFBOoIDpdVxx6zn0yf0Ko6SgZgrrg2x7rfv40LQAx8xKDp5Ni/G2Tjr+dl4Xv3j1Czz70mcrUPDHI+fgGZbA/yU8uobbM6Gn64fM5DjcFCdQsMxFc2Y4rt+QwvtXVWEc04C5kTqYalvgrqEzTCycoe+dica2HvSOTGNxe6s177ooFGyt5SUu5gbaUaLwErKv/XJbUBBOoCCUDwWBBAr8RUCBKymYXY5/B07k6dzhvW/D7t1vw/bot2FDXm2OfgvW73wLlkeIySuzbffut2BL7Hz822yh7kXy8PjgO+y2G7Erycv+3e/Aghxj+va3oP3aN6Dy0jcg/+//ghwp9GX+9XVI/uPrEP/713GL+Prfvo5rf/06rvzl67hEYOAiMQMFAiB4HCjQlbkKRX1bvPjJTZyV0kRCRgEWF7+CcbV7XBQK9pFGB3qQoXORQMHv10BB8fVfoJKAATPv+fDdjfN/HyQ7aKrgQxMCBaZMIXqw/LpKJP70pRqvhoABAiEo+PdHN5CY9bj/AQ7SnY1wTcsXHi72OH3FAP7F9Yj0cIOKiQv0TMwhoRWEqkEOsLSA1rxUGPrHIMTKGjK6TtByjUfH5N7obEWhYBtaXsZMVy0aHCSQc/P3oqHgi4dAAfGWUEBsQ6DAmtiKQABTuJuRwp0p4I3f+hYM3/wm9N/4JnRf/yYp8L8JLfKUr/HqN6D+8jegSswAwD3y1K/0n/+CAgGBu8Sy//ovSBNL/vO/IE6A4A6Bgdv/83XcJGag4OpOQQEBAsapAc7s3AMNrZ2HZg6C7YhCwT7SxOgwCiwlUSn+B1SK/RoVt55HGR8KmIlLSq49ixbx54Tm/z54dnsgixPGuXjPpPhA+eW7/vjNMTF20ZUVIBCCgje/lERxZT3/l/ComkdbRRmSMwsR4e2Ms9eM4ZWWC21FA3hV9qC3JRV3JG2R1jCG2fFGeJoHIq21Bs737BFeWgtb9wDUDuyNzoYUCran5aUlcEZ60Z8TjAKFV4Wg4MeII2DwMCjwfQgU2BMzNQW7CQViwlBAgGADFAgBAQ8KhIDgIVBwkTgvJpD/aVEJi0LBPtLCwgLaI61FQoFg3vMC4sobz6Jb6jkMsXODC+YHF2w/qjc7ljeXuOg4UX7cc1h7nJeaBD4yzhZZsO43v2tchCM6GfjXLVs8//ZlFgg2g4KTt+9jbOLJO/yN16RBUcUPdYvjyAjyhoyCAcTvm8M8rBJjCxNI9nSGT94AFpa5KPKzwXV5S1hHlmGUuzfaDygUPJqY5oTZvhbUu99D5p2/IfHsTx8OBR/vHBToESjQ2S0oEKop2FBLsAkUXPzLN3HzpZ/CQeUGpsdH+Z8SlbAoFOwzDWQFoUL67wQKfrMCBSX8mgIGCJgxysyc54VXf46mO79Aj/RzawrV/e6DAgXv6GXhP5Ku+N2HUuzc6gIgWA8FDBA898rnkNGy4v8CDrcoFDyeuPNzGK3NRbn5NaRL/BOxZ366T6Hg/4qsKdgOFEi+9WvYyl9CaXosFhf2zjDbvSYKBftMs+1VaNI5wQ5LrLhNoOAmAwWr857zoIA3JCn74s9QfPUZNIk9i37pX2BQ5jnWzIIhgu315sWtpl3vzY7dKs/1FpV2u8f737+Ojw0z2Kfs/eijRoV4/X4U/nJGE7949Us+EGwGBbxagt+8cRrJObv/B90PolDwZFqYHsdgSSJqPO4jQ/4Ndq6CcAIGm0LBh48PBQZ7AAou/OUbuHv8z/AxUEBpWgw4szP8T4JqM1Eo2Gda5i6gL8QAVRJ/XIWCG3wo4M9mxkBBDjNO+cLP2N7HWRd+itJrz6BTglkUhCnw969DVC7iU8N0kQXuV+tCEWHCXhdPYOCITjr+fsUUzx+5wjYLrALB1lDwp6MXMMehTzaMKBQ8uZaXl7A4O4mZ/lZ0pPkj494xhJ/6MUJO/nBbUOC4x6GAqRW49Ldv487rv4SbphR62xrBmTn4Sx7vlCgU7EPNtFWiTuU1PhTwRiCsQMGVjVDAm//8p+zsZsVXfoqGW8+gS+LnGGBWTNuG+0WEPcyPc8x6i8ojXukTnDRIYp+415gUwtsK28ybpWXCHyeOMYl7xyAPr6lE4X+YeQfeOC8EAestGgp+99YZ+Ecl8795KgoFO6/FuRkM1xeixk8fyYpHEX3z7wg49cwaKGCGEe4FKLi8CRRc/ef3If7G81D9/GU4q4mhqSyff3VUjyoKBftQS5xZ9IYZroUC/gppm0EBM6sZs0oaM91p8pkfI/viT1Bz82foEH+GFL6iVxcT+HFWU9uJFdhE5RGn9LFoKNhTLsCbmsn4t5QH/nbJGL965/rKuuyivQoEP18BAh4UXLyrg8GRMf43T0WhYPfEznEwNoCBqmzUR9ghz1IS8YrH4f3Zz3YICr65o1Bw+W/fgsKJv8P67nkkeNuiKCkcwz0dWF7eI5Nq7FNRKNin4vS3oEHzPZTzoYAdgUCggBmBwDQhsFBw8WfIZKGAN9VpKh8KEs/8iJ3uNJE44/yPUHLlJ2gVYxYVWbvCWN+6fWFvFfeo3iwvUeGxCh/hM/1EvEMK3r3ot/Wy8G9pD/zm+B384vVzeIYU9AwQPA4U/OndiwiITgWXe7gWZNlKFAq+IpGCdX5mAhM9Legrz0BdtDPSjW8iXOptOB3/nkgoMOdDgQmBAqNdgILrf/8WVD4mECBzBtHORqjKTUF7XQUmRgb5J021E6JQsE+1zF3EcKYvqqT//FAoYGc1Y6Dg3NolVJlJTGK//CE7u1nsFz9A2tkfofQKswjKT9Epzlt1TNRqZDtvpsAXFb7RGXffxhd6sXjHkBTCu+Z8EWECC8fl423dLLyunoAXZXzwx8+UCQicJQX7SXbZVQEMPA4U/PqNL2Hs7IdFLp1hTVgUCp6OmHkPlhbmsciZBWdqDMMtVWjLi0W+uzaSjG4hVOEEPC+/ALeL/4DT6T/D/tQfYPv572Fx4pcwef9ZGB1/FobE+u/9HLrE2u8Sv/cctI8/D81jxO//Gtof/Te0P/kL9E//B6ZXjsDt3mVE2WmhMD4IDcXZmJ0cx/zcDBbnOVii/4tdE4WCfayluSn0huij/M7vnggKeMuo/gCR/OFJzEpp6ed+iKLLP0bN9Z+g/Q6zMhkPEp62c+VeIVAQhSOkQH5afls/B6/ej8Y/7zjhT2e18PyRq2zhzgMBYT86FAhqCU5LamBgmI6jXi8KBXtX89MTmB4ZwGBzFXpqCtBVmYu69AhUxvuxroj3RXmcL8oYx/qiMiUUtdlxqM2KQ2NBKnqbazDc3cbPjeppiULBPtfCaB86POT5wxIZKOCNQMi5zEDBM+ugYHUJVcF0p6trq69CQdhn32eHKDGLpESS/eTTP0DehR+h8tqP0XSbWbGMt3Tp03Cx9D/xpU443jbI+0r9pm4m/iPrg79cMMAfTirj18fF8MzLp9hlVjfCgMCPBwUvfHT9CWYvPNiiUEBFtbuiUHAANNfTgHq9j1B861drhiVmi4ACprOh8Bzo66EggoGCkzwoYMYtB33CjF3+HnllzCyn+n3EnPo+0s78AGVXfoTWWz9GGwGFDrGfoPMOAQZRZpY+FRW+lTc5pkT677sGBW/p57KF/5s66XhDMwWvqkThb1dM8JsPJPHcmxfw7Kun8cxLJ1kQELZoIGD8aFDAdCx87ZQ4krKKHns1xIMuCgU7qIU5jE7MYoH2y6MSEoWCg6DlZcwSMGh1v4ui27/bNhTEPwIUBHz8PXZJVWb8ss+J78LrQ2a2s++Q/e8i8OPvIv6L7yPz3A9QcumHKOcvo8qsf95++8foIoX5TrlO4rc4px0sslB/FDOF/+sayXhVNRYvK4eztQD/uGWP/z6tgd99ooBfvHGeV+gLLa26HgYEFg0EjB8NCt46I420vFL+l0olShQK1mpxehTVFRXIre4FO5PFwiTqKqrRMclGr4pDwqsb0DGxuvDPYkUkzit7o3J9WqpDLQoFB0TLXGbJ1Da0eSgj7+qzPCi4tAoF6QQIGDBYDwWrK6bx+hIIQwFTK/AwKGCWQxUshcoMWWJePci+74nvIPST7yL68+8hiQBDyunvI5tAQ+nlH6Ly6g/RcP1H6Lj9I3SKPZprxX+Ds1pB7FP9w/ymNu+J/5X70XhRPgj/lvXFP8Uc8berZmxfgD+cVMHvTsjh18fE8NybF/HMS5+zNQHsiAFSWLOF/goUbIQBgUUDAWMhKNgAAsL+DB9cUUBGQTn/26TaTBQKhLWEnvI0qMkp4TMZD9Qyk/WN10FPXg2+dbwUKxog4Wqm8K5ZHd66NNSC+Ow6DNF5saiERKHggGlxagQNtjcJGDy3AgWMHwYFgtoCBgrCCRQw/QpYKCDeFhTwxzE788cxs1Ohvstbd11gZt/p2LdJmm8TePg2OY5Za/3bLEAEfvwdhBDHnPwuEk59D8lf8JxEnH7m+8g6y3Pc+V/ihIw1XpDywAuS7vgX8T/FXclTvi3+ftMWf71sQgp8Hfz+U0X87uO7+O1Hcmz1P1PwP//uTfzyyBW2FuDZ186wzQE/f+VL4i/w85dPbYQCBgR2GQp+8dJnuKZogNqmdjq+ehuiUCCkxWnkhvnC1CcQ6lJ68Cwnj/wrULCMydYymJpY4L5ZGGqba1kokNQ2gqSGK8JLezE3XAETMz+U9g8j0dUDMirG0HFPQut4PwKNbSFF9iV0g1DS9+QLcVHtH1EoOIBihisO5oagTPUosi8/y4MCoQmMVqCA369gDRQIdTbcKShgxjMza68z45ktBWOa2clOvgnTt74JY2LBZCe85Va/AZ3XeNZ+9RvQJNZ45Rt4QHz/5W/hH++dx6/flyAF/R38ihT2v3rvNvEtPH/0Bs/vXCeF/1X88u0reO7ty3jurYtsTcAv3rjAA4LXz24CBQQIvkIo+NPR8zCw88HgMJ2caLuiULCquZEu2JvbI7S8D/m+prjrmIfhER4UeOd1w91YHw8iGzA41oKihCwCBRqwyOxBSYwr7tmmoqs5B1Ky5ohPy4PcAxckV3dicpHJeREDbS0oK8mHubYWNCPb2fejOhyiUHBAtbTAwVR7JSr1Pl8LBfx11QUTGD0MCniLpHzVUEC8CRQovfJ9/P3YhUeDAgYI3mSA4BGggBTkuwUFz796Cm+dkYJLQBT/26LarigUrGqwIQMSYg+gaRcKR1NDnFXxQFFDJQsFbpntsNG0gHtZN9gR/YLmg8r+DVCQWduHxPhIKMrowjy2DE31JTC4ZwpjLz8oyKkQsKBQcJhEoeCAa6anEZ2RVii4+xK/syFvmmPhuQoeHwq+uxEKiFeggHgzKOBNi8qDAhNiwQxoglnQ9gYUCIBg56CAAYK7OtaoaWzD/MJqpy+q7YlCwarKQh0grRuMpNIaZGUnQ1HOAL6JqdBaqSmwhGVGK4bH21CSmL0pFMTntaCkoxfVObFQ1XVBTKg/bsh4o368E85G2lCLaEN3ZSpcQ/LRR9cVOvCiUHAIxMxpzhntR43VLWTe+N0KFAiGJT4MCpjhiF8FFBgSIBCswb6rUPDaFlDw4s5DAdOR8Pdvn8WHVxXZzoTzC2wdLdVjiEKBQJMItbaFY2IzZskelzONBE8n2ARGw9TABrEty+gpz4SOjiHum4aiurUFzjaeiG4cRm1mGCwDCtHfWQYDI28Ut3TCz8EZ0vcsYBlUgqHFLnjqWEDiniWUNc3gkN3OTjZk7luIQdop8cCLQsEh0sLUCLpTvVCq/yVSrvzqYEHBu48LBQQI1kAB059gZ6HglJga3IJi0T9EZyh8UlEo+Oq1vDSJvIQUNNKf76EQhYJDJnYltOFudKf7o1DzU95cBTsNBce2hgLLTaBg95sPzn+lUPDmaUk4+kaipaOH/+lTPakoFFBR7a4oFBxSCZoUerOCkavyHuIv/xrRp3+yOtXxSWEo+D4CCBhsgALiraCA8aNAAVNT8HSg4NSOQAHTZ+DXr3+Bd87JwDMknl27gC5otLOiUEBFtbuiULCfxZlCY20j2sY4/IDH0+LsJAYr0lDloohM5XcRefoZHhR8tgoFTGdD/x2AAhYMdgMKVpoPrj8ECs5thAICBE8CBc+/dgpvnZbEzXtGcPKLwsQU7Y21W6JQQEW1u6JQsAfUnBcPWz9SKPdOYmlpHm2VeYjJa8X0us7p/VW5CMtuwJign9pQE0w1zeBSOsQPeDItLS5gqqcJjaEWyNX5ElEXf70WCoSaELxFQAEzmyEDBcwERYJ+BXsOCl7fDhTw+gI8DAoYGDh26S5MnQNQWt2AOQ7thbXbolBARbW7olDw1DUOz/vyOHlDD+bJTeDMzyA3zAkqTtkYmiUF9RIXi4tcLC0vozbcEdLWSWifJmHcZfKIP4eezh70Ty1geXkJXJKOl5ZpHlhitxlzmYBH0NLiPOZG+jBcl4eGCBukq36EoJM/QsCnPxAJBe4ECFgwIEDA1BZsBgXWjwMFxE8DCn62HgoIBPycWdb45c/w30fP48Y9I5TXNKG9u5/CwFcoCgXb0/xoD4Jd7SB1zxA60U3sbJmj1RlQ1TaDpIE3UupHsDhUDo17xuRek4Dm4XksTA0jJiYehe10MYTDLAoFT1nzHWmQu++JgNAAyBjHYWhqcgUKenu64WyshevK1rBJbkFNuD2+FNeFrJoWrqiHom24B16mBjCI70RlRiBkJPUgo26OhNZZ1OUkQJtsSyrq4L5L7hMNJVpeXMRYew2a492QonIC8bJvIuTiH+H10Q+eEAq+9Xg1Be8RKDj+1UAB00fg1c/FcFZKE66B0XR9gqcsCgXbEAGAzooc5LTPoifdCxfvuqOkqRraKuYIrB9EeYIn7prGIT/CFabkQSTGLQiBpU3I9/OEaXg16Pyah1sUCp6q5lEdbIM7LuUYaMyDgootsrpHVqCgOs4Ll9X9UTM5ifLqPtSE2ULMLBqt7WVQltFFdBUfCqLbkOJpCSnDYOR2TpB8lzDcUY/oiDg42prjlroHygd47/ikWpiZwMxQN7ryY1HiqoYcCwlES78Fz49/vDkUEH+VUPDLd649NhT89q2zBALu4IKsNh6YucDZPwql1Y2YmmZGg1M9bVEo2J6mR7uREh0HM21yfwisRHN9PpSU7ZFDPr+WoljcVvVCQZI/FA29oWfuBfdAXxjZpaN7jp8B1aEVhYKnqZl2OD54gI/FDXFPTR+fX7wL/cSmFSgoCHGCmF4SuvnJmeYDGZtkdPWshQLD+G6M9TYiwMEed5SN4ZPTjGA7BxgHpiI2zA0SOwgFwuIucAgkTGKcAEhPWRrqol2QYXwL4VJvwevL3+wMFBCLhgLx7UHBW1tDwR/evYR/fnwTcjo2cA+JR3ZxFSrqmtEzMIQFOsnQnhOFgu1pfmYM9VXVSPRxhqyZH2KSMiGn5ozykSl0VqRCWtsLdR3dqCitRnZaPFSsghHq4457Oi7wy2vH3BI/I6pDJwoFT03LGCpPxm1xBxSTp9CZmVFke1njmmYIwoJ5UNCWH08KdDek1FfDN7oWNWEOIqFAP6YD1RmJSKuuhaeuAcyTakm4Fcyji5BLwOKKJoGCploY3jdCdBv/7XdBTD8GBhQWObPgTI9jqKUSbXmxKPTUQbLhLUQofgTvK/+C+7k/w+XLP8D+0+dhc+LnsDz+Y5i9+wMCBt96Yij47fFb+P3x2/jLR+L4x2dS+NdJabz8pSzeOK+A96/fx3UVM5i6BMMjNBF1zR2YmpnF9OwcO8vgEjl/qr0tCgXb0TJmJ8fYjsoLXdkQE9eGbWASFKSMEdczgrrsYCgYRKJ9bAELI+3wtfVFYGUurJVdEJqSCgPvJAxP06G0h1UUCp6aFtFdVQDX4AJM8JfMnWothbt/ElJyshCe1YyJmXnkRvnC3CEMKU0j6C3PQlB6HUbHOxEWFIfKnnHkJycgoXoU3bV5cHRg0qaia5mDtop8uJB9K+coBKdloTQvBUZWsWh8yqPlODOTGGmvR29NAZoyI9kmkuIgK+R6GiDJXA5xRuKI1LqKCM2rCFT+AgFKp+BP7Kd4Cr7EbkrnIf3ADDc0HCCu4wwZAzfIGbnjvqUP7lt4w9AlBJZekQSiMpCQXYqMoirUkMJ/cGScaWql2ueiUPBwMZ2O67Ij4R2eBT87M9wyDkZNWx8CbG2g7RkDR0dH2ERWY2xuBllR/vCMrMH44hDcH5hAz9YPpmH5GOdQQD6solBwKMTFcHsT6vv2frv4MpeLhdlp1tOjA5geGcCUkCdGhzA8NoGhsUmMT81gZo6DOQ5dWOiwiELB9jQ3OYSSvAIkZRSgoof3v5/saUZGdgHSiuvRN7lI4GEODRXV6BrnNZN11RST9OVo6J/kraxIdShFoYCKimrfaH9AwTIW5mYxRuB1ZJR4YgYL3GV2FtHZ2Vl2e19reQmcmRlMzRGw4ActLXLY/bUinwNnHnPz3JV0jBbmCPDP78WaCOZ85zC3IECiJczNzGORu4Cpcf53Sb7TKc5q/PQEP3x0EnP7/Xvli0IBFRXVvtH+gII5lIb5QO6BFTSMHSBn6AH/7FbMjA8jNSUVTUP7e14L7tQQIuxMoOhbjDF+M8NYZRK0w6vY7VXNoSwxGWEZzWRrVW05kYisneLv7SWR842MQECxoGv3AIKc01DVVgGTe1pQNHCCupEttDyz0T3GIWw0BHtFVcjqOUHjgQUccntxEGYsoVBARUW1b7QXoICZDCy0eGiDO0cE040zUBCGoLJess003ZXAQNcH5T2jqKysQMfYAPJSapAUGww792SUtlbBxz0Y7vGlbLX+1GgzQsi+HbGzfwrym9qRl5gGT1+SJjwDLfyJBMa7KuHJT5faOI6ujjqkxafBJ6ocT1LkLtakgZPivOo0V34MT2O9tfC1IQWhZSwqh2d4YXwoWJweRXZiNHtOAUWtLBR4e4fD0TcUXjF56JgEJpqKkNYygzFyvkGBzPlHIDq3GgVZGXBmrycCsSUd2Om+jswETpWVlRs8OipY/nEzKKiGv3sM2silLi6MIcbPG56xdZhaGIK/mRcqmFHgo2XQ0U5YGSm2n0WhYK+K/IC5XGbmwiV2hkI2iJmlkAnj95Jne/uT/ZUZC5ljHnH2Qiqq/aS9AAVM9f91z6YNLmgVzAQoDAWMFlDsZwP3nE6EhYagoLMe9vcs4J/fhtRAb8iouCC5pgIe9oGIru4HhzOB1oYWVNe3oDA9HLIqxpDTC0R2eSOSY8MRmN6J+eVueBt6IaasDXVN+bAn0OEaGAQT1xSUtY6Qd3x8cSL1MK3z1qr1j/JjeGrPj4R1XANKI7zhVTLMhrFQEFaBtsIk2Lglo7CpDa1DIwQKgqFqGoGiqgbEREQisqAXHWkeMIlvRFR0LKKyKlHb2IHOgTEM9vWillxzdUUJXH2SUNa7s7UJDBQEBQVtcFubYEgWAwU+EJfXhRT5zKVU9HBOwR9lQlBAckF/fSE8QtLQM0WgwNQTpaPkntyWCUXTdAyy+exvUSjYi1qYRVNBItR1zHBWXAtO6e1YmBqBn6UBbirp4bSaN+q6R5AZ5gpJOU3IOhRgZpGDpsw4KPvlg0u72VMdUO0VKPjSuXGDs5o2g4J5FPoQKMhdhQJ3q0wwxelYRSJ5wq4mW1PICYpHdFk3Zoba2TlHJNTNIKWkgVO3TeAcU0NSLKO9Kgu+fiUYq0+AlH8tmzujXE8dqDrGIziz/YmrsDnByphW/fOqH/ydH8NoDmHmOnBKbkR5UhBuWWeBKSsZKNAKLUdWqCvCawSFuXDzwQLq89IRGFWNRgYKMrtRnREHTXUHBOc2oKVrAJ35yZDXsYCcqgHOy7siq2Ocn8/OiIECX1/fDW5paeGneHhNAQMFfXUFLBT0EiiwvauEmwQgruoGoHXkYHR4plCwFzUzjLKmLoxPziDK8gFkHNLQnBWCi4oBqJvohpeuHu75liE6NABZZUXQVfRHTlsZnGwjkEvomiIB1UHVXoGCj2xrNjijUVCIrYWCyZ5yGBr6oryte1tQ0FGWAGsvUvCT0K78AJwTBQVDhdAwT0Yf02IxNwBfY2tYBO8MFMz6y2FC4VerVv49P4ZouBjKGu5w9Y0kDoS6sg2yR1ehoDTOD16pHeQTYLQVFIywKci7IS8sBBY2DlAzCEfB4BQWR9vh5BiCnF2AAjc3tw1uamrip3g4FCwtzCE51BOe8fWYXmk+mEdbojd0wlrI1ex/USjYw+LOzyLIUB3qvoXkj2ONG0YZGMQEUh3Ncd0uAxlhbpBT0oWURRRcHZwQWtCLPdmpl4pqh7QXoGB+cQnvmZVucGr9att0aZg3pO+b4p6ODWSNvMl/sx1zY/3bgoKJvma4WVlDkRwrZ2UDaVFQQJ7P872dcEfDBvc0rOEUV42MtJ2BgglvSQxKPbNq2V/yY4DOZHdYZgkK9EUUBdrBNL2f36egEgMNpTDS1CNP/DawSK7bFAr0o+sR7efGfj6Keo6wiy5AYUI0VA1soGRsCzntABTtMBQwk5PZ2dltcENDAz/FZlBQDmNF8nCmZQNlXXvoB+ahj4AA09FwpU/BdBsczQJRfQBWTadQsFfF5aA91R83dLxQ0stFZbApbppmkxvJJNKdLXDHoxzchXnMjA0jM9gdDzziYGVojGvi+ojtouP2qQ6m9gIUMJrmcDd4Uag/D/vfZGbLZDw3z+vrQ55UFxYWyPYS5ucX2Rq9Ze4iOOwQuGVyzCLbh4hJN8+Z4x3LDOmb5bAgwqRfIukXSHp2e3Gel2aGFLlccvwiiSPpnlTLC7NYnp1c9dzqqolL5LrmhToAMufAYc6Nfx1MPyfOHO+6Z0lC4XNiz51ZxZU5hqRducbZOX4eC5iZ5e3PcpjPafXz3CnNz5PzX2fhmUy55PtZYL4DVuT7It8Td4kLDnNe/M+aOdeVeOY82dPkDb/kbe9vUSjYk+KgszgBMqqObC9dRj0prrikFISGmV746OlDP6GPly4zDtp2qcgqSYSDew5SfU1hkDbEHkNFddC0V6CAiuqgikLBHhRnuAm22g/wwW1DGFh5wMAvC11tLTBRV4eiAVMdGYDy3lkMtRbDxi4UZd3T6KsvhKGmEWRkzRHbS5c6ozqYolBARbW7olCwB8VUr42ODKOnf4jn4Um2+nBqlLc/MD6LpeVlLHJmMDoxw1azsccMM/HjB2ICDSoqUaJQQEW1u6JQQEVFtW9EoYCKandFoYCKimrfiEIBFdXuikIBFRXVvhGFAiqq3RWFAioqqn0jCgVUVLsrCgVUVFT7RhQKqKh2VxQKqKio9o0oFFBR7a4oFFBRUe0b7Rco4M5NYXBSsJTyk2gZnJlpTJC81s9VyAxRHp2YxsjEDBYXuRgfHcH0Q+Y5X17aXrqtxF2cw0BPL9o6e9HZM4aduEqqvSMKBVRUVPtG+wUKVtc0eFItoC43DYHs2gdrVZ0dj5SMHFiFZqN/dAqFWWmoG9x6lpJFzixJl0rSPW5RzkF5WjRMzd1hZu8LXS0XhFb0YIacZ1d1HXrovGn7XhQKqKio9o32BBQsL5I7p/ZGT65CAA8KqjDU34rU8EQ4uXrAwj0SVUNTKM2tR1qUHwysghGXV4Qg3yCYecaglF+ijrQVwZaZyZQ4rm6UhQJ3+0BYuPmsSddWmoHE9GwWCgbHplFVnIeagX5kBoTyZkK1CkBczQCGemoQHpkKd78MtI1NkHS5ItMJ5u1PKRmEfXjrih0j2ngRjHpLoGYcgir+MsGDDdkwNvVCbFoaVKXvQ8Y2AplVjUgqqESSfzAiinrAme5CoBtzvR7wSK7B2OwScsN512dgFY/mefJ5Uu0ZUSigoqLaN9oTULBEnrLz/rDRQ1H8BKtQ0F6dAA1tf+TV96AsOwZukbnwt3WEc3IzavIzoXHfAoFlTciJDYFjaCUmFlvhrOeLjOZB9PRVkW13eMVGQt0oHGUtvSjJjYeLTy4GyCmURLrAITSNhYKB4TEkhPoipXkCE/29qK5vQXVpNgxtklCQHwlt8xhU9ExgZnqSpPNBcvP4hnTdHN5KR+ZBrfhUpWjFp9RWC4eR/CBIeFWuNGXMT48g1N0R2c19CDayQUjDKCYGG2Gl64yo6j6MTvQh3iMQgXlt5HraEOMZCP+AQNxzzUR9aze6escwt3wAVhE6QKJQQEVFtW+0Z6Ag95sbPRTITyAEBcxSx/6lGCNhA+0F8HCKgqtPBhpHZjHTXQvn0BS0j83z05VgrD4BUv61vEyIcn30oO+52nww3tUAv+AotIxvAgV1/aiNDoGskSMe6JnhvGIAcori4RBcA2ZpNaavAwsFdX0b0rXN8Z7Y9f1a8M7dwhUfU1y9904UhULCrQyCdVg5U0MIdfNA+dAkEq2ckcqsBz3ZAivreLQz+Q3UQ98nFb3jvGaNtsxg2CbnwMvIBVY+CUjKacLIyqqEVHtBFAqoqKj2jfYGFMxhMetrG7w86MNP8ARQMFoCLZN4dDEtBLO98DS2h1tsLEycM9A/u4iu8iy4BGSgb7OagpISGGhFoJ0cPtddhgdG4aKhQEQ6ARRoejbhZYm8Fb8unc+GsyLnp6bujfIR3m53WSJMXNLRt7AJFMx0wd0pBLkdBGlImsyAIPiW9pBEXAx3NMDTyBIR7bQjwl4ShYJtaGGuH95GRpBSMWZtmtTBLHmO9pwIeOQzSxjvEy0toDoxBDbRFRjlo/5MVw380qswvSBM60vori9FUloTpvkhjDpyyfXm9fL3dlOzKA6JQsGI4Jx6ERNYivq6Apho874DKX1PxNcMs+vKT/Q3wEGP9/0oGwSicmJnqiPHa9LJ9e7E9zuH2pwCZFT2rDxhMVpaXEBqhB8S03PgkV6PqeE+REXHov4hncVmR/sRTdLVDezG0ldc9NYXwEyH+ZxNYeCahz5+9e7y0jL7eT9N7RUomEz92gYv9gtBQWUSdCOq0V6dDb+AMj4UFMLTORpuvploYqGgDi5hqTwoYNMx8MBBaYAzrimRz1/JDK4ZzSgrzYKVri2UNIxwV8cBCbXT5FsCSqNc4RiWDuuwHBYKEsP8kNowjIooH4iR/4K4oRUU1COQV5wAx5DaFShIDCPwwKSLFkr3IBydfChQd6vHC7czV/ySeBYbzhMHdQWxULvL+x/KGoajamiGnA8XzTFuuKzljujcQljbJPCgAIsYK0mCtJoppJRNoe+VheKMcN5/mPiGcQg6x3nvS7U3RKGAr+5RDpoGZtd4YIJ3C5+f6Ya/TSBq2e6/E/C1tIBDPCkwxwbROTqL6ckJ9HV0oqa+GU3tA+jp7UZVTRM6x5jjFzDU2cnuV9S0oH1oGN2dI+hsZ/ab0Do0y2TK/FvR296BShJW196P6dlpdPQNo7OlHb1jcxuGI4nS0ng/uJ3Vawzu6h9uYW4UIaa6uGsbj8L2cTZssokUAKF5GJ+Zx2BXG3tO1V0jaC7JgLdXBkqamlHT1Ikx8mSyMDlErpeDhZlJtDbxzr+xYwgDA32oYa+vGc09o+Bs42RnZ2cxNDS0xlwur00TmEKqrSsS+wX7bXC3IudSnAX/uBKMLyyTp4xS6Bl5ILtxFCOdVfD3SUIn+SgHiqOh41EK3tVtoSVSoE6UbTR3tY/3cEEo9OLbMD3F+35r65tQ29KDiXnyWfWOoaeDuWby/YwMoamhBdUtvRifYy5+GTNj/fzPpAl909MoiklEUHwhykge1SQPNh0pbMeH+tFanAq90BLMz3PYz2GKM4Ouxhb22IqaNvROzmNmapT8ZrpR3zKAuQVeukkR6R6m/hFyU2+fXOO2Xqa44GmyuxzGZt4o7pkjELCILF9HGPrlormzBlYPrBBc3oOxyXG09w6ho6UD/RMccDnjqOdfa+vgDBbJdXS18vZrGgcI4u2c9gIULJPfzmjBaxs8P5zET7G/5RTViqsGxSu+YVTCj6E6DKJQwJdJQjduezetsWfuABu3FgqAobZSuLvFoCgpCPqJTajMSYClmQ8cvUKhpW4BU/Lq6GwHLbcKUjhNozozE+4+EXBxD4CFry/uyzvAzCMALm5u0HAtxNTyAnqq8+HoFAQnb/Ik7xqEuOQUqOr7wCckBfnNI4S3Hy5Ohhsm9d9b4+Vp5hmFp9nObBg5ZiMjOhp+BR3sU58ACnpaquFo7gJLcp5eWaRwL0mEgZYL7P0iYePkjtDCYfTlh0AvtglVuSmwdvGHi08kwtOqUF5eCF/m+jxDYO2ZiPKe6Yc+UTYRqAgJCVnjiYkJfiwDBdbQ8oyDb2g8sR/UjJKFoIBJw0FFbAicU1sw1LEKBUN1KTB1KgC/dnNzcXqAvH9s9MTq74wHBY2oziefhZ4rHLxCYOnkg9iKWngZe8IhIBwWpq7QNXeDlVcwDCw8EV7ch7nFAcS4esPCjXwmPu6w981FdGg4DMy94eQbBjMHH4Rmd2KWwEV6qDu5vhgWCmaGexESGobi7j5khcWRY8nxrj6wDClHUW4E9M384R5ZhsHhHjZdUZdwOl9YhFaxT4NbySW6A6fUmM5jq1a0r+HHAq0p3ngQUs9ffnsZQy0lcPMJQ0pSIhSltaETnIeWxnw80POBd0gaSto7URwZChNn5lp9YGqXiKz8XJg7erPn5RNehiE2r53RnqgpoKI6wKJQwJdObDcuujWtsVO2aCiY7G1FQGAocuP4UJCXirCkRkyRp99od1sElgySp6VamKlEk2dcop5y6Jo4QEXLFJeUtHDrqjWymPr7xU64aoaibmYY0RFRiK8YwNLyErrKMuDm4Qz5BxFoE65vfogWUuwwrfHiGi9PrRaPdVF2cCmZwWxjNlT9CsFdWl6BguI4HzgkdfInIuESKEiBo0cuBueX0F2bCU+fEjQzUBDXgOLkYCgpOyOhmf88PtQEZyc3qOhY4OY9R0RW9LPVm1upoaEBAQEBazw+Lni+Z6DAHvYpFcgvqSJOgZFp6jooYJozImGX1IDBjjIYKGlCTtsWOj6ZaOiZfDhEcTqB3J9u9Hg2P4EQFGTGwzmIed9FNBWnwS88mQBUCCrGuBitz4WuQww6pqZRkZII//g6DDclQ92jBJPsScwg1MoAJk7RcI2pxiyXfJ6V2XALy8YgebIXDQVzGKtKgYquLVQ0DXH+XijSs6LhHFmDqSXyexzr40PBunQqERhkz3xz2Ya3433FwjWWtFwdSlcZ7QydOKalmaexjlr4hsSgbWIEQabuKGG+otFy6OiTa2a+h4FyqNokYpilCA7yPa1hEhIFxbu2CCDguZ1ao0cRhQIqqt0VhQK+VCO78Llj4xrbZPSzceuhoKk0HvZumahO50NBYR7S8rvAmZ9DSqgn4huYlvgm2DFQMN0BV6NAZPaNYaKvAXYO1hC/7g5e/+Je+KgGomJqCOHh0UipHcYyAwXlWXD3doaCXsojPWUtJJpi5t7v13iZ5M2LbIf1fQOIKRtD6p4ezl6zQtHMKhQURnnAOaufX5gyUJAB/5AKMM/uvY258HIvQAMDBQkd4C4uYGZ6GMnuzlA38oWtSxhCyzowMdKLMP8IxG0DCurq6uDt7b3GY2OCWo2HNR+QM1wYRYKPP/xyu9iaAh+PWNQPDyDC1hphtRtnf9sgTiuWc/7XBmM8lZ9AGApSEZxQR4r3JbSWZcIviHz/dqnoWVzCZHMhzENzMTY3hxomHQMFtfG471/NKxC5swh3MICpUyx8kxswt7SEnspcuEflYHBqEyioKoKhRjiqpmcw3lGAB4axSM+Jh09iM5guWStQsCZdIR4YJTwUCsyC2/CadMEaXzOu4seSMr4wHGpuBRhhfgjkt9hOfoveoeRc59dCgZ55Opg+ZegphqJjOmaYr2ppHoW+NvCrJeA5PYqiqCAoq/mgZge7PlAooKLaXVEo4EsppBUnrKvX2CKlm42bn+mCs7YFnKOzEZOUzVYhZzSNYSh/G1DAGUZ8YBR84jIQGhmOe7oGG6FgiYPWvBRYukYhPC4NHu7hiM9KgZbZo0HBXKwhxu7+co0FUDBREY8HoYKhTnMo9bOCaebYChR01BXD1MANfuT6Eiq7N4UCnZhGNFcWsZ9DVHwGnL18SSGZBPewZETEJkDH1HNbUFBdXQ0XF5c1Hh0d5cduBgVpsLDxJQVvNoLCYmDun4yuUc6aPgXD1Wkw9SSF2EOqCpbnWjGT9rUN5o49ORRMzBOINHWBUxT5vYQHw8YnF/GJEdAy9kVYbApcXQIQUcQ0M2wCBQ1N8HYKQQD5jINCfCCrESEaCkg6H6F0MprRD4UCI/9m/Fssa40v6pXxY8kvY6oZfg7e8AzJRnRiJhydAxBfM4gFTCPGxgZ2yTXobStchQKMIcvZA2bh5FqjomFmm4z8mmL298HYyc0H5Q87qUcQhQIqqt0VhQK+5Pwb8K5pyRobx/OqUZcWp1GVn4+ENJ4L2nht35yhdlT1TGJ0aBB9TA/cJS56O5rRM8GUSJOoL+0ixRsvXVomOTa/DAVlNSjKbeZ3hJtFS1kbRpkG+NkxlJeUkvwLkFfVhcmZMVTV9PKr87enqSg9DEj9bI2XJnl35MneFjQMrHb5mutvYa+D6TxY0zGIudlZ1Jfwri+lpg+Tw/1oax9le8vPTgyipXkIE+Q6KjpG0FbDnCdJm1GIks4ptpDKzy9EQnYxciraMDA6+9A+BRUVFbC1tV3j4WFeMcP0WO6rb0LPrCCXKTTX9ZP4HhRk87+H3Eq08DtpcqbH0NbSi2nCEIucSbQ1dvKr7jcXd7YVw4lf2+CFkVUo4Ax1oLJnAmP9fWjvGSdntYypkX60tvegob4PM8vL7OdXSz6/eS53NR15wh5uq+GdZ1oZumcXMNw/iMbKCqSQ30FmWRNGmNKdpOsnv5fWji5UdgyzU9C2d3RgmDx2j7bzjy+pQnlZF/oHetBCfmu8B3LR6crKullo2Er6Pg34+/XUNT6jVciPZbSEsYF2ZDN5phegoGF4ZcTEQFMFEgrqyW+9H5W1/Su/Te5IB/9aS1DTN4V+Jh27T661fid7FFAooKLabVEo4Gtoah49Y5w1HpsR3A73h5amR8EdbF1jEFDZi+JwOGwfAmGvjj74CrS8AO5M0wYvc3eyr/ze0+jkPDoHZta4jyWU/SEKBVRUuysKBVRUVPtGFAqoqHZXFAqoqKj2jSgUUFHtrigUUFFR7RtRKKCi2l1RKKCioto3ehgU3ND1QkF1GzU19WM6NK0MFAqoqKj2hbaCgpeuGrJx1NTUT+Zff3ofYQQOdlsUCqioqJ5IW0FBYU07kgvrqKmpn9DpJQ0YGJnk/7N2TxQKqKionkhbQQEVFdX+EoUCKiqqJxKFAiqqgyMKBVRUVE8kCgVUVAdHTwQFzpHZGB6foqamPsSuaemlUEBFdUD0WFDQ1juM359SZ28E1NTU1M9/ogLvuHz+HYKKimq/6rGgYGqGA7/EIjiGZVJTU1PDNTIHDR28Zc2pqKj2rx4LCqioqKioqKgOnigUUFFRUVFRUbF6LCjIrmiGbXA6NTU1NRzDs1Dd0sO/O6yqtq0P9iGZIo+hpqZ+NPvEF7AjfXZbjwUFx6QsRXY2oqamPnx+/mMVkYseyZkH4bmP7ok8hpqa+tH8h1PqiM6q5P+7dk+PBQX/c04bUib+GJuapaamPuT+9xV9iBv58e8Oqzqn5oqjEuYij6Gmpt6+yxo6WTDYswsiMVAgbxnM36OiojrMevGqwaZQwNQqUlFRPZn2/NLJFAqoqKgEolBARbW7olBARUW1b0ShgIpqd0WhgIqKat+IQgEV1e6KQgEVFdW+EYUCKqrdFYUCKiqqfaPDBgXLy8usV8XbXxvGEy+cv7NGq8esmB/DaEMca36kQBvi+eZHM1obxw9cp7VpiPnh67WdNMJak34b7y1KwvGbpFiT5qCKQgEVFdW+0aGCguYMnLsqg7MqzijqZwotLhJ8TXDkpBixMtxShrHITzozXgzNa2L4Ui8c7aMLvEDuHHraq+FsbYGTVxR4x50Sx4dyxtALKkPf9CI4g+2w0VTi5ymwIq5q+SKlZhizXPK+S1zEWCqvS8NYBV7VY1ian0VdQTp0lXX54XfxhbwfsroneedBtDjWj8LQCKjflsMxNo0UPrmoD03HBLT0TvNTAVMD7fCzd8DZi3JsXu9fNIFxZDWG58iJiNDcxBDy4sNx54bg/JQhYZqMyr4J8D6FZcwOdyDG3QG3L0ixaT65qAqLwCIMzC6xKWbHBpAaFoCb1/ifw+cqULDLQu3gFP/zXcJ0XzPCHK1x9awEm+azyw9gF16BMf5HfZBEoYCKimrf6FBDASmcE+zUcOSsND7+UhKnVXxQw590bmq0GDKksFqBAgIEzUUJkBVTwPtn70PexBN23uFw9AyBjpEpTss6I7NzXAgK5KBoGwwn7yAYGuvhgzMSOKXoiuyuGfZ9vTWZAlcBUiQfR5KPE+sElPZPo682G4q3pfHOZT3oOZFw10Do39fGXc8q3snNDSLewQyfnJTEBVlzWLmFwN7DD/cUVfEhOefbuqFoZa9jAnHmBCxOK+DGAw/YeoTDxtQBdx54orRtgs1qvdoyoyCpZAULcj429u64fk0e7xDgEDeNQ9ssKc4XZpHsY4aTJ2Vw28ALTh7+7PseI+BiGNeCOZJHU2IAbt+zgyXJw9rWBZcuyZJrlYGcQxp6OcDC3BiinI3I+ctC2swfTu4+uCt7D+99rgDbrF6QJAdKFAqoqKj2jSgUECi4qg9jQwN8eOMBXPKH2KTroWBmoA3WDxTwLgnTDqlH7/gcmGft5eUljJMn4+qGLozMLghBgSoiO5nijYvpsXKo37yLI5d14ZnThYUVKNCCe2kXm8+KluZRnuiFL8n7nDXLxOQ8CVtcxFRPF5q6eDUFPQVhuHRRAp9JmiGydAgL3CUsLS1goDEPGjL3cOyCCqyTOjE3XYcHtxXwwR1ThJSNYpE8yC9OjKO9tQeTM4I6kbWaGRlEfeswWzAvzo0gwtwIxz4XwykVNxR1z2N2oh5ql8i5i9siq4WQB3nf2tQQXLlMPqu73qidBqYH+1HfMQbm1BdmBxGgq0muVQxntAJQM7CA0d4SKF0keUg6o7xvhuTBQVmMF86cF8OlB2FoJEEHSRQKqKio9o0oFDBQYI7o6kLo3VLCbZMYtExy10HBPDoqYnHzlBjeexCOMX41uShthIIlzE/Xk7wJUIiZIqJyRKimQB0WSeVo6+5DB3HPyDS4pJBtLozGzTPiePesFlxymtA3NIFZpkRntDSMSCszfPilDBQ9SjEhfCrLU8hwNsXxL+Sg6JCNAW4PnBTu451TdyFmHonSpj6Mz8yTM9qmlsaRaGeCY6fu4IpuIGpHljHRkIAz5HO5aZWI7kleP4DJhlzIScnho1s6iG9jg1a1NIpIYy1yreK4ZRqN1oll9JSE4guSh7hjDgEpXh7jVSm4eUsan8uYI6ObDTowolBARUW1b0ShgAcFMfVDqEp0wcmr+vDN78LYsDAUcFAd74KPyP4N5yJwFpcxO9KHgpwcxCbzXdiE8VnhPgUK0AvKIHFpcLc0x8fnmOrzZLSRh+tVKFjrMyaJGJrmYn60DxEutjh7VpKES+JLSXPYhGajbYpLHsM74Wqgi2Nn7kIjZn0JDNRG2OCDL5nq/li0kSfunuJEyIor4TjJ/53PlaBiF4n0ul7MiO5SIKQljLUW4oGMEo6dU4ZFdDOYeorRXD/2XMVsktEzxUuJngqoKCgTKNBCXCs/jBUXw/VZUBC7i/cvPoBjSjuYSoD2BGc2DymXPIwy7Q2MOgohISmPk9KmSO/ihx0QUSigoqLaN6JQsAoFk4MNMJFXwjnzRLR35a9CwQgHZUEWbEF2w7mQhYK+ykzIiQkV6necUNg9uUlHQzFcNvFH/SBToS4MBcpQdY9BbGou4onTq3swR/JmND86iNLsVOioabIwwrTJqzgXYOARoWCZy0VPTRkCPV1x/ZIMyUcCpyQdkdgyumWNwexoL3zMtPDRF2I4ZxSNbj4APAoUTA20wkVfHR98cQc3bVLRx+//SKFg90ShYI9pfrwfAXbGuCT5YI2vyzuikDwhTDYVQOOB7pq4a7pOcE1uxegC/y860YcQ8pTAxIU2TKMyNQJyQunX2g6RjUPID7RaG66gD2mreBRVj4HD5d1kVrWM4dI4SMhrkbT6MIuuxMQWPX6ZNtOxnjZEuPvgtow2OUYXkjpRyGwe4fdGZsTFSH0xnIxNcIe8/xUpLZi7pqJ1ZAFL5O2Zm+BwRxOCnD1xXZr3vtIGcSjsmhBqT+WiryIbdgbGuE3yuCqjCxufbHSOL25rCBXV44lCwSoULC3NojDGC2fPmSKsOg1yp1ZrCurTvHHqc6b5IALjc0tY5MxicGAADXUpEGMK7eu26zoa3oNnSTvKi+Mgd1ceJ25pwqd4hC2IV6FARJ+CNeJiamwQ5YneuH79Dj65bYiUziFEWpqyzQdKnmXg1+DztDSJVCcTtvlAyTEHgyul/jIWODMY7GuEoxrT218S90JqMb/JG3PJtQWYGOLEWUl8+CAYrUOz/BgCBfkBOEqul/lcmP83I17zgSw+F7dFwSgbBM7EKDz09fDhWSl8rBuFwanVu0V7kiubx1mTBAwwtR9EguaDswoeKOd39jwoolBwiDXZ1wYjBebPLo872rZQM7BnrWkWgmpC1eM1abgjJoP3L9yDlA4TZ4XLtyRx5JwaLBPqeVV6Y11wZdvgxOBeOYPGonSYMPnoWeP2nbts+Jdy5vy8g5DRMYpAXeaPLoOLSqa4T8JVtExwgdz8jp1WhXlCJUYENM6IO4o4e1N8dFoBn1wSw6fKfqgeFk6wVnMTI3DUVMENFUvc17eDmKQKfwiUDtJGeX/oqf4iKF+RxUfXHkBO1x73H+jgg5PSuGkcjcaxeRLfCUs1VdxSs8J9PVvcvHMP75E8jp0zQR7/aWOyJxviX0riE/K0IU/yULqviffJNUlYp6BrWnSnKKonF4WCVShgyte5/jqYqt7HZT1fKN8WQME8xrurYKjAdDRUhFVyIwb4HfUEfQ82QoGgTwEHDXHe+PysNK5rR6Bhmrs1FDAA3dOB2s5RUmiTUn1pEZPVGZCVvItPxYyQ2s3k54PPz0ni7F0XpDdNsh0Ilxbn0V2UAnFyjzh2VYcAyTAwPYzyxi6MTPMK5OW5CSTb65D3lYTKJlCwMDGIVC9zHDkti7NGkSgYmFkD5VOduRA7S879jg0yW8bJ+y6gIiEYl8m95PyDOPSRNPNjfYiw18eRM3dx0SIelQSqhDVQl4TrZ0gekk4o650Bd4GDogimo+Edcs/IwCA/3UERhYJDrFUoMEHG2CpdCySAgtNybihjRwRxkBvIGyct4ZgFFsjXQIHQv5YziSRXIzZcK76HH8hTEAsFGnDKa+P3+B1DeWoobpKC+sNbhgguHVkZf83prYbePRV8oRwIe7P75Dgl2BcO8GM3anGeg5qSKjQNzoK7vITqjGjcOMdcoxgscpmLmEamuxV5qpCFslcRO854YbQVmuIkzVlteBb3gjM9jcqSWrSRmwOXO4+SeHITITeWo6el4VLKXPQkkm0McPSsErSDKzBJTnaS3ITvk5vykXP6CKsfYc+FaudFoWAtFACzqAz3wMlz8vjoggAKyI+aO4fanGhI3ZAlUK+Ge9b+cPQMhbWTHU5vCQVEY5VQvkkK6yu68MztwtwKFMhD0tgD9iQfJi/G6XVDyPS3wQUlG1i4BMPRLQC6qpr45EsxiNtkoo/JktwjrDSYe4Qsris7wdo9FLbOvpCR5g0NVHYv5qVrycSVuwZQt/Rj83awd8aNi2L48I45IquG2Fq8tZpDdZwfzp0n95Oz8rih7wVbwbkFpKG8awLzs0MI1WeGPsrgtr4n+76y7PuqwaGUQYIZlIa447Mz4jhyXhnixj6wE+QRmInagWnMjXfBW0uFQL8spEx9YevkDQlx8qBwSgO+DWO8UzlAolBwiLUeCphJuoQn6loPBcvLk4hweUDSK8MgqgpTTHXfDkABK+4M4m00cOSUCgzDq9hOQqSIR1teLG5fFYdOQjtKE7zZnsRnbAvY2IdrGb11WZC/ylyjGBxK5sg9tBOuurr46PJ9BFTzboLMU0uEOTP5iQTuhzcRmGCD+eKivSQREpfF8O4ZGXhXEwKYaYW1ijo+vq2LqAbeFSxMj8HXUJHkIQm9pLXXS7VzolCghnfWQAH5l0x1wk5FEe+Q3/gNq3D08Ku+ufPT6K6ogou1GT6/IsbGv/eFBG7dNYZVUBn6Z7grUPCOMBQw8O9uTMIkcY08OXeNcxBjdY89fr2NUvsw0JwOA0N9HD8jxYZ9ekmN5J/INmMINNrdAX8HB5y7eJd37FlpfKroBM/IOvRO8tsN5nqRGuGIL64z50PSfH4HMpruyKjrwIyguXKNxpHibofP+Oeyxl9owjGrBRzyYDDd3Qgfawd8zJ4fed87lrCMqMEY2x9iGNFW5mw/iA15fKkL77JuLC4tYqKjFq4mTP8HSRIng8+kbOAQ18h2RDxoolBwiLUKBWst5s2bdEQABWviv5DCLeNwlHdPg/1P7RQUELXGOZBwWSi5ZWOA3E+4E/3wMSUQclob0W3TGGsugZqsFI6fs0DxxoqNDVpemkVWgA0+Iefw8S1PNDDVm3010FRRwYdXVRHVzE/IXUChvxl7ropBDWuggMsZQ4I776bxhWwQ2K5SXSW4K6uIT8X1kdzOJiPXO4VkN971asQesDFKe0iHCgqoqJ6CKBQcYq1CwT2oOQfBySuMdRhbrbYKBSeuaEHbhRenp2OMEyelcM0oBq3MTCW7CAUjnWW4f0MMH6mEoJNpZ5zuhpepPj44LQOrnIdX23WVx+MOM3HJFU245/Twqh8fEQoaskPYKswj13URXMZvFqBQ8NREoYCKandFoeAQ69H7FADDHY3QliLHnNFCYC0pJHcQCsr8DUm4IjQDijFKHuqb0zzwMTn+/RvaUNa1g6q+JW7eVsR7n0vglkk8OreoLeirLMF9OXkcuaQGvbAKdkw2L4IHBccvq8C7nFf5t7w4jyQnZhazu9BLbF1pu+wuzoOMuAyOXNWGeVwdZub5VZh8KPjwlg7Canl5cGcnEGbFNK3IwzKHB1VUOy8KBVRUuysKBYdYjwMFk/2dMJEnx3yhDq/KoR2BgiXypD7WXgRVCUUcu2WEwNJBLGMBflrSOHpGDqfFHuCylAbfqvjktAROiJsiqmZ8TU9jRstLSxisK4CGkhLevXQfD+KaMSKYXY3RTCdc9XVx7JwCtKOawJTznMkx2KvcwZHT+gio7ifns4jeigwoySrgvetaMExpx7hw9cFUK6xV1XGUWVglqRULJGpqsBtmCiSPM8aIaeePc6Lace0mFCxzptAzMAoBPz6RFmbRPzCyZtKd9iQfKNkno3Oag6GBYXbxHxdze7gW9/NTbKLRju2lo6LaAVEoOMRahQJ1WESlIy4lh3V8egE7k5kACj65aQSHaF6cs40dPj0pibMaIagf4zwBFChB2SkSUSTP8IhwKMkQIPhCAaoeWehh+gP25eLWF5K4oBOEmiFexymeRhGkrU4KX36HRKG3ZDQ73g4rRd5QyGMKbgjkXxPj7OoBAiHzaIrzxrkzkjhz1xYesTnwdnXDZyelcd4gAs2jHPK51MJAjrdK28dqvggS5JGah/z6IYIrHNSFO+HTUxK4oOIEn7gcuNg6kM9FBpctEtA7JVz/QbWT2k0omC8Pxyk5C2TtROtPez4kpE2RNszfJxqszIJPUhWG+yugJquF8PIhpMYkIY2Zk38rTW8zHRXVDohCwSHW7FAXbB7wCj9hv3dWDkENojsavnv6AeRN4pDXMMw+ZT8OFCRY31uTJ7Pq23lVW7gGFaN1nNdjuTnGDu+eUcAD32LwpxdYUXeyCzlOAldNYtA2tvaxbmwgD1LCeQv58oMEsGcy0Yv0IH9cvMSDh3dOKUNMPxhpdSNszUVfczJvgpf1/lwCd4zTwT6vjXchxt1jZYnXo6dVIWUcgVxy496JB00q0fpKoKCqA8EBWQiO8oaxaxyKOsYx1VeHMP9U+IYGwsTeB7FFFfCw9YJxRAXmucvk59AAfy+yb+eP4NxOzBEoEJc0gpYzCXNLQmXfFEbaixEYVYCeTj4U1IyjMDke0QQOhrsrefkRu8Y1YIb8RmPCmHMIhC85Jomki1qXzoVJxz93KqqdEoWCQ6xl7iLGR4bQ2dO/xl29g+xqZ0vzM+jvH1gXN4qxqQUsCWrkl5g8htm4idURSEw9PmbGR9jw4XWT+cyO89KvuG8QA2NT4DD18HxxJkfJew1hhDx1C1X+s1qam2SP6xmeZG/IwlrizmJAOG8h9w1OrcxquDQ/h4F+3rV39QxjeHKOnVSF0eICue51x/I8gP7h6ZVCn5klrl+QR+8IOVfOSh5Uu6OvBAoKyqB0Vx326fUIcbWFll8pOqsScEXcHH455fDT18AN7UDk5GRAVsECSc2DiHNzhE5ADkpywiF+zwXZGQSoJe/DKKoY3rZWkHUtQEt+MOS1/VHTxIeCyj4EWBlDJ6oD8zNjaGloQXVBDKTuWiCjtA56alq4YpdGfs8t8CHptEWlo31aqXZYFAqoqKj2jb46KDBGdOsw0gPscd+9EO2V8ZC97wymWb/E1xAS9kUYn2yGxf0HsExogZmOIQJLejE53gJdVWOERkTzmw+mkBPkii8eRKMxN0g0FES2kbhoqCgbQFlLH2fv6CKhgIECU3jXjDNtaWw6bVHpNi4nsKW4izNorKhATmEFcovqMURbuqjWiUIBFRXVvtFehAKb5HbY6+nBNrUZg50FULlvg9TUNIhLacKnshfJ3vaQsM1F8yY1BdoRLUiwM4KWfwnGOjJxQ0pfNBSE89P5CaVrGENRWiqymrfTkDCH4rhgqOt5wDM8EWaaujAMLUUfZwoVKalIqad9FqgoFFBRUe0j7UUocCqcQl16FBRUNHFbURvq/uWYasqHuIQ17ptp44KMOQJKetFRFLJJ80Eb6nKCIXFTA3dkjXBTdfOagg3pqpnRNFbwKt/GiJfuYsjdfQDP0ml2/YKJ+jhclzSCvV84ZG4ws/RZwD00HU7O0bBzt4U5gY/KslRo6xhDStMZgfldmEcP3LUsIKViDPPoGgitG0R1QEShgIqKat9oN6Fg/4mLrqocBKdur3AeLorAVUkL5PD5gbtYB+XrOvAqqEKgjh6047qZ1X+gr6aB217lWBxogrmOBdxK+tCSG4w76l7IiPDGFa1wlPeMgkP7zxxIUSigoqLaN6JQ8PiaqYonUGAAwdIc3MkyKEmaIKGpcx0UmMKrZgzDTaVQfcBbOGmgOQ9KGk4oKCqGg5Mr5O9bwTO3DbNCnYOpDoYoFFBRUe0bUSh4Ak3XQUtaA+YZvMV+mxOdcUslCHWz/SKhYLKjGjqqhvAq60drQRgUDYKQn1WEot5BpPm74K5NIjqaiuHilYgmOl/XgRGFAioqqn0jCgVPoiUM1aVBUcGQ7RMgqeSNyhlmyO8SGhK8cEfVBu4hKbC0dENE0wS7KmNzTgzuaxhCXNMBgYV9WByqhO4DM4gr2sE7rxmtpdHQsohHK50w4cCIQgEVFdW+EYWCvaRZlCbEonSAv0t1IEShgIqKat9of0DBDGqy0mDnkMabQXNuEElhEbBwj0Q+fxWvnspMRFUKzYH8GIoqH4ZjZs+K3bJ7kdU0jrkF2gOQ6vFFoYCKimrfaM9DwdI86nPS4GRujXO3nFBNgqaa8mDom47c+FBYehWhvzkf6rrBKGWWA38CDU8toHeMs+KOkTkk147CmQBC88As5heXNiwYRkX1MFEooKKi2jfaL80HYxWJuHXHmYWCmf+fvb8AbyNJ1P3hufd+93/vPcsMZ2GWzp5lnN3Z4ZkdTAYzmclAmOMkDjiJ2TEzMzMzMzMzM8okS7Il25Jl+/2qW7IjO3Jo7MR26vXzPt1dVd1uSd1dv6ou6KuClV8K4iNCYOkRB2encOT3iWQJt0BcAhsRleOIq51AK2cWYjr2NtV9iEIBFRXVjtFOhAJI+KguLEZEXBqcvEPg6hcNn5AExOQ2b9kwwwuLy2gbnUVyAxcJ9Vz0c+extEzrDajuLgoFVFRUO0Y7EgrkGi5OgqFPPAJc/OGSUApXV08UD87LY7dGs5JFtHBECC4bQ2ztBITidVOOMpodQZSXL67o2OCyjg9i64YxNVQJA7J9M7AQnBkpFgSjiE3NQSsBDardLQoFVFRUO0bbHgqWlyDkjaMqORxHTzsgpYdksHMLmB6rgoNpHNqEAmR5+sOZQIGHuy9Kh7cWCla0uLSM5hEh3POH2caIEzMLbBirmR446jojefDWNKedGX7wyG9DpHMEEjsHUOBPzjm9HTPyeKrdKwoFVFRUO0bbv6GhFEOtlQgMjIUnsV9cPlrGZ9BTXoCczmk2yWRHFQLDEpBQ0A1ZyMOTSLyIvHY+omsmUNgpkNUcsFBgBcOANESkVaB9TIjB8ijo2obA2DYUIfGhsPMswaji1OhUu1YUCqioqHaMdsrrg+0spoZgbFpCoICPgNJR1PeNo6O5DaVFJXAwt4BBTCN4/AlUVzYgPzMZ6g7RiA72h55FAOLqR7FImybsalEooKKi2jGiULB5YuBgUriA+NoJBJWNoY8zjtQgZ5xzyAF3dhGS8W74OoYhtq0MTtoBiElOhFF4CebpfAe7WhQKqKiodowoFGy+FgTjiEotxDmLCFzQtIROWCN4Qh5yYyMQltmBGQkH7jq2sHIOgk1KHSS0qmBXi0IBFRXVjhGFgs3XgmAM5WXlSM0pQXJBE2IqxxFZ3oP8onqMTEuB5WV015aQ+Dp0ckV0QKRdLgoFVFRUO0YUCrZWzFAGTDfGVo4IfiUcZLdOQTAnxUpHBardLwoFVFRUO0YUCh6emDkUirsECCwbRUXvNKZECyw0UO1uUSigoqLaMaJQ8PDFwAAzp0JMzQRKu6fva9jkpaVlLJD0K2a2qba3KBRQUVHtGFEoeDSSksycI5CwrxO8CkfQMzHHvlIQEGDoHBKirImL/NoJxOQPwSuhB46RnTDya4GBTwv0fZqh7y1zbvU4pItLGOWLUdYlYN0yJELrsAi95JhDU/MYI/+HmcyJ6tGIQgHVlorp9iSclWJSIAZncg79o7No659BFXm45NeOIypnEN7kIeIc1Qmb0HboejaxvupQB1Xb2o1tVwu9oHZYpfTDI3cYvgUjCC0dRUrdJIo6+KjqnUb3+CyGeGKMT0vAIw8vZqAWZkx4qp0rCgUPV8vLy5ifn4dIJIJAIIBYLEZ5hiWiEp3QlXMEWUGn8MmNRHyqV47PiD8hZtYZM+usdW+tR+YMsTUGuS2TUCX3752sGdmFm3E9cMgcQHTlGFIbJlHTN8PO4zBB7unpOSkLKw9FSxJMjAyjtb0HLYy7RzEtlgIzYwhzcoJVZhcku4RjKBRQbZqY+3OK3Kzdw0KUkpJDcgkHMXnDcI3phol/KzRcGqBiWYOD+uVKfeg+to8YV+KcexMukoeHMq88WLSiumCa2AfHjEH4F3GQwIzk1s5nHy5dY7Nrh3ul2vaiULD1WlxcBJfLRV9fH1paWlBSUoK8vDwkJyejpqYGJhf+iMagP0Ja/A+Mpj0DA/3LeO9aNvZrl2O/jtxk/UNmeyVMvh6eLYOCjJpBXAhsfyBfDe2EeVI/PElhIEleCOgghQ0GFLYM+meH4G9phkNa3vAIDIOOvivsouswK55BXXEx8jomd82gThQKqB5YTKMjLrkRm3umkVA0Qkr6HWx14Q3nBpwxr2ZLDmt8887bnyusK91WSH/IpArnvFqUPjTu5sshHdCI6IJBXC+sU/sRROAlrYGLpiHhtqy2lPSUwzGkCANz8oDHWBQKtkYLCwvo7+9HbW0tCgsLkZ6ejri4OERGRq5xTEwMbI1VYHLuZ+iK+jUWiv6A+qgXcOqGDd5VL8Z7WuV4T1Pm91eWCmEhmUPsPZZOoEAloP02n1cStt6KaZj1S8EduBnbA8uUfvgWcljoZ15BbKrkUHAtvI1sLGCyJhOnL5kis0+I2twUhBYOYKyrFuGBqXAP8IeRvR9iCirgbOkB/ah6ss88OspyYU22b9oEIqJkAPNjLXDxyIRvKAlzSUXThAizU6Qg5U+2STr7mEYIp0cQF56NwMgAeMU1Yoo9ma0VhQKqexIDAHNiUoIgN1vXoBBJpNRtSUriJ02rccyoipTiK9hqwk8fkg+bVUPFr03pg2K918cx22seLAQUVIM6cCWkkwUFq9QBJNdPYoA7D/6slH2IPYxW10M1CTh7Vg9n1a1wUdsaJoGVGJuTYr4lC+p2yejcuin4d4woFGyOpFIp5ubmMDw8jMrKSqSkpLAZflRU1G0gsN5hocGwNTkPvdM/Q3fUk5AU/QIFAc/gMzUP7L1RhrfVy9gl65V1+TIoY1AGBdWDOOvfvuk+R+7ni+Re1ojshkv2MHJaeGxDyTnJF7yH10ABkaANptd1YZvTgzR/J+iFNqG3KgFHL7sgtaETYSZ6ULFIQGNdMS5dtUXexBJE/El0dvSgICkAV00i0FJViFOXjBBd24sgR1uYJfWiNtoTmh5Z6OyphPpVC4RmVsBK3wjHPYohnF3AwyiyUCiguqMkC0voJBCQWzUBN0Ljl+zq8bFO+SP3Yes6nGMeAl/Q7INkgzAGEowS+hBVOY6SLgH6JuexsLh1t+VARSTOaPujengec/x22GiYwzq5BdPTY6iobMW4YBotNT1oba9Dem4ZKrr6UVdUhfTSZgzw5rG0yEcVCWfi0su6IZLMY6C9ExU1NcgqrERND4+UcYDJ7gZZmuIWDE+LMT3UhaLyRhSUNoHDvCfdxqJQ8MXE1AiMj4+zNQJMbUB4ePgDOTQkCDbGKrh56kfojPgupnP+E/7WL+FllVS8ca3sNr8uXwaky6AglUDBab/2tSb33B3DVtaZpbK0K3EK22fItlZUD3wKOSjtmmbbFz2Q1kPBZBP01LThUjSkAAXxuGYYgsZJoNDXFDf86jAz3Q4LAg+BdQLkhQVC08wN+kbGOMOkqyjE2StOKB4ZR7SrDSmQ9CDUkoBGSgfmwIOvoRFswrIJFNgioPFh1BHIRKGA6jYxRM0hpeSc6gm4EhC47NCAT25Wrr4XfOTWqcAx5yacYW769SYPgQ23mfV12+yDY138mjC5zwd2wCC+j22XkN/Gh3Beybz0X1CKUICFWRRHueKcXTp6W/Nw+Rp5eLR1wU7LBlr+CfBzd4GKph3cQzNha+kIx4x2CCU8VGSXIDU5Dlev2SCjdQxxbg644hSD0CBv3LBORHdvD+yNrWAXnQEzUweYJbSgLdET76k6wD2mHCMUCnalmHYCk5OTKC8vR2JiIsLCwlYdGhq6ZlvRG8Ux4SHBgbA2PAULlS9hMP7rEGR/BxeuqeKlCzn499Uy/PsKsXz5CrNO7Jd6CwpOkvvqYfp8UCdsCJTktPIxNn2fYy6sgYI5tGVG44iqC2rHefcEBb5Fg3A3doAf+dx9hcEbQkGSkyH0girA5XfCVMMEYdm1t6BgYQbVeZlIrCX/YAtFoYCKFXODzEuWMM4TI7lkFGcs63DQsIrNhPdpbS9/SKDgpGcbTvm1P3QzJZGLwZ0wSRpAUj0Xw+T7Yvptb8bbhTVQsDiH8gQv8jsko7s5RwEK9OBaIcRwbQ5UNTxQQx5KZXHe0PYqwgh3BN7GZrioYYyPDl2CD/kdGSgwSmjGUFMq1HR9ER8Tg5O6YRiSzqE2KRhHrdLRHO+Js9ZJ6J7efNDZbD06KFiGdEEM0fwC26B2eXkJ4rl5iBeXsCSVQCicxYzczGs29npYkkKkEM5MW/ywtbS0hKmpKZSVlbFtBFYy9M1yUJA/LPU+hcOV/8Bw4v9Fc/SPceKaDl5QLcSLl8rwgtwr694pBAoWlhBf3I7jvu04QcwsV7yyrRiuLI1iuvXxil4ff4LcwwwcGMT3s2Mv8GbvcbTGuRGEOdrh0EVTXNK2xCnTMBS3jEMq4SM7zAtm0a3or0uFnlUUWrhAaYgt9EMbIZzpgsNNU0S2zqAoJhiX1MyhSoBdy4OkqymFmrYXykcnkejjwvakGu+sh42xIc6rG+OybzmEnG44WbgivIWHJREHUW7e8CoZkZ/U1ohCwX1rAb1NTSirbiRuB0e0dTe6lM8h/6MNXaPTYMpv3IEO2f9tH8WCVAre6ACqyHbT8AybfmGGi6b+yfvKoNiZ0vgSFDdyoePVigN6lWwDoQ+YBkJKvD5cWbo77Xuvx1XmlTQfknNUVhJ4FFYJ7IB12iAah0QQkAfMF5EiFCyQB0CotSV0Qqsw2l24Bgr86hfAqc/DZZLJN0/xUZHoAy33AlTG+eCMUQYGeW0w0yClExYKnGCa3IKhZgUo0AxEz7wIFfEBOOeUhxYCH5ccM9iGjAvCcbS0D0KwTefOf2RQsDiPqmRfnDFLwAB/AfMTfXA2dEBA/TD6q2Nw6IgWLtx0hoaxDdRtM9AxNQcJpxjHPr+GU9pO0NExxEnnIgiY9zdbLCaTY2Y/7OJMo6K6js28Q0JCtsxBgf4w1f4YFuf/L/rj/hdSPX6Jt1Wc8NzFEuJSPKdKLF96JcugIK6oFUdJJr2p9lESpuh18cf9OqBH4CC3jc8O5by9tQxufxNSc+vAJWWGrRSFgvuSGN2ladAx8IZfXAYczaxgFFiAwblZdJSXIK1uTJ5uMyRAibcPDp03gnlsA6bH22Fl5gDbgHBc0XdHTvMYsmMDYeviC03rHIzPCVAcGwPL9OZ7bozCNBpMLRuDIcnc9mlX4F2NcrxHrLhc7/XhytLdad97Pa4yr6Q5YF67pjSwHawa2gW3vBGU90xDTB56DyIGCo6cNoKxezRc/HygY5uKxuFpzA3dGxS012dCVcUOtu7+OHfpGnxLb4eCksZeeFmYQ889DBqmbggv56A9yXsVCqbaMqBpGI5mnvyktpm2KxSc0fRFxSABAeEAvAzNYRRVi8n+Ypw5b4nEViFEtXE4rOaFaoH8eJuspeVljE5LUNU3w4486JvbBauwfHgHRSA4OPiuDgoK2nB7o3VF+3o5w0DtDTipPYGemP8JB5OX8K9TSXjmfDGeuUAsX3om9bNQEEug4DDJpLeDTwV0wDWPg8GpbUrCD1kUCu5H480w0tSCc7Gs5D7bV4BLF43hEJMJ3YvX8P45MziHFyEiLAXu/m4w8yxBU0c17K1sSUbuCt/sHsxjAvGOnriiawvr6EqMz8oOvV7Tnfm4ZpeMYFtrFgr6y8JxTDMWXZJRRFiQByM5dnJsBIrqqmCqHoasFnLDeWWj8x674lQROr7s2IhP9avxjnr5jvKntg04RjLiL2Km1HCn7Y28UTomnKmaZODAMXsYTcP331VAPDOJttYuNDJu7yMlftlDakksQE/vCKZn5zDc148x0TIkIhLWP4ZZqRQzU8xc+AJIpLPoZffvQ0d3D8ZIJsHljJCH3SzEszz0kvSkAImZ8UHZ/+gl2+JFzE2NomeEB/GSEDl+Lggt52Jum75JeNRQ8MlRbZzTtMYlDVMcOGJ2GxRAOo8K5nWMVTJ62/Jx9NOrBAascOGSGfzKhyDcxAIpAwLj5DfOaePBKWcIngUjSKwdQ3hGOTyDo+EbGIrAwCDiwIdiXy9X3Lz8DNzVn0Bb1P/B5RtH8M/T2XhapRD/ktsjUQ4Fha045N2+bXyE3L/acX3sMM6P+7glFAruQ4LmXKicM0HWxMpF0weLC0awy21Cqpsj1IObsMwbhLeVKT6yL4CEx0GQgyMccrow3JKFixpuSIyPxZmbIagamCQPdOUX35J4FNEurvDKHUCSkwwKSqJtcdaxDHyIUOzviDNeBDgKEqCpbQ39wETYWnggtqQdLR2DG1ZRMoOGdA2JYBbUife1KvA2031IidluRUq8UfidrLjPphxXvQwHXVvYm1jRTKasbHm/ZvZbv6+ysJXw9WErPunfAbvMYXSMzj28Udc2QcwIdtv5bB99TUE8+nkSzI33wklJTcEqFFjKoICpKUioaoO/mTF0IjtIoeDBxFxCDMAN88Xsq6qURi6cc4fhlj+Cwk4+eLMLmOLxkJGRoTTDflj28nCE9oVnYXPpfyPT7Vv45JwanjqVjX+ezScugHt8D8QLiywUfE4yY8YHFaxsWzFM2bZiuLLtlbCN0ivGnwrshEseAfDtSsUPQRQK7kPzncW4eEEP8f3yx+Z8G4wvmyCyeQRpDBSENAN8BgocYF84iGlOL6yMbBDfNAbBZBuM9OyRUliNsPBQXLtuDe+CDvBuu/iWMdFWCk11S1gHJsDghi7OWacgxscUp8xyMUawINPVDlfDWmXJBSOI8PCDfUImnG09oa1pguDW26sfmFcFETkjuGjXgD3Xy3as39WpxEH37VP1eDerR/ciq4XHjpxI9cW17V8fiMj9b2QOw8i1rw/GCkNwWM0bNdwZNFWUo4YBiHsQ0zagblCITHINxddNIrJqnCwn2NcETCO5FU1PTyMzMxP+/v4PZD8/P6XhD2J3Fytonn8W9lf/F9yNf4OXTzjhqdM5eOpMHoGCbhYKUiu68Il7Mz7zar+rP5V7o7g7bSuGbxS33scDOhFQOs5+94+jKBTcj+Z64KypB700WevP4dJInLvqgzrRlFIomJschKuxOVzye8DpyIXGTW9kFTagmjOJ8qRQqNtGo7O3GT4+8WiaYA9JtIxZ/jgaaupRVFoJ+5sGUHPLQWNuMA6rh6J5ahB+Jqawy+OStELUxsbCJaERdTWZ8PAvQW6oLSzy1nZZGRyfg3lwJ97VqMCb18p2tN8zqMFBjzalVYDb1WcCu+BZwAH3MX3IbKa2bUPDo1pQNXCFtoU9dD2L0M+dZRsarkABhI24pmIM39w6+Jg7IqCOLz/w7WKuE2bKYt8iDvxLRpHayEVF7wy6J+bY8f6Z1waKYuYlYIDA19d3S+3j46M0XNEradycraF+9i+wuPi/oav+HJ4+EY6/ETBwjeuChEBBXsMg9jvX4xPP9m3pM0FdiKvlstNHP4hEHUW4aRmC+MoBMPg3OVQLd8tI5HRPYpFcS62lGTC39IBP0bAs/UAD3DNI/rENRKHgvrSE+eEqaFy3xCVta1y47oei0WkskvDeonhc07WBU2g+/L0D4F/FwfLSEgZrC2BsbIGLeg7wyBuAZKoDrlYuuKjhBI+0Joz25EHXMBotsg4Ea7QkFSM3yAceme0QSiWIczHFeU1LaPoXYXJWAk5bOdxDczEsWCAs0gYXSzOoXAtAg1h2ITPjgFe08nHOphFvXS/HG2plt/l1JWGK3iheWfj6MMXt+02/kfeZ1+NzQvMr1X3rq/8UqwQVrRi/Pp2y/TYKUxauzOvTHfbtwJWIHjSPzO6o1wnbTY8MCgisSyXzmJkVs2PcLy8tYk40h3npEhbJfTotmAGf8bQQIom89m9pATMzsxCzrwkXIZqZRmd1PoKTasCdW0Yfdx52WUMwSOxbY+fcIba7HNOmhDkWcx+v44BVMSMTlpaWshmxt7f3hmYya8brtxXDVsLXryumW7++URhjFydL3Dj3FDRPfAmfHN2HPx9LhUtc5xooOEAyYEV/7HHn5fr1le31YfcSdzefDOhCThuffXVzP1oU98LjpgfUda1gldiEaV4znExDoKNvz45TMCfkIik2EtklhTDSiUHLRA/8ncIQ0z4uP8KjFYWCRypCjDkpKB3e/EyCGXMgpXwcb2tW4FWSmTJ+TYlX4tabjbuqPI2y/denX9m+67p8m1lf3VZYV1y+RsBmHwEcZVV+O8Wq4T3I7xBg5gsMfjTWVY+MvDJk1PbLSjKLc+htaUIWCSuq7QV/lhn5sA7ZpfXo5clqJ3iDHWgcJiXWHa5HBwXbT8wYBK2trWyVvZeX1xeyp6fnqpXFr3h9GsX9lIU72hlD7fQ/cPnwN/G397XhFNWyCgX7nOrxEcmwt7PPBHezM63eu8RoTwuFelAV4h1sWChgynti7q3Bi5hGv+kxIfAMCIWWaQxC4yMRkt6xqY1Qv4goFOxCMa17k0rHsV+vhh1JbMXsCGPrrBivaDbusvI0yvZfn35l+67r8m1mfcWKcYrLNzQr8ZFji9Lqvp3iFTCIq+Ni7kGqJkeb4J9YgNjQEJxSd0Hh0Aw4bUXQMfBCUHwe8qu6MdJdBUvPWAQFBMAjoR3C8XY42gQjfYhCwW7S7OwskpKS4OHh8YXt7u6+amXxK16fRnE/peFurrCx0MaVU3/Hvvd+D+eAJBYKchsG8L5jHT50b9v29iwclX/jd5eY2wlnGx8kN3I2hALp0gJGe9uQmV2M6OhwGDhGwDcwHLbuiWjbBrcohYJdpqWlZaSUjeNdrSq8TDLb3eQ3datxwK1NaWa7UuW3sq5sqcyK+60PXx+m6I32u5NX9mEaPKmEdiODGaXsfiuJxDMYmZxBT2U21C7bI3dkAvkhbrjulYd+rgiz8wvgtxfBPLIcjfnxsPVOQbhXKMIrR7HJ88Y9ElEouKXOzk62NO7m5vbQ7erqytrFxQXOzs5wcnJi7eDgABsbG1hYWODmzZu4du0aVFUv4pMPX8a+174CNy9PFgqyK9vwun4K9rm2YJ9b67b22eAudI/fS8PQRQzV5UH9ih5Oq5vj0PGr2K8ehKpR4VooYNMuY6G3EvomoYgqSIebTxYi3SzhVL5FA1nchygU7CJJF5eRUTlBMtByvHSpbNf5Lf1afEwy1VV7KKyv90rcnZYrZrZXrBi+Pk5ZvKLXp7lL+tNB3SjvmbnPftEzSPXygIauHQwDMtA8MIlIWwN8dtUS6iZWOK8ViTpOH+IDQ6Bv5wMrj2BY+SQhv6IRjV2j2MIBOB+KKBTcElNLwGTKW2FHR8c1GbyZmRkMDQ3ZjF5LSwtqamq4dOkSTp48iYMHD+LDDz/E22+/jeeffx4vvfA83nzlBex7/UUcePMlfL7nZZx+73lofvRTRPm5QSKRoLyuBb95+wJeuh6KvVYlSjPj7eJPPNsQU3N/8w0sikW3agrEPFTm5eLmDRMYh+eiZXwWs/xuhLiEI6ebjz4CEg7O0fC0toV/k5LGZQ9ZFAp2kRp6pvGJYS1eUC3bdX6RgM5eswbsJ5npbjHzzvJGTD86xu+/97pkvBVWujrQj20lUGAB0/gGTM32wuCKKYIqZCNrjtcXwtovGsHufjBwj4KZYyCqx3Z2D4jtAAXMvAed5VnwDomHd3Yb2xBQMjWMzNRUeIenIqedD8xPIC85AwEJBWgdl9XRDDRXoKRn80qCTOPClRL6/dre3h62trYwNTVlM3odHR1cuXKFzejPnj2LY8eO4fDhw/jkk0+wb98+vPvuu3j99dfx73//Gy++8Bze/vcLOLjnJai8/zIu73sFep++Cpsjr8Hr1BvwP/MGoi+8iSy1PShW34sqzbfRYfAuhk3ewYj3Dcy1FrNQ8LPnD+AXL3+OP3+qi7fM8/G+SzPrDxSWiuuKYcqsuL/i9vr9FMPvZib9h64tcMoZua+eCMuLC+isqkB51wTEsyNIjs1AmNyF3QLwR3rY9j+zkmXM88ZRmE3i4qqx2gntEYpCwS4RT7gAk+AuvHS5DM+rlt6nmX1kZscpXxcm8/p9Vqxsn7Vxt8LXbq+sK+6/UfoXr5TjHZsmpe/8drKZ2gTXgtF7bnjIb8hCRu8i5gbrYaiuDouMfhRGuEHbuxgcfjsML1shvpnJeIYRZOKPjO4eRNv6IbyqH8Fersjr2WAIzR2i7QAF0p4SeKQ3IjsmGEcuWKFogIvqknyklrUhwEIXFx0y0VpfAOOAHKRGhcM7qQ3CgUromkaiir95Q+ky7+yZEr0yM5m+paUljI2NoaGhwWb4Z86cwdGjR/Hxxx/jvffeYzP6PXv24I033mAz/JdffhkvvfQSW9rfw5T0X3uBZPgvQf+Tl+Fy/FUEnHkNGVffQPGNN0lG/xYatN9C+8096NTfgwHDvRgzeRs8M2Lzd2RLM2ZJzGyv2PI9CJwPo9hFG79/+SMCBh/j5y9+it++exkvXgvFu04NSjPnR23j5AHwv+DcJjtFFAp2gZjaZ6ZhITvpyC71i1fLCbW3Ks1Yd7oP+nYgo4V/byMJLgsQ62DHdom9GVaFaQIT/P4WuNla45KePVzyh8lx5lAbH4LASi57zIHSJGjqO8AhogbM6BY7Wdvj9YGsi6C4twLXrugitFW8OhLkQIY3jt4MRklpPowD85AREwbHoEQ4WQWjeHTzWnUwXRGZ0v3Vq1dx7ty51VI9U4XPZPDPP/ccXiYl+ldffA57X3kO7736PD5+/Xl8+ubzOLLneVx47wVc2/ciLD9/CX4nX0bY2VdQfuM1tOu+Dq7Jm5hasalsyTN9g5gszeRmtlfX5V5ZV1yy6+vSkuW48ZvIvrYXn76/D79+8WP87LmP8YtXDuOvR8zwpnkBgYN6vOfcRNwoX96r75Seibvf4zFuhFZsDzj3OIT8TheFgl2gWfEi+9rg2Ysld7Vs5rK1fvaCcitLu2Jlx17xmnT3cCxFK6Zd2Zfxy+oVSt/37RZfi+ql4xfcg7ZNmwKJCKVxflA1jkffyrgE/CG4mBrAJqGbwNo4shNS4RkcCxv3IDgHJiAyMRc5NX2Y3oQCJ9Pz4OMP3sFbLz9LMvvncHzvczjzznNQ2/c89A+8ALtDL8D92IsIOPkiki68hNzLL6NG/RW0af8bowavgm+y4tfkVgxTjFNcbrTOLNenVUy3sRu0XofOwXfx3Osf4kkCBkzNwW/fu4IXboRjr1013nFqwLskU15ZslYMW7FiGmVhiuEK8XdNI7dhUt+aESR3sygU7AJVdfBlM5Hdq5kZy7aL7+H8XrpUBEMDP5x3zscHri270h97tqG6/9E3Mtru2hZQsLyM4boMaJn4ILVlStaDRDyJ7EB3XHbPAWdlLqzlJXTlJcE8JAmBdp6wiciCrUco6sc2p8TpoXUa+ZdfQMW1F9Co/iJaNF5Er86LGNV/CQIjZX55g7CVcMX49WmVxa0PU2bFuJW0a8OGb76CEJU38cxrDBgwrxQO4JevHsOfPjfAWzbleNux/pHbIqUbc/O0pmCzRaFgi6Tv33FbRrrT/eLFfHyongxd6yCkelpg2PJT9FoeQoytGS44ZeMT5xr2XR+Toa4sV9YVt5V5Jc1d0zJxD9HM9K1Ud9Z2gALxdAPUVYxhG1+PgZFxjAv4qE4LwWF1P5Q1D2J4gg+heAHCyTq4WMShcWoUsZYe7BDHHj7BqOVszoT4cQ43wTd4HoI1fm7d9kbeKN368Hs93oofZP/nwNV/Hi3qL+Hg++/ity/ux0+fJSaA8NsP1PD89TDssa1Umlk/DO+xrYBNdAX7iuhxEIWCHS7ezAI+1q/Gv1SK7s/nN/C9pFWWhrGyNIphyuJW1uXbL1zIw3G9ENg7WaAo4SZywhzRb3dsTWOlAYsDiLYxhoZjAg7I4WA3WCu2F3OSBxtr/XHRdoCCqeZCWDoHrto7qxVFKdG3wgLSUD0wgcbMZGR0yKoNRmqyYeMahqj8LnYwm81QcqArRrSfhkD/X/fgO6VbH8dsK4ZttH6nsHv12mP3aD4D1+Ov4d9vvIefPSeDgydf+AR/PWaFVw0zsdeh7qH7HYs8hKWXy7/13S8KBTtcFa087FUvx9PnCne8P1KPQbjPVVTGH0d5kh7iwoPQ4HoNXPN3wTPdS7xndck1exud5p8j1soAGg5x+Nipmm0QtNIwSLGR0K3128OY94iy7fXpZO8YFcPWppW/g9wgTJkVj7VyPEWfDGhHK2dn9w7Yam2bNgXbQCVpMWi8+ndM6634KQWvbK9frg9b8Z3CV7x++06+074r68qO93dM6T6FrIvPQ+XDN2U1BnIw+M17V/H8jQi8ZVOJPfa12GMn98o6s1zx+m3FMMU4Zn3FK2Hr/MI5B0Sl5Mq/9d0vCgU7XKkV43hdrVRpJrsT/MKFHHxwPRaBXpfRnfo62tKOITXGFVGRYcj1tcIk07XJ5I0NzTV5C92mB5BoqQV1u1h85FSJ953q1zZCIl7ZVlxuFKYYpxivLI0yK0u7EnanYxzxbUFV/7T8l6VSJgoFt9RaVYzsc38DT+fPmNZl/Bf5cmVd0SvhinHrwtjjrIQrbq/zRuHMfmuOoZhO2bpCmjXH/DP4On/BgMbfcG7fG/j18x+yYPAT4l+8ehx/OWyO18yK8JZtzZb75Zup+OeHqiir2R4zGD4MUSjY4UouHcOrV0vwz7MFO8qvqqbhuI4vUoIOgZ/3V0zlPY+K5GsIDw9nHR/sjWHLD8E3VmitzKwb/5usE7NL+bY8DcfkbRSYn4eFjTeOOuTjPcc6pZnvdvVnXi3I79h4Sl0qCgWK6m6uQ/jxf2D4+u8xrf0HkrESa5N1ZqloZXErYevDlW2vhisJU/TKfhulWx9+t+MRT2n9EXFn/oX39uzFk89+iJ88Q/yvD/H7j3TwonYiXjcvUZqZb4ZfMcjCr/dewNMfnEVrV7/8W9/9olCww5VVPYHXr5XgH2fzd4yvGNkjyvc4hjP+jvnCX6Mr4yOkx1gTGAhFWFgYokMC0OR4DvzVFsqKlrdcNlQSJl8fMd6DQrNz8LSyxuf2hUobD21HH/RuQWn3ox/7fDuLQsEtTXIGEXXpLbSr/gZc9d9gRuu3Cl6/reg7xd2PN+s4dzZX43eoUv0rru9/Bf/1/AcsFPyY+OevHMPfTjrgNQIGb9pUb6pfNcnHHz7Rx0+fP4AXD1wET/D49AyiULDDVdjAxRsMFJwhGe429yFNP0T6HgYn4/cQF/4EcwW/RFXyecRG+LAwsOJcLxOMm7xJMv4XvpAnjP6NKtPDcLe0wgH7Ery9rgERs60YtrK+Ubr14evjV9bXxyvzyj6KPuzdjKo++vrgTqJQcEvjnGEEX92HxvO/QefFX0Gg8WvMaN6nH2SfrfQdzmfw+u/geugZPPvKOywUMH7yxc/wm3038LJ+Jt6wrtocW1Xi9x/r4CfPfczWTLzy2SVIpTt80pD7EIWCHa7+0Vm8q1WGp87kbUu/cjEZx3Q8kB26B4Kcn2Kh6LsEBn6CnvS3kBjpiNDQEOLQVaf5WGPEZC8EBs9CoE/MLFfWV6y4za4/sy6dfJtZkm0+8aDhGwg018dJ23R8YF+hNKN+1D7m04C2gfubeOVxE4WCW1peXMR4th8aVX+HhnO/QOeFX4B7/VeY1vivXWsBccul3+PUe6/i9y+8T8BgH+tfvnkG/1DxxKumhcoz+nvw65YVeEE7Cb/9UH31uAwUnFA3k3/jj4coFOxwjXLn8J5WidIM+VH6mXMZuGJkjli/DzGT9wNIi75O/A2I8n+MioSziA73XAMDjMODA9FmfQiCm0/fp/+5wfbaJe/mM2gxeA++Zoa4aB2LvfYkMyZeaWW8sq4YtrK9Pmx93EbxK16Jv1Pao04F4Izv9IGIt1YUCtZKUJeB5hv/ZKGg7szP0H7+5xhV+yUE6r/a1e67+t9w+vxp/PXFd29l4M9+jD98aojntRLwOinty1yhsL6x/01g4p+qAfjlG2dXj7cCBbbeEfJv+/EQhYIdrgXpEvZp5uHvp3O3jY9puyA9+DWMZv6IgMCXWEsKv4aBjGeRF6uOkJBg4pDbXOakBj7JvG/vpqTodd2YdJV1a1rndWm4N/+FJoP34WNqgHPWCXjHrgp75I2L2K5J7HLFtbLwNWEK4SvpV+IV0q3GK6ZZ8cpxVtbJ8jODICwsPB5DqT6oKBSslbC9FG16rxIo+CULBTWnf4qms09i5MrPwbv+i13toav/hfgTf8GHb71+KyN/5iP88s1zeErFE/82L8arluV39UsGWfjtR9p48uXD+PHTt4CAeT3BQEFpTZP82348RKFgF+iGUzn+djITfzudo9R/Z5an5Ms7mInfKI2y8JX0T53JwgvnE3FE2xm5Yc+Bn/N1LBT9fwQGGP9vzBZ8HXVJHyE81BvBwUHEwWscQsKSvW0waviSQrckxn9Vsn2nsI2WytL9le0P3XPzVSQbncMZqwR8aFOEvbbVbGb+sP26RQnO6NrLf1GqjUShYK3mh9vRZfkRGlR+JYOCUz9F5cmfoJq46/xPMX7155i6tnvNJa6/8N+4vu95/P6590im/gF+RPzTFz7Dbz7WwfM6yfi3ReltIMCEvWSYjb+dccXPXj2BHxEIYPa7BQQyKPj9G4fBnxbKv+3HQxQKdoEMvCrwp8PxJOMnFznJ/B+es/HqxWioGekj3v8NSAr/J4GA/7FqSdH/wlj2L1AUdw5BQTIYYJaK68wyxtcZPabvYlrnT4/EAp0/o1vv30gxPANdc298bJ0vy6xtNgCEjcIZ3ylO0Qrp3rSqxJ8OmcHG6/GqpnwQUShYq2WpGMOhemgkGWPdmZ8TKHiShYKy48THfoyakz9G34UnCRw8Ca7az3atx678DOFH/4L3X38NP/nX+/hPksEz/ulLh/EPVT8CADkEBMrwb/NSPK+Xhr+peOC/3r2ymo4BAmVQ4BYch8XFx6eRISMKBbtAHrHN+MPn4fjLsVT89WT2Q/Gz55KhctMM2aH/AifjmwQInljjuYL/g+aU15AQborgoEAWAAIDA29zSIAfyu3Pg6dDSu9af7hlpg+z4vaasN+v21ZcZ+IU4tlwsr26rhC2kl5hu1fnBWQYHIOVqQ0+InCgrLvSZvt59Rj8gpRWPEIS5b8o1UaiUHC7BLXpaFb7G+rOEig4/SSqTv4U5QQKSgkUFB/5EUqO/ggNp3+E/gs/wfiVn2Lijn7yPrfXWzF+o/X1vlO69XEbH2fk8s9QcfbXOPH2i/jVM+/JMvx/EjB48SB+d0APT130wx8OmuBXb6vix89+ROJuwYMyKHj+o/NoaO2Sf8uPjygU7AIV1o3g958EEzCIxF+OZyjJxLOUhCn6TvG34v5G1p89l4TTOpbICH4WIxnfwHzBE2s8V/A/MZXzTRTEnkZosIdSEFB0socppnT/Almf5+3haa3fYkz7b6jV2wtjU0e8Z1WMt6wrlLZY/qJmBkj5zQfX8ZNn9iMlt1T+i1JtJAoFt2tBMI5e11Oo3wAKCg7/J/IP/xAFh36AulP/ib4LPwbn0k8wdvmWx6+s3Vbm9Wnutq3oO6W93+Mq21YMaz3/c/gc/AtefuUN/IjJ+Il/xLQPeP5TkvHvk8EAaxkQKIOC3712CD4RyZA8hm18KBTsAtV1TLJQwILBwRgCBpn4y4msTfNfT2bi5fNRuHDTEMkBL2A2/wml5ud8GU1JLyMq2BYBAQF3dYSPC/oNX1HaJ3m7WKD5WzTpvAZbY1McN09QmrE/qJlBV/582Jx9CDENmpo6euW/KNVGolCgXKLuGjSr/RW1K1Bw4hYUFBIoyDv0Q+R8/n1kfvZ9pH/2PQII30frmf9E//kfEUD4EcYu/XitL6/b3ihsxevj1m2PKqx/YTPHVvb/5GHM/+pR+U/4ffQr/OGZNxQgYL2VQwFzL14zdYFobnNms9xpolCwCzTGncUfPg3B7w4Esf7joTj8+XgGceZan1i3rWgmTkn8M2cScVlfDwl+L2I47asQ5j6h1KOZ30de1GmEBrrC39//rg7x9UCN5UHwNX4Dgfp/bWi2b7KSdVnXpNvD75RmfbqN91vxrf0nNX6PSu09sDIyxzHzOLxlWYbXrCrWmOn+tD5svVfSvEqA4CkVD3nJRNbK+XEaNe1BRaFAuZYk8xiJMkHd+V+j6pQcCo4TKDiqCAU/kEHBp99D6oHvIoU45/Pvofzo99F46gcEEH4Ijup/7lgPXvhPVB77PpI//i5sXv0Grv3zK/jzU88rgYEVrwUCphaBuR9PqptjYurxHW6cQsEukHBuAc+ejJJBwceB+C3xHw7G35bB34+fOpmCIxo2SA54Fr3J38R0zhNKzc/+32hJ+gcSQrTh5+sL33X28/NTup7irAuOzt/lGe/O8ajGH1Gl/SacDPXwoUXWba2a2QxfYanMTBzT+OlnrxxdhYI/vHkEkoUF+S9KtZEoFGykZUi4w+hxPoFqAgUVBArKVqDgiDIo+B6beSZ+9F0kfPQdsvwO0j/5DooOfRf1J76PoQs/xMjFneGusz9A9AffguXLX8eVf3wFZ//6ZRz6w5dwmPhX/3hVCQzITUBgPRScuGGOviGO/Dt9PEWhYBdodl6KjzXTbkHBRwH4zX5//P6zaPzpWDr+dDzjNjM1CevD/nIiDc+fjcJZHSOkBz4FXtb/JJn+ExDIvXb9f2E04xvIj/oMvj7e8PHxuWdHu5piQOdp8G/8csead+NXaNV4DiF6KlAxCWLnXFcGAOv9skkB/nzCDj998fPVkgkDBXuPq2NBSscouJsoFNxZi7PT6HY/K4eCn7CNDBkoyD/0nxtCQTwBgtgPv4OYfd9G1AffRuT730L4e99C/IffRs5n30H54e+h/fT30XHm++g59wMMqPwAwxcU/cN128q8Ps297zN4/gfoPfd9tJ76HppOfh8FB7+D6H0EAl75Os4TADjCAMDvv4RDKybbMn8Zv/zH68qBgLECFPzXy59C18Yb41ye/Jt8fEWhYBdoXiLFRav8dVDgR+zLgsEfj6QQOCAZ/x3MwIDqTR1EeP4bI2n/DzyS8W/kicz/D82Jf0Vq6EWlmf7dXGfygdLBSJSbZMBKw7ePWzWeQajeOVw3dsdei3ylMMD4JaM8/PGwhULp5BYUnNawfKzGV39QUSi4u6QiATocT6Di9C9ZKChioOAwgYKDP0AWCwXf3xgKiCMIFIQSKAh+91sIfOebCHj7mwh595sk/JtI3P8tZB74NopIxlx2+LuoOfZdNJ2QQUMngYY+knkPkUx8vYfvst2v8n10n5Vl/Mwxyw9/B0WffwepH38bYe99E95vfQOmL34VOs9+BSf/xGT+/6FgOQysg4JP//gN/OIfbyoHAsZyKHhu/znY+kRQIJCLQsEukFS6BPuwOvz+QLD89YEMCv77Qx9iX/zmQCj+cDgZfzyafpv/cTIRh9UtkOT3NDoSvgVu5hN39FjG/0Fx5NsI8TOHt7cnvLy8yNKbXa5YcXt9XKb1RUzc+G+lA5HsZHOv/QKd6k8hSecz3DBykfWJVvDzuin47QE9/OiZ/atQcGv0tA9x084Hi0tL8l+UaiNRKLg3iSeH0OV1GaUnf0ag4EcsFOQyUPC5AhQcIFBAwIB5fRC3DgrC1kGB395vwGfPN+BFMmePN7/Omln3JeH+xEFvE7/zDYQSeIh6/xuI/eCbiCaO3ScDicQPv4UE4nhSwo8jjiWOIJk9sx9zLJfXvw6HV78Gq5e/BqMXvgI9kvlrPv0VXPr7l3Hqz1/CiT9+CUf/8B84TLwWCDaGgo/++G38/B9vKQcC4p88ux8fqegit7SGjiSqIAoFu0BLy8tILOjFnz8PZaGA8W8+kkPBPh/8ep83WffD79hag1T8+Vgqnj4Vi1NahkjwfRp9yV/CeMb/wETGExt6LP1/ozvpR4gJ1ISPt+uajP7e7IkIZxP0aD+tdPCR3eJJtZ9j8Npvkav5LjQMHfCmUTr+fsEHT75ylK0ZWCmdsLUEcij4+fMfIyGzCMvkd6S6sygU3KuWsSCYwFh+CCrVnkbB0R+vhYJPlEDBh3eBAmIGBDxJJu5O7Eoycmdix9e+Bvt/fw22xNavyDJ2y5e+CnNiM2KmhG/8wlfZzN7gua/gJrEuyfS1n/kKNP71ZVz/55eh9o8v48pTX2Yh4OLfv4Tzf/0Szv3lSzhL/KBQ8OHff4JfPfPObTDws+f24+/vnIRXeCJmhLNYojC+RhQKdonaenl4Ty0Jvzsgg4LffuTP1hIwUPDfBAp+/YEnsTf7iuHAZWMEuLyKsbT/gfH0J+7qgZSvoiTydQT6WMLT0/OBHOhqi8abr2PyKsk45WYz0S+wvd63xz+5ZpuJv1uajcKU73srbn3YyKUnUXD8Fzj8wdsEAFYeSDIgWIUCtpZgH146cAGtXX3yX5LqTqJQcP+aHW5Hs/1xFJ75bxYKMj77PtLuAQpCCBQEKakpuBcosFgPBM9/FQbPEyAgMLACBJr/+grUn75PKLgNCDaGAt3P/43rBtb45/un2fuPGbPg7eM3YOToj+ExOhvpRqJQsEvEmxbjukORQrsCORSwtQUyKPiv9z3wu32OMNJ9CbVBJLNPfAKjqXd2S/zPEB9wDt4ednB3d38ge7i5Isv8NDhqv1I6EtluMzNynP+738Xlf3wNz/7tz6sllI2g4LyuLbg8gfyXpLqTKBQ8gEhJWDw1gtGCcNRZHVqFAqZL4h2hgPgWFHyTfVXAvNtXCgWv3hkKDBWhgADBHaHgb7eg4MwXgAJ3zRMYH+UgPb8cqvr2cAmMRUfvIO3lcxdRKNglYqqek4t68fypqA2h4Nfve7JQoKf5EnJcn0Ch1xNoDH8C/QQOhlOewAiBgBUPJP8/lEQ8jyBvfbi5uX0hBzsYYUjt1xhnRh/bwBOXf6o0/E5+kH028v0cS1nasUs/Qe/5H5PS1/eh/dw3cOLPX8WRP34Ff//707egQA4EilDw17ePIymnhL46uEdRKHhwLS8tQswfx0C6Nwou/xNph35yCwr23w0KZO0HZFDwjS8GBXerKdgkKPA1uIB50QwWF5cgmBHShrz3KAoFu0hM18TzlnmrUPCb9VDA1ha4Q+3aXmS7/A9kOT+BdMcnkOXyBGqCnkBHzBPoTfxfaI77CZICDsHV1fUL28fJCvVaL94acWyXue/Cj1B57AeI3f9dqD7FgMCXWRhY8R+eevE2KFjpecAMWHT8hhkmp2gtwb1qx0DBHB8trb3gSuTb20zSORHGKtNQrLMX6Sd/h/iPv3fvNQXEDxMKThIoOH4fUHCY3IMXXv45ssI9IV3Ypj/ANhaFgl2mkgYO/nk0bLVb4i0o8Fp9hXDm4gGkOv2fVShIdXgCKfZPIJNsZ3j8AF6OqnB0dISLi8sXsoeTHXINP8HQ5Z+Bo/qjVY8qrN/J95puvZXt90XClIUzw8Nmf/Y9OLz+TRkM/OHLOEysCAQH//Q1/O6plzaEgl+9+AlqmzvlvxzVvehhQsHivBC1hZnwja/C2NwCsCBEY2kR8tvWjXa3MIfWijISPg7JSpu1/nJcvGyLPK58e5tqfmoUI2WJaA03R/aV5xFNoIAdp4B4DRQQ3wYFb8h6DTgRKGB6DtwNCvQJFDC9CpjXB1qbBgW3YOD4X78F3QPPId7DHJVZ8RBNP76jEn4RUSjYZVqQLuGmR9kdoeD4+YNIdvx/MihwugUFyXZPwN/sF9DVUoW2tjYMDQ3h4OAAZ2fnB3KYlSY6r/2BZKLKhyXdaR4hrj3xffKA/BZuPv91nP/bV9hqSgYGVqwIBQf+9B3891P/VgoFTM8DS/dg+a9Gda96mFAwM9YGR40beOeYFeK7p0npfxThjtYwSRqQp5BrdgoJ7s4wSWyGaKWGen4aXV1D4O+Q19dL0gUI+pvRleqNctvTSLv8wj1DwUY1BUzvg43aFGwmFKg8/1MEW6ijsSgTnL5OLNPeBF9IFAp2oUYmhThjmoU/HAiQQ4HPGih49/hlRNl8k31tsB4KIiy/AR31U1BTU8OVK1fYpaamJoyMjGBhYQFbW1sWFJiahDvZ29YYder/wshFkpnuUDNjqbee/gFKD3+P7Z6l++zXZKOnyd9ZyoBgYyj44M//if966rXboODJ5/bjwHk9cMZpC+j71cOEgp7iaBi5xsKXXO/qIU2QrkJBP3g9dbA2M8NZDRck1PQTKHDA0evmOK9uBC2vUkxMtsNCQx9hTXxkh/lDVc0cGtYBqOAIUBwZjhvaVjipZg33zA7MPqI8jGnGMitZhGBOivEZCYZ4YrRxRCjv5iO5bhR+WW1wishDrM7niD//LMIP/xaB+58kUPDNe6op2BQoIEDAQMGpv34NKs/8AFff+A10PvoXHC5/ipxIb/S31WNRKqUgsImiULALxTSsqWgZw0fqSfjN/tuhYM/Ra4iw/rZSKIiy+gqBgpOrUHD58mVcunQJqqqqrNXV1aGnpwcTExNYWlqykKAMCnJ1P5APU/pgZsY0VxauzPeadmWsdGVxK+499wN2/Pf4/d9m+2gbkIfZiT99mS2RrPoeoeDtPz+5dkQ1pobgX/vw4TkdtHevK21S3ZMeHhTMI9HFGlYp3Rguj8Up3TB08eRQkNiLkgBbXPXMA2eei+rSdgIFNtAMr8VgczquanujuqMNZtf1EFQyCC8HRxj7ZqJHyFQjSMFpa0BiUgbsLc2g5pqLUZHsP26lJNJlTIkW0D0xh7pBIQo6BEhrmkJC/SRiaycQVT2OsIpxRFSOs+GVfTPoGp8Db1aKxaVlzHI5GK7JQVtaAAodLiPL9DiStPYh/Mwz8Pn4V3B+8zuwuwMUrOmSeAcouPzUV3D9xR9A/dUnYfrps7A+8Qb89c8hzsUIeVE+6KovZxsPUm2dKBTsUkkJGJQ2cPDvsxG3QcHznxkg2PKHyCZQkEGgIE0BCmKt/x90NU4ohYILFy6wPn/+PC5evMjGXbt2bfVVAwMJ9vb2iDE+ix7VX6wZxnS7uufs91F77LvsKGtMoynjF79GHkxfxvE/fQkHf/8frNcAwX1AwVt/+Tl+9o89a6DgmQ/PIrtk62+23aqHBgUzbVA/cx2H1B1hoG+KfacMEFHTzUKBcUIPMlytYUQggH1rrfD6YLh1LRSENc5joKsObkbmuGwXjqzyBrgYu8I9vQD+Lja4vgVQIBIvondyjs3Ykxq48CkagUvuMPyKRxFdPYHUJi6BAj6Jn0b76CwGpuYxKVxgaw3uRVLxHOanpzAzNoiJrnoM1RWgpyQFTSn+qIlxQ4GHHjLt1RBvcBSRmgcQdGkvglT3IkB1D/wu7oHPBbK8/B5CtQ8jWPsQYi0vI9FBC+leZqjJiEJLSQbaK/Iw3NGE8YFuiOdm5f+Z6mGIQsEuFjPSYUXzKF4/HylvVyCDgj/vt4GP+ZNKoSDR9n9AX+PIXaHg3LlzOHv2LOszZ86srquonIPv4b8i48C3UHboO2g68V10nvkeuol7SQbMjI3OjHM+SDx0fuvMHH+AHU/9e+gi/7v91PfQSM6FGVc959Nvs12smFbQTDUlM0AKAwHM+8oVEFD0g0LBa3/9NX76j7dZIPgxAYIXP7mIrOIqAmy0a9SD6uFAwRI4hWE4qRGFBv40pvjDCDE1gpZnKjztZTUFDfF+0HRLQ+NQM2Lj6zaEgoDScVSUV6COZHB2+tYIyiiBkYYzohs6kOhlDVX3XAz1VOKmgS8qx+T/fgMxJXbxwhKE84vgkxL8xIys5F/WI0BKI5dk+hxYpQ/AOmMAgaWjSCVhNQMz7GsB5hWBkMDCPNl/YXGZfTZstpgq/KVFKRYlYhYcJHMiSGZnIBZOs54XCm5ZNE3ihBATL5C0Usk8FpmeArRr7iMXhYJdLuZBUlw/jM+1k/D7j3zwawIFzFgF3mY/3wAKnoCJ9kdsDcDVq1fvCQpOnz7N+tSpUzh94his3v8NvN76umyQkze+Du8930Dw299AzAeycdAzPv4W8j/7NkoJNJQd/g6qj3wHtUdlbjz+XbSclJtk4s1yd5BMfcXMNpOu9hjZR+4qcoySg99BLsnw08nxmbHWmbHX3d74Glutqf/sV2XvJ0nmf/yP/4FjxEzDpSPyxkssAPxuLQzIgOBuUHALCNZDwYt//T1+9M/38NNnP8SHZ7XR3ElHLfyiejhQMI+2vFT4prVjpRA/XJ0F3+hsxCemIrGOi9kpDhJD/WHuGIO6UQFqcrOQWDsM3kgjQqLy0TfKQVJYDMoGRKgryISdoz/cQqswDiFqM9Jg6xgIe49oRJU0oDk/FhZepRial/2vxiERiroEtzm7lYdkUvKPrBpHcNkYPAtGyHIUGc1TqOqbYUv891rap6LaSBQK7ke8fkRGZqJt5hbN8tvLEZrZiMm7dIdl02XcPd1WiHmVUN8xjivW2Wxtwa/ec4eDwR9ZKGC6ITLdElkoIGagwEL3vXuCghUwYGoKVqDg5MmTsNz3+zVQ4EbM9ml+7WtsoyTHV2UNkxxe/SpZ/yqJ+xrc5Gb28X7ra2R/4jeZ7a/Bg2TsPuR43sRMGJOe2c/mla/C+uWvworY7MWvsu8rbzz9JVz6+5fYxkoX1jVYOs1CwX+sgYKVsdS3Agqe+9uf2FqCSwb2aO+hbQg2Qw+zoeHDkQRDTbXoUug9V9M/g5w23m1magSahkUYJJk/V7gAKQF+KqrN1u6CApJpB7g5w6t0E1p1i4Uojg2DW2Yb2PZBjIZroanhiDzONEqTwuCc3I6enHBcdUxD35w8zQbiFITjisPd022VmBqDSd4sHEhp5enDAdDXeokdwGgVChxuQYGV3p5VKGBeIaxAAdOO4F6gwHT/X9luS3eDArt/yzN2YmYCFbZvM8ncTV74CoyJjZ7/CgyJ9ZlJVEiGz/Rx1nnmy9D+15ehRazx9Jeh/k9ZQ6Vr//gyrj71JVwm3g5QcOhPX8fbr74MO58ITAlow6jN0u6DAiqq7aXdBQUTnbAx0INpxgj4I0NobutCbWMzmvv5WFicw0DXCPoHu1BR24yWQQ66mjpQ0dQDjkBWfOd0t7BxFc3DEIn4SPdxwQ33FBTUtKJtaBpSqQi97Z0YnuIjM8gFesH14E+No61rGDOSeQy0kuMx+zf2gzu7AOHYEBpbu1Hf1IdR3uiG6R6mJNJF1LSOItJfRSkUJBEocDJ4bg0UMLUF9wMFJvv/tjOhQIkfBApOPvUdGB15A40VhfJvnWqzRKGAimprtTuhIK0fpSGuOGvsB99AL1zQj0DrcB/cDJyg7RUOZwdHXNCxh4NXAszN7GGf2gbRaAcMdMxg7ReGSzfsEVHRS6DADp9qucHVwxUXTWLQ1NMEK3VdBNbyVqGgryYJavqBqJ+YRk1mHkLCo6F90wE+xcNojvPAh5ft4BBcgOqquA3TPYq2NdyxNrQXqKAo6JdrRjVkoMDN8O+3QQFTW3CvUGD48T/hueebDwUKbtwJCggQqMgbEm4IBfKMX1ktwYNAgfq7f0WStw2GOlvk3zTVZopCARXV1moXQ4EzrvsUYXyogmRo1shtZaDAEJbZ4+A0FkJN3RH5/VzUJvtA0zUbxVFuOGWVg1ExH+nuNrjoXUKgwBHqwRXgjFXiylkrRBWU3gEKRCgK9YWariWOnFKDVkwXgQI3nLZOQpdAivHGW+mK16V7VA1upZIZdHcXIyjKEE6uB1ahwN/0F18ICvQPPLOLoEABBtZBgWLPg6N/+hrMT+5Fa0UBHW99C0WhgIpqa7Wrawo0A0oxObIWCtzKhBhvKcWNm56oGuWjIcMfmo4ZyA5ywCmbPIwvCJDpYYurfuUECpygGVIJzngV1FSsEVtUviEU5GWm4uwlfzTNcBDubAU9Fgo8cIUAB9OqeAUKckm6c5f82HQRztZsuvmZKQxyeJiXyj/HFohpU8B0SWJelbSMiJDePAXH7CE45w4ht20KXV2FqEnahyzP/0SIxY/vCgUqKiobQsHNA8/eIxR8bUdDATP50fkXnoTZ8T1ory7BEtvVkDb+2kptByhYEnGRGOiOC2r6+OBmNMZEEsxM9SHGyR6HL4SAmc1icaIRZgZ2UNV3QWwNF4vzAiQH+yOoZlx2ECqqbSoKBXIoaKurgq6OBRxDonFV3xW5zWMsFBw38oGvvweumsehY6hjQygorauAziV7uEYlQE9LFzrxyqFAMZ2ulh6brrskCjq2yejZ5PZoTA0EM3wpM4JZZssU4usmEV45jpiaCZT3TLN9nRW1tCjGRF86ytM1YWxs/MBQoPPpy/DY863boeD126HAdodCgfp7f4OfoSr5rmIwP/sQhqSjYrUdoGCR04L8nllMNOTgwjlL5IzPoLuuARkRPjh2JQQdJA2/IRPG8Y1oy0uAS3gxKpKiYBFej20+PxIV1S6DArEQHS3NaBudBXegG039XIjnplBf34GJaRF6WlrRMyWFeJqLxpZe8OYXIBjrR1PXGOZI/jjYWouCMuLmESxIJBjr60NdUzNKqurR0MfHwsIMOhqb0c8nceT4zQMCiPgcNLT0QyCeRU99M9m/AeXVjWjhCDE90oP67nHMkQKkWLCSbm41XRmbbhQpXm6IKpel2wyN8MXsiGXeRZzVQUyY0cuYgU6myQe9W08mCfnsnZ2dSExMhKmp6W1QwPhOUKD52esECr79aKCAAMFGUMDMy/5FoIB5TXDjnb8gzs0UPU3VkMw/oq4kj7G2RU3BogBJ3l7Q0LaGvn8xJhdl4+5zq+JxSg4FC5wamJi6QcvMCdYeoTB2ScXgajcmKqrtq90FBTtSS5gTivAgY44wo5LNSZbAE0nZiUyYgU0csofgXTiCvHY+CwfMkKfMCGYP0m5hYWEBIpEINTU1cHd3Z4czZkY6vBMUMFb//E0ZFLz1aGsKmJ4HXwQKDv/xKzjzrx9C7c3fw0f/AqqzEyHkc2mbgUeo7dGmYAkigQCDtXlQV9dDQJ0MDhWhAMtSCKenMdBSC3v/KEQH+EJFwwaGPlnoF9FXTFTbVxQKdpikJINnhjdtIRCQ38FnXwkElI4iomocVf0z7AQmWyEGEIaHh1FQUMACgpmZGTs5kjIouH5wz+1QQPywawoeFArOPvsj6H/2Ejx1z7GvBzi97GOeahtoO0DB3FgP+qbJPTHWBBN1bVjnT7Hha6CAaHmRj3SPAPgXVcDP2BPRdb3w9fFFxSCtYaLavqJQsAPENBIc5omR28ZDWMUY2y6AmeikqJOPjrFZdlzzh6Xl5WW29mBwcBANDQ2Ij4+Hk5MTO47BChRcOfQu3Pd+RwYFbyqBAuLNhgLZLGsPBgVML4JLr/4XTE+8hXgPc1RmxmGkpx0SMX14bzdtBygQDlXB3S0Mlha2OGUSiMYRETqrC2FvbIYPjhrCPCof7RPTaM4Oh11IPaYW5lDk64qr5n4w905Fj/Dh3a9UVPcrCgXbTEw1P1Pdz0x80jc5j7i6SdgzrwSKOCgkENAzMQeuaAFzJH47VEIyNQjT09PgcDioq6tDZGQk3C314XfgV/D94Ifweue7bKND1ze/cWcoeHlroeDsX76MM3/7Gs4+9Q3ib+HCsz+E+fE3EWx+HXnRvmwbEf7EKH01sM21HaBgeVmKyZER9A6MYJA7y04EJBJMoZ9sM2H9HC6EEilmuBOYFMneCzLtmPoGOBidmgVFAqrtLAoFG2ia04vK2hZUdnAwx9zgk8OoJdsNgwI2Xirio31wks3AH0QiySJaOSLUDwnXuKRbgOiaCXaqU6aRYP2gkO1KuNM0J+CCP9iJ9sxQVPgaIMPkKGKv7UWU6qsIPvEP+HzyG7h/+As4vvXdTYOCa898Azee+w60X/spbr7zWxi8/0dYHX0F9mffhrfmMSS6maAsOQwdNcVYlNJH807U9mhTQEW1e0WhQJm43YhMzICftx9Oargip3MCZUmBMHPwwQ2zVIyKRahJTYRlYg1mpbKWx/erKZGUnd0srnZyjZmZ0Jg5zmfmF3dVj3dmSlWxSADhJAfjHbXoLU1FR24MamPdURZkiUJvA+S6aCHF4jziDY8jSudzRGl/jkjiCK3P4a/6Nvwu7mXnYg++cQBhOocRbaKCKGMVRJtdRKqrPvJDnFAU6YnazGi0l+eiu7YE/HEOpBKx/CyodrooFFBRba0oFCjTHA8DPDG47ZXQvGSB6A4OcmIDkV5VCyv1YOT2VcLbJRmNk/Nbm3EvS9FTnQHboAIMCaSQzkwiOSQaKa1jmOwthbG+Pa4xNnCGW0onZpl9BG2wMHCQhRObJTNDqazT7BAiPH3laQKQTI7H7S1jj2cUXg7u7CIkU8OISitAz+TDea++JF1g51SfF/Ixy5+EkDu2xnzOAHicftYzBCxEvAnMzfBZM3Oz05L/4yEKBVRUWysKBUolRJqHMy5cs4CBfxY6SMbYWZYMLS0r6Ponwd7cGeEF7WjvGgZP/GA1BfekpQU0ZgbgjFE0OiclbEbtZWoP7/J+DDcl4cw1N+R3z0A00wYTVVPYpbRCNFaBcyomiKgjGWZTOo6reaBCYVpWVtOdsNZwQNqwBFLpItu1sTnVDz55TQi0DUd67yBy/QPhltUJ4W6qrqDa8aJQQEW1taJQcAdJxjtgb6AH3YQ+WcDMGFJ8/WGZnAcPa1doaFnAq3oLxyiTQ8ERVTu4R2Reg5lXAACfeklEQVQiMjIO1y9b3IKC6+4o6psFFiWojnPDWask9HaV4vQxLeh5pSHQxQ0GfnnoX1/YZ6HAAmZhOYjJrEH35Cy6C8Nh4BgGI+twhCWGwdGnDKO01v2O4vU2I79+ADO0kuKhiUIBFdXWikKBEs10liG/TwzxaBts9HRwM2mAhM6hJSMZ9mFVaOnIh5trNrKjPWCS1i/baSskh4Jjaq4Iz6hATmYW9K5b3Q4FijUK7UU4fUIXFgFx0FEzgHUeR34wBS0I2ZEZC3LzYGFsAdOkNgimOCgvrUVOWgI07KMQERIEQ5sQJLdO7urR/EV9dXDxCIR/dg/5hYlmuhHgl4jGSTb6liY64O2XghaFoag7krxxySkTtNv5wxOFAiqqrRWFAiVakkwgxtkJqhrmUHPPQD9PjMm+WngFpqJzYh4zY33wtDTFWTVfFHO3MEe42+sDORQsS0XI9bODqks2hvvKcU7FFFENfLQle+Okejg6JIsQCgQQrB9HmZkRMsARKi5FmBEvQTLaCU/7MES3lMBFPwRRcVHQj6zCA3aw2P5ankVltB+ua5vhtF4YmgVLALcSVy9bIZtw4JJ4FuMTU+AKZrHQWwqVS3ZI6uJidHKa7RI6L5hA38gU5helEExOYXScC+7MPBaXJJgi68z2KFcIKX0Fs2miUEBFtbWiULCddRcoOH7ODC4xRUjLjoW6diCyW8YhnWTaFBAoaCRF2tEKqKoaIaS0E8G2dnAqGGUPuyAYQ2VFNbIzs2Ft7QCnrB6IZrnIio5ERG43+MJ+uOo5wtYlANbpTXedK2GnSsrvg4etDyJrmQak5oioncTiChS0C1Aa4w0VQ2/YhWSjtTwPZy8YQcPOHec1HBBcyUFveSSum0WhvrMWN9XsoO/gj4DcdvCEQwgj62Y2Tjhy2RVVXDrm/WaJQgEV1daKQsF21vISpobaUVDdA8H8Eim5itBa04DWsRmIpvqRlVGIRMZZJahgxl1lND+OwsIa9EwtkI0Z1BVVIjs/D14+iajhyGo1JLwRkqaE3TejooMdYGVhno+GuhZwZqRs98H2KubYNejksX0adqGWMN5aDHWzEDSN8JHhZQujyFrwx2RQkFxYB90bVojuFmCKz8VkTS5ULpshrWcSCV72uBnVgZ4yGRTUFabjyFUH+GY0YEJCjiwVICssDA4u7jh+8ip8G2ijg83S9oeCJfDIPRsZSH5/T+LgNJT1yu7NlpIMVDJTpu5wcVtKEZHTDC7ziCGS8EdRUtfG9lpSlJA8o8qLeiCUbzPidtUiqZp5HbvdtAzecB+qG/sgYm9XCXrbe9A7Oo7iuGjZb0nsldfDpiYPWrTmpsnD45DZOrFragQpFOx6LUMyNwMuX4QHHFJhd2pxHlXJAfjsuBbOqVvipIo6DpvGoLOjmIWC+NwqaF51RS53FktLS1jsKcH5y/bIH7kdClqHBWhpqoCxmjau+hSgNj0UqjejUEoenjfVtODXsIDFhQWIF3bX2BOPQtsFCpgRRxXNzEki0yIG64vhG5KBuu5hVJflwNA+Eo3DQvDHRzBBchwpuQ4WJGLMzokhWZBCLBZjbl5C7k/mGEuQzDNx82z8wuIiJGJy7YjnMcdsr9zDy4uYl6djrqulpUWIJUw6cq09yOxnK1qSYlkyd5tvaQmFXsa45JSEgi7ZQG6zw23wic1GH2+BfDb5uYulGB+ohL9bIYbYzydmnz/imSkMckVYJgUeCflMTNp5cs5S6QLm5Z95XnL3mVwfRIvku5RKyfevYCZMpiUMNZYjPLEcXHZQUxHKckpQ1tqBCCt3JDUNo6e/A34OznDPGyTnN4MsJ3eE1ZPw6kLou6Sjf353wD+FAqrHUhLhOPxMreGS0wny2MNkdxV01W0Rm5+My8zrg/oBeFo7wD6lHKkFZWjMTt8QCioKihGSV4vkqAiY+uegPj8CF24EITUrFaqXr8O3ioucUA8YhdVDKC9dUT2YtgMUMKOYqgR1rXF4xYQ8loGCUoQnV4KtrCNXV01SLHyyu1Ae74PQuh4k+iXB3c0ValqOMHcNhJmdB64ZuSCiYgwLGEWIpTs0jZ2hedMJ9olJMNPygomtAzT1zeBbIoCUlGJH63KhZ+BC0tnByCsHNTVZ0DUNgq1bMpomROyZPIgWalMgNH9rra3ekccSiZpgY5aKnIJcROa2YZZk9CtQ0MMZQ4S9LS4z5x5UjiEC0rYabjBy8oCmkQ1Cq6Yx2ZgF4/hGjLVXw8bKhv2c5h65KKrJhxWzH7GRczyqRuZINr25ysvLQ0xMzBozM8DKxEBBCdy9YpFT1YLKuhoEBqeigEBBtJ0/quTduuemO+FFrr9mAQMF3shhGiSLB+FjEYv62d0xRDqFAqrHUgtzXBRlFaNhaJp9+EhFPDZzL29tRUZGKXpJIYjbVYfIuHSklHRganIIaRkV6J+ZRUdtBXlYcMEbbkV2cSsmeWPITMpEcHQ+KronMS+dQHZ0KtnOQXxaJsraexDlF4qUhkna6PALartAwWG/rjUOKNsICoChilR4ZLSgLE4OBV7hSG+bxnRfI6ztglDGmUZ3ZSZ8w2vA5D28zir4hSXBz88bR6+bQl0/Eo2kFL44XQ97q3yMzXTDwSkWrTymZDqHshB/OEfEwMwpD5wvCJ3SqljMGvxzrY2fk8cCE8VhMM/iQNhbC6eYIkyIFlehoKEwFqYBjZDVH5C0A6WwtUhAh0CKmdFKuLqWoksOBR3lCTC0jkVx95SsIbNoEkU52fALjYOZrQ+CCvoI+myusrKyEB4evsZVVVXyWAYKigmoeMIzgrl3E2DmEIWcdVCwMDuDxCBPVIzOINORFA58ye8UmYLA1AbwdklVLIUCKqot1oJ4BiMj45iltQRfWNsFCvZ7dKyxV/G4PPYeagpCCtA5NUcy01Z4x+agny9Bf1MRQhkomO6Au0UUUps6UFeahouaVjC1yQXTsXhxoR3u+mkYGKmHZkAhZiWyTKgzwx/WwbGwD6yHQo/ZB9JCRRhEWv+91rp/kMfykGJvhSPXbHFNyxQfnXNHyYRoFQpKY71hUyibRprRxEAlAjxKwOCSiN8Ib+tctLBQ0IR5ERftTU1ICgqEuXM60rMy4B1XhIrGJkSFRSJsC6AgLS0NQUFBa1xeXi6P3fj1wdqagg54WsprChxd4VvcjPiIMPhldUGyS9oTUyigoqLaMdoOUCAhULDXsWGNXfKG5bEMFBTDOygVVe0DqKkoh41PNJpHRKhJvAcoELTC0SUdVd0DqMyOxAl1i9uhYJmLTNcABJb1oKO5Bp6O8cioTNsUKBCXBmPq6k/X+vov2ThJfzUMQ4oxPSvBwoIQ1VHesM8ZWYWC7o4qmBmEo5Cce8cIH2P9FRtAQSOmJ0bQ0d2Pto5eRHg7wjkkGxGZtWhqa4evu+eW1BQw07x7eXmtcWFhoTz2Dm0KLN0QV0c+E/lcMf5u8CwcxjL5pldeHyyPt8HSIRYtM7uD+ikUUFFR7RhtByhYXFqGa97gGhd28OSxS+APdyI2NAouvsRhmas9g4aaylEzzEVTdTcmZhcgEYyhrKETU3OLmOL0oKZ2iB1Aq68yS7Zvcg5S4nOQldcJ5ghLi+MoSWsl5XUikhF5BUaTdAnIaOJAMNGN/MphfNFBSBd6KzETo7fWcfpsHH+gFSVto6sNlmcHSam+YpD9HOUNHeyU7tXp8s+d1oypyT5UlvSyvQ8kcxyU5XZilNOBjIZhdJSkytIRh1VwIOYOITUhHi6BsQjMqkE781pB9m82TfX19SgqKlrjrq4ueewy+Jx+1Db1QzbbtQR9nb3oG5tAaWLc6rn6EViRSYyOwjJ0ss03JOgpr0Qrn0LB/YpCARUV1RfSdoACKqrdLAoFVFS3aRniOREmxqcxT0qFy1IJBDyebIRC4gm+CAsLYkxOcDHOE7LVyUwXK5FIuPqel2prRKGAimprRaGAimqdRJO9SPD3xZEj9sibmoWEO4SEiFCY2fvg2lV1HDSLRVNVBq5oO0PTMgS5HTzMDLbC1ScaJYOKQ7VQbbYoFFBRba0oFFBRrdPMWD+Kk5Nw5aorCwUrWloQI9HBEJr+JWjOCYZFRhdyQmMQUlqNJNcABJePYLeO/7hdRKGAimprRaGAikqJZror2RENFaFALGqD8RUrxNZPQTxSiqtXzaBq7gNnJzeYhdWAKxJDIl2ioxZuoSgUUFFtrSgUUFEp0e1QIEVTtAtOmiSgZ2XU10UJ+spzYRiWgUQXW5y4Zg2jsFJw5ykWbJUoFFBRba0oFFBRKdFtUMDvgo3uTdhkcla7fQnHWhHoHI283nq4aHgjsawStoFJGBLQCZC2ShQKqKi2VhQKqKjWaaw1H/rqRth38DrOGHsitUMETlkcTqo4onL1bcIM4j1dEVwwhPmleSTaGOHYVQfYJdZCQMcy3jJRKKCi2lpRKKCiWqflpSUsLEhXvbjEhC1iQao4y+EyFplZ1uQBzHTTsrQUCLZSFAqoqLZWFAqoqKh2jCgUUFFtrSgU3FWzqIyLhJGtt8zR9WCmK+f1NiK2qAVzCzunZDjfUwHXyFIMz8u2mZkByyqq2HnQFbUgHkJ2XAO48m1GvL4mxBU1P4TPu4CBuhqUdE2w3zMwjcqCFgxMDCDWS/4b2PsjtGqMTQ0IkeHvK/99wlHKkX+4L6i5sW6kVHRAtAmflz/WiYK8rtvGpe8pSURCRQ8KK+owPC1FTXY8SgcU565XLiZdyT2ku3+JUBwZKv8u41E5sf3GXNgJUCCeGkZORRM7g+AX1bxwADlJzbKhjRU0VJWO6Io+VFVUoIsrQVtBArK77j5lMpMu6x7SbSwRcoID5NdIIhoEW3EdUj1KUSggymjmQSe2b43tMofksQKk2HsipYePyakRpPu5wTC6DbPCaQxPTmNBKsEMX4ipqSmMT85ANCfExMQUJmeY5mjLEM+KMEm2x4i500LMCOchFPBk2zNzsnHEl5cwJ5rBOAkb5/JJxrsI0ewcZnh88IQSdmrfu0naXw+R65E1lvYo/qiLqAyyg5ZrHKKqx9hjSngjiIpNQO3IPCSiafacxngiiITN8DBKRQtfdp5CwgzSWdnnlUoXyeeVfR7m885JZsFl9iOeYEb3u4eTTU9PR2pq6hoPDAzIY8VoTEtGeHk/ZDXxE4gLyEdDXwuCXSNQPcTH6GgXnKzdEFPJweLyFMKtvJDXR36fhixoOBetgZkN1XiU5K7vrvVohDxS1tDQPrYUU7Pzq7/v2OQUgYQlzM+JyW/IJ5+ZB/6MCAKBgHwXfAjlH355cX71N+fNLmC0uwwBngXo4pHvUyHd3NQoers6EBSbhrYJCQQTHEyKJJidnmavBfb4ZHtRKgZPIAKPR75v8v8Fk8rT3e3NRVUbH+dtG27zAnMRLs4QIAiEbVILuc756K3IhKZuEBpmZ1CdmoyQPJLJkWt6fp5cl3wBuCQzWFom16n8HCbIuYlJHshMLSs7Jz5mxNJN7565PaCAfCrx6FpLZfMbMLo10dEspvnM7ya7FpjfXSJmrh3mepnCFPlNp2dk39+0WH7jLEnAJXFM+imhGNPcBnhZZqBNfi+upBPzx9E7MIT42BiUD85BxB3FGHlWzAtn2OcPe+2RZ83iogT8aRH4vGmIJOT3IulGlaWT/1DzJM0kX7LWAvnURIsC5AX7wDGji71GekpSoGEQgWbybCiPj0docQd4IjHm2GuET5538+Qakco+L/k/k+Q+Yq6R1WfNhIB8J5s9wwHVFxWFAqLoai6OB3StsVZcvzxWgFQHH9yaEXQMvsaeyC4rh21sOQYGSeZx0wd2Hn7QuO4Ap/BImFk74JJ1NnjLYnTXFMHZwQ+mdr6w9AqEiUUobBzdYWrrBgNPcrNPkoc7rxcxfkGEvP1g5uSBiNQKuAXEwMstiDyM+9hJUu4maVcpREbPr7G0rUAeSyRqh515KsqbyhBGzptLMvpVKOjjINndA5rMeYaXYmi8DpaqzrAi52RqYQ3X7AlwuypgF1uGoY4mODg4w5SktXLLJvvWwJvZj9jcKRy5ndN3ncgkOjoakZGRa9zT0yOPZaAgDjaBqcgqrEROYQ4sbJJRR6Ag3DsB3WwhZwlDzcXwDc4DZ24KkbYBqGUmcZ9phpVhClZ+uTuq5mmg7GdrPewkj7wFBf3DVbDS8oSVixdMrOzgW9iPnMRUuLn4wsjCC4bENt7BZN0BrqnMbzWL9twk6Fsy34krzLwLUN1UCGttd1h6BsLI3g0eSR2YkQIDOf6wiK1ehYLKeG9ENAyTTDgFVsx3auMN67ASdLfnQ9M4GG7+GWgcFaIywRvhStINMfR2BxXUT+FdzarbLCGgIR1uhL4z+X4FK30r5pDnYQGPvDa4GZjgjK4TvMl6bno8HO0D4Bpbi+HhFgR5kGuaXNtmLgFILmhHVFgQzOx9yWePQXbHODZ7iphtAQUk40bZU2vdayGPvAUFPZNNsLzuBWtXL5ha2sApvQfl+VlwZb4vO2/oGbrBzi+UjbOI6iRl8HkMlGXC2Iq5dtxh7pmF6s5KWF11gZUPuRftnWAX0QRm3p2JkjAYxdavQkFHuh88K0bQXJANO+aasPWBdUAO2jtLoGUaAk+/JJT18dCW4QePdemsmHRcMQtwWVUTOHCzao0/N5RlDgv91VB3SAGHwJ5Ms0h3tYBPTiMc9IxwVt8NIUWtSGUmEHIMgGdyE4b6GuDjFkCuER9yjYQgo6QDYYHM52Mch8K+qXsq9FA9PFEoIAqt5OIT7641vhK1ERSQkq6vNRJyVqCgAt5ueRghOXdznAuMojsIkQ/AUzscDUzRbXoEyQkJcPQIhpaJOY4cNYNXxTChbh4ywtLIg3MCXRVJcItvhpDkpkJuN4LsbaFpFoWcXianuzctdhRiTvcPa7zYki2PBSarEmGe0gXxWDf8Y9LRPiFehYLCnCSY+FaTTyqTeLYZtjrhqGeePvMtsDPJRoccCrobM6GlF4CU2kHMMXfzHB+l2alw9AqHsaULHBPa7gox4eHhCA0NXeNbs5UxUBALC684xKcVICE9BUaWieugAOD1NyOUZKYD01Pw1TGCrks4HINTkFo5QB6t96BqAgGl/3eth8zkkQpQMFABe5N4tE1LSemsDk4EUKITkhBXNoJZ7jD83byR1j4F7kAZXBwKMMpthBF5cI6wJzGLAi9nOKfnwcEuDb2iRQKAfSQjDUUTbyMoICXOiU74BEXB0c0HF2+GoLAyDYa2ORiR57AyKLg9XfnInSfOzanl4pWrlbdZTKBA2F0FLa9UTCiARU24NcLbxWjKSEV4WS8WJdPIjYtDeFE/AYk5lGcnIiy/F2JynY91VsPfyx3qRn7wjiwGyae2RNsDCgg4lf5orXu15JEKUDDRBFv1YNQwr+fmW+FgkoCk/AxEZnZiZmYa0Z7OiKgew/xMA2yZKZEFnbB2SUAX26V1HpXhfnDLzoGdYQxaSNiSlItQO3dUjG8EBXxgqg/hEbFwdPeHmmEAyYTTcdM0Gf3ywn4HCwVK0rVNsplzavk43taoXOP3tavYfafbi3HFIwuzCqX7shBrxHXNozYhHpG1I+T2nUJqeCxiq0bI9TKDvJRExJYNYmFpCcNNxfDz88YNUojyj6+Q3yNU200UCogCy8bxgVvbGp8PXSm5roWCJWkvXPX9UVAph4LhWkSGNxHKJ8+FLD84lzJv/zgI0Y1EA3mIlsUnIyCrFu3dXYgJ98TJo87IGCI3JaaRH5KK1NYxtOZGwb1giCX1Od4Yor0scN0qHfVj9/5OV9qWixn1X67xQlO6LHJZgGx/d5y8ZIZLGmb4/Jw9olvHIZZDQVZ8GMxIKXeF2MWzLfA0zYTsBUo33LST0SiHAp5wBsN9vciPi4SuQSTSizLhGV6Ehr4hFKRGw+MeoCAwMBD+/v5r3N7eLo/d+PXBLShYRE9dDryDizA+P4VQczekNHUh3scT4TWCe6qyXij/ISSFT6zx4oCRPFYRCqrhy2T2JEwy1woP42iEphWjqmuKQAIHMbHxqB6eh2C8TpauvwxX/Mpk1bHLS2iIdoR1YhH8vUsxQcLmBROICQ5A3cQGUFDegRjXaMQ19aC7rRaOrgkorkqHhWc1O30uIxYKVtN1y9K5JaDqLlCQWTWJZy6U3mYGCpZGW2DsGIcWnuxJvbw0jXQXL+SMr4OClHSk142SdRHy0uIQRz4I81F55PcJiUlEfecYmuor4GDsiSgCjps9J/72gALyHZX+/9a694I8ci0UuDOZPRvaAw/tSESXlKKwhgPx3AwyYkOR0z2LxYV2WTpOA7T882Wvl5aX0ZbqB8f0XHhZZ2OYBC1JJUjydUQRKVMohYLCLmQExiGsvAXdHc0kA45DDoECI8eS1TYJLBSQdJlB69LJoSChZBwvXalc41evyaBgcbgO2rYJ6JuV1RQsLwmQ7OyNosl1UBCbjjzmeHM8JCcmIrNlir1GJjtqEBSfgZbuMdRXFcPWyBsJreRaYo9GtV1EoYDIt2gEb9nXrfFJ/zZ5LLnwbZ3hV9SKqvpWRPl7wK1gGDOd9wIFM6jIzkZ4ejlKK6vg5GSBo0qgYLK/Gt4uMUirbEVeajy8gjLg6H9/UCBpycbklR+vsbghVRY30grnyFwM8ZlH9AI682JgGt2I+Sn564P2Zjjo+yGBfL6qzlHwBU0bQsFwfw/7PTCO8HOHX2IhAqIKUEq2A73d4HIPUODp6Ql3d/c1bmlpkcduBAXN8LX1QWJ5KyqqG+Hi6cdORESKPLdeH4xUQ88uFYO3CrsbSlD0Q/Cyn1jj+d5NgAJMIs3BD76F5DsqzYetTQqKuvJgqOOD+MJ65KdGwTm0gX1IK4WCii4khKUgubwBxQXZuGkeiiJlULA+nUUoKu8CBWkVY/j7mfzbzEABcz2WxQbDOaKG/W3zkuJg6FdErv4FdBVkwD02H039nFtQACkG6grg4ZuGvKpmpETFIiipClWt7ez+GSnJCM1vhTz/2DRtFyiYy39ijRc6VeSRXwAKyFVR4BUEj5xGVJUXw9UpCYW9JTC67oaw3DpU5MbC0r0K4+RoyqGgF9kJGYjJr0FpSRHMbQKRpRQKepGzLl2mHApii0bxtErxGj93sUS2M3N+YX5wjSXnR37j3PgomARXkCtHgrbMJLgllqB9YOgWFJDw7rIcuAZmkWu4EfHhsQhLr0F1Sxu7f1oCAZPibrCXH9W2EYUCotqBaQSVjqxxQh1z6zESo704D0FRqTIXdLOhkqlhlLUNQzAzipZm2btTfk89KoeYkpYQTXktGCOZGpMuKyMTQXEZiCuqQmZCJbqnmTRi9JPSbdckwQnJLFori9njR6ZUYnhmBo313RgT3Xs5a3GiB8I02zWWjsmq5Gcnh0kJbnD1AS2e6ENqdR+k5MHU2taB0RkpuiuzZZ8vpxncaQ5qinrkmRAP1bmdGCefo7xtCP0NpavfRXhZP9uDoTxftm9kSSPaOyZJdnFnVVVVobKyco0nJkjRmdUixrs60Ty8UuKfRXtDP8b44yhMkf8G0enIaV95zM2hpawBo+yr8Hl0lNeD/Qnuotk+W4i6DdZ4gVcojyU/CW+E/bwCAQd1Ff3kFyVnJp1EDcnsm7oGMTI1h8V5Idra2sEh359YNLqaTsppk39H2Sjr42OGfJ9V+VVIJucflpgHlmWIBL31KGnjoLGtC5Ozixhpr0XLmBhzw22Iik9DUGou0vLbwBnpRgmTkch2w0hHLZqZdCPydCmydOMzd75euoaF8Ejsvc23xlYQoCw5S3buydUYlB9PPDmA9LQMpNQPo6+rG92jQtlvQ0qClUX5bPr43CYMDsvSsfunV6GPew8/xH1qO0DBMoECbuYTayxqvQUFCzOTqG3rBW92HNX5XfLXcjzU5LagdXAIAxwhuZZIhtnWhF7eAjke91Y6bjfCCCQGRWWhsGMcorlxVObVIT09FcHkum+eZA+G2cFmFLaNob2tje25wu2uRw2B0/mxHiQlpxNAy0ZSQSuGB7tRWDG4+krttnSJ8nSTs+xvGp0/gr+eyl3jf57Nk+3MiofCeLIf8xun1GJsTna3z4+T46VkILNpBF1t3eiTHw8iLorzmednGpIKybkOyf8vs39GLYb5K1c11XYRhQIqKqodo21RU7BMysDc7DVeFK28/trZGueJUdE6tcaVbSsATvU4iEIBFRXVjtG2gAIqql0sCgVUVFQ7RhQKqKi2VhQKqKiodowoFFBRba0oFFBRUe0YUSigotpaUSigoqLaMaJQQEW1taJQQEVFtWNEoYCKamtFoYCKimrHiEIBFdXWikIBFRXVjhGFAiqqrRWFAioqqh0jCgVUVFsrCgVUVFQ7RneCgt8e0Mdnuj7U1NRfwB/ccNveUPD0cQv8/H1t/Hq/HjU19WPuJ9/TwmXbCPnT4ZbcYwvw9lVn7L3iRE1N/QX9oYYHCutWprPfOj0QFPgmleKmRyI1NTU19L2SkFLSJH86UFFR7WQ9EBQwGhidgpl/GlttSE1N/Xg5sahR/iTYWKWNPVC1iVC6PzU19b37mmM0Spt65HfW1uqBoSAmrw6/3KeDp46asu8UqampHw//135dfHDDVf4k2FinTILYZ4SyY1BTU9+7f/6BNnTc4+V31tbqgaEgIquabfjAtIqkoqJ6fHRQzwd7Lt+9VwHtfUBFtTn60+dGuOEUI9/aWlEooKKiui9RKKCieriiUEBFRbVtRaGAiurhikIBFRXVthWFAiqqhysKBVRUVNtWFAqoqB6uKBRQUVFtW1EooKJ6uKJQ8BhLyB1FV+/gOo+AOyfF0oIY45yRtXGDHAxz57Ao3x/Ly5jljbNxI3wxFsQzGFRMv8YjGOPPQSycWhveN4QezhQEQilzuNu0KJ7FyPAwSTuEwTEBxEvyiA20vLwEIZ+H/n5mn0H0DEyCN0uOLY9ntSgBb2IMffJzGBiexLxUHreiJSlEfC56yPn1cbggX8laScXgDN36/oY4PIhXvxiqzRKFAiqqhysKBY+x0hw18Op+lXXWgnftBOZHu2B3U31t3NFrOKofgdwOLhaYA5DMtSLMjo1Tj+7EcGcWVBTTr7EmzGLq0ZjhhTc+Pn8r/OML2HvBAobO2Sjv5bHndUtLGK3PxWWVSyTtBRw2CEXD5Prcea36agtgbWqD/Z9fJvucx57DptBxz0UzVyRPMYfekmwYaOjgA/k5fHLaFEE5nZiSyFLMz06hLC8Ltmbm2HPgAslw/FA7LotjJZxAcXoCTp289f0dumCDyKJeCNgvhmqzRKGAiurhikLBY6xIkwskQ9OErn8asoqrkcu6AT08sQIUqMMhpZKEF8PdyQR7PlXFWetEdE2TA6yDAtHMKKrlx4n1sGHDjxgGIyFXdtzWIT7qYuzwxkdXcM40HIkkXXZeEWyN9fHO/ss4qO2CshHZubFaFKI0zg8HDhjgtNpFvHnEFIGlgxDLo5Upx8MOGq7pSCPHjgoKxH4201aDWUYPlpYBfn8NTK7fwHtHjeGZQc4rMx7nT13Du2dtEFU7xsJOf0kczmu6wt3LDe8evLgOCubQlh2Do4dV8dFZd0RkViMxmmwfvIz3r3kiv1coT0e1GaJQQEX1cEWh4DGWDAoM4FXeLyv5K+gWFOghY4yps1/EdGMS9h++hKMGIWjkMkFroYDJdFfEyfVnwy96FmFiTh5I1MxCwXUCIhVgDsG8M5ib6kWgrSXe/kQV6n71YHiDkZg3BG9TbezVjUVVsjfe2n8BFzwKyPGUvGeQSywSQji/yL4umBcOwOyMrCR/0rsK0qU5VKeE4ODHKjjmXgEJ87GWFlDkZ4pXP1KDpn8JJghxSOeEmBLMQtyejQNHL62FAgkXSd4OeJcc0yh1hByTedOwgBQHbbx6QA+OGe2Y3fj0qO5TjzUU9Jfj0nUDqFqGoWGSuVUWUZDohc/OahNbIrFKiJW3afMzjXDU0MZ5lwwMC+S1aUtSzAiGkBgeCJUbZrL9VHRxwswHPjld4IuXyOU8jAB7c/kxV2wODbc01A3PQUqu5eWlReQFWK1Lw9gSsR3TWF5cwEhHPbxt3OXhJrhokYEWwbzsPIiWyD3VW1gEFx1jHGHTGOCMmgfcY6vAnZFX0RGJZ6aQEx2JK1eN2WMdVfNDYFE/hMyNpkRS8Sw6qwphoLlyfpYwCqzBoFC8+t1IZyZQnhyJm1f12TRn1GwRltsJ4cLKjbqE2Rk+mgvToEPO77NzuohTnAtoeQlz3CHE+4fg2Hk99hhnrzsgprgf88pPa0eLQsFjrLU1BVWkNF+F0tYRzJGbRbGmwF6hpuD9M0ZwS2qDgDnAZkCBXIPF0Th4TBWnjZLRKycUTkMmzh1RhWZEA8ZGm6BzjGTwF3xQO7byKuDOkgjaoXNcoaZgnoc0fwe8Tc7Lvpj9BKxG82TnesY+FQMrRMKoK/d2KBBPIsHLHu+Q9JaZY2AfZxIJCgIJWOy/hpsRNeDTVwibpscaCroLcPDEFXyu7Y2qMVnmnOGmh1c/VcU7By7i85vR6JbfCkJeNa6Qa/ITs3j088gFuCTBSEshtC5p4K3P1HH2pjMM7HxhbOuNazom+FDVE4WDAogn+uFiyLwGuwIVEy+Y2HlCQ/cm9nxyEZ9pBaJyVMz+32BD2X10Us8ZxuQ4JqwjUDQkxGRnBXRUr+K1Q/q4YUHCrTygfkUXlwPlE1dJ+CgNdsH+/RdxQMUUelbeMLRxwwVVDewl53zJJg0c9nPMIs/dksC1Gg5dd4SBjS/0b9rgmI4/qvsUb8xb6itMgMpVc+iS89E3dcSho+Q89l/GJYdMDBLAX1oUozjWDZ/sJ4UZbReYEHBh/u8b+2/AuXBYdv8K++FoZY/TN8xx6DTZ/6MLCGllD89KzO+DtyH53vdfxwV9DxhauOLE6Rt442NNBLXsvppBCgWPsWRQICtJr/hTyxSMTEuVtykgfvuMKTySmzDJ3E2bCAW8ulQcPXkZx/TC0TIjC8v1IDfiQSP4lAxgTsRHlL0uOaY6XCsUX/BvpHnUxXnhPXIOn6gHomyYPHVEk4hxNWPPSxEKZmti2LB7goLFedQkB+PzQyrYd9Ee1t4RcHIJxEVVpg0DhYLNFoUCJVBwwgTGhiZ497QBAqv5bNL1UDDHHYCnqTbeJGHa/tXonhSCqT9gGuJOjg2gsKIdI0KJAhToIpHJRUkq/ngFNE6r4dXjZgguG4Z0FQqM4F87dKuhMSMCH405IfiU/J8DlrmYYioHJAvgdbWhun2KTTJRl4KTBPg/ULFERPEQ5heWsEjuo4G6XGhdUMeeI7rwLBiFZK4dRuduYM85a4RXTmKB/CPJ5CSa6rvAnb5Vm6Co6ZFBlDeQggxZl4gmEGltgTc/It+DLgGJkQXMz3TD6BQ597MOyOrgkftXjPqMcBw+TJ51GhHoZHacHkFOQT062hrhaG5wGxSMtaXjGPl8H1wLQfPIPFs7URTph08Onsc5hxLIPuXuEYWCx1gyKNCFZWIF2uSt6PvGpsnNqFhToIXAqgE2rrowh5Tcr2DvGTtE141CuolQMFWbIoeCCLQyULA0AKNjF/D+dS8UdvExPz+DytRAfEaO+Ylj6Zr/tV7LS0voL0vC+TOqeP2UCbwL+iBhnmQKUGBXJHuYMhJVR7NhZx3S7g4FRBLRKPID3XH84GXs/ewyDp23wjVSunp1vw5sUlsgvMO5Ud2fKBQogwJ7JNTkQ+OYOq665WJkfnkdFEgw3JKNC5+p4DWNUAwLNu4WczsUkP+z2Ae7c+p47YwVomrGsbQKBYbwqejFrITABLFEukggYwFtJTE49rEK9p60Q1InlzDBIrk/V24CPjI9HPHuJ5eh5lmKSUVgXuIjw9Uabx24Bi3vcnDJ/7W/qIHXP9OEhn8RRvhzBEiW1/YcuqOEyPOyxR5yLocMQ9A4sYTp3lwcId/LCbs0DE7L6vr5rUW4cvEK3j9nhqwBNkgmXj/clUABpy6ehZ5z7oXgyl9dTtam49TpSzhEvt/me6u43DGiUPAY6/7aFMiU4cQ8QK5BP6oWgvlNgoIlMWoSfPHxIVWoOhRhkgQJSUb9pmIvBQW/+bkBkgeVF8eXF6XoKMrC+dNXWSBwK+HIY4jmuEjwtMIb5BiXI9rlgUBHojM57jVoB5atfWhtAAW3ax6x5pqkZGWO0PIRtkRGtTmiUKAcClLaJ1GX5Ir3TlsjpmYUgilFKBCjNdOP7V1zwrMCYukyJEI+KQm3oaZB7k4OydwXFaBAA87ZjSSuHom+bviAAO95+0R0kGLwrdcHa/2ZTSYmReQYk4MIcbLG/k8vknByv6i5IyS/EePMC3fRIHwtTPHWZ9dgkNIn/2C31Jrggrc/uYQLtqnomwUGimJx8qQaW8Px2kfaMA3OQ90w765dkclDBKLhephe18abn6rDIqqFfcXJKw1jz1XFJRsjKzX9Iw3QvqGJ984aIa1XHsZoAyiYaMvF2cPkMx+3RURhPWqqGhDp7YT9JOygehAalL/Z2LGiUPAY636hYHZqFM6a1/Hqp7pwYBrUkdLCF4WCpUUJOivToXNVC3s+1YZPLdMtUYgcV0vsOawOdadYBEQkyx0NPXU97CWlDsP4HqW9EDh1eVC/ooZXT5vDMqsLayB+cRZVyUH47FMVHNCPw9A8+Zz8CQSaklL+QX24ZHaT7F1BG0CBWCIEZ0ZASknkAy/Mor06FReOXMHHmn4oHSJPNqpNE4WCjaFAMNYMU1V1nHTNw+BIxS0omBKjLsqBvf/O+dWwUDDaWAg1FYVMXdUHNSSXvAUFCnHEB418UT0suxtuQcENXHUIhb/8fowu7SbPANmzYX5sGHmJ8dC4rsu2t2Eg2zSyEbz7hAKm0W53eSE8nJxx5BDTFVmVZLwBKBqcXm04qEzimQnEulvhQ3Jvf2ociS55ReBmQMHCnAA5oS44c+QSXifHeuvTqzh8Xhd7P7uII1rRaFf2INrBolDwGEsGBZcJ2VviuqEj1OUOqZpSgIJLOKkjC7+iaYL3DlzCEb1QVI/Pk1L5g0LBRXx4zhhXyDGv69vhxFmmZHAD1/wKwLSREvVXQefyDXx8yQ3FY4rl7gU0JQfik0MXcMokET0Kx5VpDL4a2uz/ffWwFs7q2q9+JnWnHEySh9tsTxWs1G4QALmOM3qOuKplhg8/u4zDOlFoFMjeW461FcCE2UfTAG8dOI89RzRwjnwHOp7FbOljpKkABmaWuMGkYRpCnVHDW4duwC6jD7N0AKNNFYWCjaFgUSpEYbQnPj7ijMzOAqU1BXtN0zG3sASJkMfWFBQXJ+AUc3+ccl3X0JCpKahDVkY4Tl+4gn1Xrcn/kOWit6BASZsCRS0vYHyoBzmRHjhyTAUfnrdD4cg4YuxtSMZ/FVqhTey7/1uaQ1mAPfYeuIrrrgUYXT3wEuaEU+hsroTVDeb/XoF+Qrust5ASMXCe6eOGjw+RtGp+qO6/VXRfgYKDlkno58ueJbPd5bh2+Ro5P0eUKmYpG0AB+Q/s99fX1oHahjbUNXWhKDEEB49fxFm74jWvQXeDKBQ8xqqKdcfZ66a32at0EhLuIILdHNbFOcMmvBmTPFmXP6Y7X1N6MBvnkD2wBgomKxPZcIuYWpBn1Kq4NSls96jVY2pYQNsnHqVNk5iT1xGONhTA0MAMhsG1mFY4JqPl4ToYmtjgimUIivvXUwEHAYa2t46t6BthaF8kx19egnSKlF6cfOVxTjD0zUPHpPwzMUdpzCQlnnX7E6va5oCpx5gZbYGPr7083B6azimoHBCx7z+pNlcUCjaGAuZqEw01wFRDC2ccYqB39labgqm+GhheuorXP9ZBYDUHM2yjmlsNEm+HAlmbguXlWdTF+bKgfN4iHX3knrwjFLAjiE6BMyXCInP9Ly9irqME16/cwAfnzJE9OI/GeD9yPFUc0Q5B1cg8+5xgjslrLcW1K+p445gBPEtGsSwRYnCMB9HK0KALsyjyNSf/9wI0olqVjhi6ODeDunhPvPnpZezTD0P2wNoahZm+Apz4RAWvXfZC1cAM+3/b8wkYnSCgoJWAQcVbdgMoYBpnzi+Iyf3NHHkZYuEwYl3t8cHHl3AzbWD1ubFbRKGAiopq24pCwZ2hgGABqiJ88OHn6vjg6AoULADSWdRmR+PM8ct4+6gRzIPTEZ+Wj4iYIBy+AxSwmqyF2ulr2HvKAuFVo6SEvgIFGtD0ikcsOQ5zLMa1fTwURrjhpKE/QhNyEJ+UQTJWC3z0qQrOWGdggOH2yS6YaTMNca9B1SgMEUn5iI5Lha66Ifbsv4orLvmydD2FOKFhB9vANPbYcZGRuHRMBXtPWyGidgyLt+W+EnTmROPwkYt49ZAGLrkkInrl3LJr0DkugmR2HCEGmti7Xw1XXRPY/6vH/l8t2BQNyg4j5qIsrwTxMbG4flWdQMF56PiRY+TUo483h/lZATLSIxGUkIX41Fx4Ojni44Mq+EDNHx27cKwyCgVUVFTbVhQK7gYFJE+b6oTNjesk01XBSYd4DM/IWggtzPHRWlQCewsL7CPAwMS/8fEFHL9kBlP/UgySdEqhALPIdbcgYZeh4poDzowEifa3d09mbJUziqGmdOgZGOGtT1XZsPcOa8HUJxb1I7fa14x2tMDd1hGfHLoq2/fTS3jvihOcgyrQyZWX7YX9iA1xxv7jN9g0TOasouWO+Ip2CJSOEiRAjr8bPpSfyxp/Ygjv4l6ImRqJzlq4WzjiXfb8yP89YwXTwEqML8iPyW+E5lnZ97fGJ+yQ1DqBOSEXoeR7f5uAADN0+t6jptD1TEW+vMvlbhOFAioqqm2rxxoKpGJwp3jg8oWyLrVE80IBxqdm2HYCt7SEWQEf45NTmBLOkRK1QpF6aYmUdIWYnJpi48cneeAJhJgVyyYgW16SQsjuK8CcQlF8YW6GTT85LesWyP5fdv+1nmZGD12SQCicwQSXx4ZNTgnI8dc1XSb/TDw7i6kp2XmOk7STglnMr2kosASpZJZ85pX/xYNghvn/yoCAEflsIvLZ5Oey1gIImc/IJGOq/8n/nmTPj/xfHvn8iv93aQH8lfNStPx7Zl4fzM1Ok/2ZcB4mpphRU6VrXpfuJlEooKKi2rZ6rKGAiuoRiEIBFRXVthWFAiqqhysKBVRUVNtWFAqoqB6uKBRQUVFtW1EooKJ6uKJQsJs11YvEzGrIByYD04d4uKkK2fWDdx5kRyGd6E7pqKi2WBQKqKgerigUPEpNdMLdzRtZ/ZvQjFU4gfSoOMQ2jd8aTKMzByfU3FE+xkVOTAQiy0dRHuYGDf8STCifdEymRclquvE7pVunxrQgqBs5QT2gBDOzs2gtTYUB2XbKlg1vKupvgHNy3drW0VRUdxCFAiqqhysKBY9Sg9W4clkdAY0S8CenMDzKQc/ACEZ581hanMfYMNMFZhTdfUMYEUyDQ5bdw1x2xK+lRSkmOWSbhPWOCCDlD8LH2gFmidXo6udgfFqMpQUh+vqGweeNINjWApbpIxDxxtHP4UOyKJYdj/HQFOalUsxMkXPgjKJvcBJTG6XbqB9OXxkCKycw1lSEa5fNEdMyjNTYcORUlsFUMwIN490IcApDXPvErhsBjGrrRKGAiurhikLBo9QKFJSPIcrZGVdt/WBuYwctZjpUTjMMrjjC2D8IN3WNcMHKD84k/pKeKyJrOOB2VMPIwBzGDq44cd0LZW1dBAqscFjPBcZmttDxKsAIOb7mVVMkN8mhIG0AjVkB0HBIx+DMJBJ9IuHo5oUz15yQ1T6GTF9XHNS0h71vLrI2SsfMWqJU82gsKkCglx80LKLRMsVFTlwQnLwDoWkag9C4cISktWOGTiFIdR+iUEBF9XBFoeBRag0U2EE/vgUDdUlQ0w9EfSeBAjV9eFZNoysvBscuuaGNP4UUX2cYRDUi198W6j5lmJwbhZ+REYzDywgUWEMvqR0DTck4d80bZTWFd4ACITID/GFq7YRjJ9XglDtMoMAB5z3yMSESo0kxXaBCupKN5gmVoKO6CinR0dC1cEVK2wwmh7pRWFSF5Lgw6DlGwcc3CKb2UWgQ0LoCqnsThQIqqocrCgWPUmugwAnmpCQ9WH8LCgyvGSCqA+gvScAJrRBwxHxkBbtAN7gO8c7GZFkLwSIPURYm0A8pIVBgB8ucXgy1p+P8VU+UVG8MBXXZ0TirGYnqvnpY6dyEMwsFLtCPIseUSFeh4LZ0JQJI5kQQEHBQfJOwJJ7F7AKwONUFh5s3YZDCjCu+hPmucuibhCO+PBPuXlmI87aBXfFum1eMaqtEoWB3akkqQn12InT1LKGqaQNDj3R08BewuCTBNF/ITve8GZIKpxDvQwo7muY46ZgNkYiP3JhgXFU3hW36AKRLUgxXZsAksUW+BxWFgkepLwAFjdlx0DDxQHhyPK7ouqG8lWlTYI0zDtGICPCArms2hgbrNoSCpspUnFf1QmRKMq5d04BTnnIokKXzvJWuaBRl8b4w8C/DlMLsh4K2bPgmViMtJgKqOjZIbBVBxOtGiHsEcjp4GGougoNdCJwt7RHQzExATEV1d1Eo2I1aRn91Cq7qeKGwbxrz0xMItDCAZnAJqovjoXLGBE5JzRjn9KOkshNV9S3o5c1iuL0OeSXVyKvuAV+ygBnuMCrIdn5JDRRmS14jTl4Qzpgmops8ixzUb8ImuQXhsclobCmFvlYMqjuqYGcXj2rebfOwP7aiUPAoJRxHYWEJ2kZn0dXQgOp+HoSTvSiqaMMkfwoVRRXo4gMznF5kl7ZDtCjGYHsjytonMD83h8bSPMSl5iG5bgQQC9FS24KSihLEZZSippcH6fwESouq0McVob2uGjX9M+AOtqGkfgBCiQClzExkqcXIyCtC47AQAy2NqOiagGRxacN0VV29iPULQlItSbdmSPJ5NBQw6fKQUT9EjrGI6fEBVDT2QUQSiqfJ5ylkzrceE7T3AdU9ikLB7tPy0hKKAyyh6pyJQREJWJpFRXIAjhlFIScpBKdOGcAivAoDpdHYe8ICpkHZaG2uhuFNSziEkcKQtj08C7tREBsAI8cYdmbEjeYmqgq1hZpbGbjkL87cBJf8S5AQGgAzKweo2yXAyy8EKdWjWDOVxGMuCgVU96Ul6TwmJ7iYpQ0GqR6CKBTsPjFQkO1hgmue+eCwY6jMoy4zDJcs09A7VAHdK07I7hJhsTERn1zzQdnYAnozvHHaPB2jC9PID3DBaZd85Ac74rOLdgit5bCTNilTga8p1P1qMUP+0h3MoBbdgWnuBLq7+5Ac4Q8zz1jYWjvgmmEQavm0sMKIQgEVFdW2FYWCXajlJTSneeG0STTaJ6VYnOcjxdcRRmE14IzXrIGCQxpBaJwGutI8cco0BSNiAXL8nKHqV4MZ3hgaCtOgpqIG6/wxcDlD6BkTrmnrVBNqg/MWGRgUD8JT0wBOZTMkVILxokRoOWUgNSsR3nGNSPezhHs5X7bTYy4KBVRUVNtWFAruQ3N8VBWXo2pYKA8g4nYjIbMWHIX2P0rF7WHTjdwt3aZoGQJOI2zN3WBNSuq+ATEwMQ9EXt8UhDN9sFa/CYOAEvQUR61CgWiwCeY3zWDuE4arhu5IbxhHXVYs3ELiYHDdBnGdw0j194BFQtvqNNOMRD01uKlvBTufQFw3D0bDxCIme6vg5BCLlqk5dJdlwdzGDyYGzkgfWhn69fEWhQIqKqptq10FBeIZlKVEwi2jA6IFedgXEKcqAy6xVRhfycin+uBqZg/XshEMNeTAJ7oMnJoMHL3mjeq7te1tz2TTVd1XG+BxxDkHwDW6Hkx/oiVeCyyNnGAcmIc+3gKkswJkZ2ejdlABUla0tIDJkQHU1reiqr4dnUN8Un4nuLAoxVAXCWsZxNQkB42dHAjlryon+ttJWhLXNQbxghTTkyOoJ9vVDQMYHm5EgE80ygdmodhkafV4JF3zMNMacQmiqTF0DvPYkVUlQj46WltR1zwCpnkDFYUCqkesJekc6nOToKttBlUta1wzDkTpkAjSZQnGhsbBn9+kFkDkgZwZ7gUVNX3svxmO/kk+ypKDoHrVCNd9qzG/uIDByhzohpdv+H6S6uFrV0HB7BQSPSxw2a8S3Ck+BsjzbHB4CD0jfHK9L2KahHEnJ9DTP4zBsUmMj06gt38EY9Oyscbn+OOykUUHJzAtlqInzRdnTaNR2jmEvtFpct1KMMEhQEBKwO35wVC3SUTP5Ax6e0cgIOmnybF7mf0HxjAlkmBpbpodvXRohGxPT7Hp+ErSKb0b5seRHJyJQC8bqFrnYoQEjRYEwSqtFYm+UYiu60VdXCgsImvBfQj3E9NOYUEqXfPqgOrBRKGA6pGK11GAaxoOSGnhkZtaghR3U1xxSkFZWRpUjmlBP6gcPT2dyM5vRlF5BRoG+Rhur0ZCegES8hoxKBBjVjCEAmabuIGzwWQNYy3I6hRC0FEO9cs68CodZIdhLqitgpl6GMoGm+DtHIuCQQEdhnkbabdCQXdOOD6/7AQbTzccV3NH7SgzMFkANKy9YenggosaZjB1ioKVsSXUA6rA540hxJ6s2/tDTccBLtld6Ezxxr7zFjC0dcRJDT9U9vcjwskaxol9t6CgpxrXL1sgo0+EprxcuHmGQNfQDrbxjZiqTsS7J6yh5xqD8vpsqJF06evTxTVi+g61Gq3x7qtQwK+Ph6ZDNGwdgxEQFwFrxywM0J5+O04UCqgeqdoTXHHSJAptbLXlIjrKYnBa0w/ZBSlQPaEDU1LSGKxKxSdnTXEzKBftjdUwN7SGS2IOLM0cYBzXjOrUAOjZxSO1qBLtE3eul+W3leLGJTPEdIyhMN4fmjetcdk2AQF+PogqGsRmVUxQbY52LxSE4bhBOJoH2mB2XQ9h9QwUOELVswLckR5YahnBu6gPY/VJuKgXiKyMFJzR8Efn3CwqEwJx3CYDLYleOGEWi/bxDlhcNoRlcs0doECCrpJs2Dl649oNHVx2zcVgaSL2X/FA/uA8wJWlS1+X7hJJx7lDvboiFCyzXaArkZmRCj3HcESGhcHUPhRx1eS+orOt7hhRKKB6pGqMdsIZ8zh0sa8dF9FdnYDrRlHomGyFsYopIhtngK5cHL/qgvxRKQYKo3BSLxIji3OoTQrCYat0tKT64dB5czik1GNctHFfycVpDqI9HaAdWAkeM3bCrBATo6MoiguErncKXG3tcPaqPbI4m/DCl2pTtJtrCk6bxKJjZC0U3AxvAX9sGPYmlohg5zjJwFVtb0RHxeCEdiiGF8VoTA/DCes0NCd4Q8UmGT0zvbAlUGCWULUhFMQWNsJUywUxzV3ICnPFDTkUHNIMBnOLrUABm057bTrOtAQCgRBiJRm7IhQwWhSMIMYrFIHVxXDT8UJoSgbMQ7LBveNc7VTbSRQKqB6pxmvIw07DE6UDEiwvLqAwzBm6nnngzHWvgYKTzBTQPGCoOBonNYPQPSdCWYwfzjkXgscZREtjGUyua0ArvouUtHrR2DOx7iEmRF6YN9Sd0tE7tZLpSzBangV9+wwU1mXB3bcYuWH2sMgdl8dTPWpRKJBBQX5lAyz0zOGSXAA7Oxe4Z/WhI8UHB667Iig2ApdvOKO4d3RDKEioaIOdnhNckvLgZWWGS57KoYBNd3NtuqHuEly95oayMdnHYCWdRW9bK0IdzHFUMxAprcMQiWdRnh4Fv9gG8BbG4atnB1ufaNjElIAvplVwO0UUCqgeqcTCQQQ6ukLn/9/eW0BXdSVu3/2/3/vJO1KfdqZTH5922qm3tLSlaJHiUNwJECAkgSTEibsRdw9RiEIS4u4JcXd3d55v73PvDbnhBoKHsJ+1nnXO2Xvfc66ds3/b9Vxx0c4bF9QcEVnRTrLrHtjKy+GM2TXkxQVy7a4UCkbaauCgpw35i66Q1rCBf0YLyuICoG/lCcVzJvDIq0NqoCs03VKFpmHuq7yOfbvPQUzdCRaOPnBNqkFnfS5srf2RXtuH5tJ0GGia4rycKa7Usn7I80ULCgrGh1GVn4m4ohb01JciKr0C3QNdyEhIQWn7MKoLc5Fa2snVYOWkZ6GsdQDD3bWITy5A6yAB6NJMBITGkNJ8AVr6yB1SU4yI2EyEx8QgNKUawySjLsvNQnpVL7oaSpCYXUVK+K1IiMtEbS+5dm4OgkJjERKRjOTiem6m1PCkEnTQbjjDvHQ1M9IlFVcgI8gVZgH8dAKN9aEwMwNX6PshvppRiZ6hfuSnZaKSD91V2QkkLhU3GnrA6gmeHjEoYHrkupzTjguk9CKwVmgNYku7eb38b05ioLsdFZW1KK2sQ21zLzc0iaqruQ6l1S3o7u5ENfntB/hPloGOJpKWpK/vwNDoJEbJg7WSe30L2jqrcMnOHfGVg5iY1mOQLoxSxqXhuap9AKODvWhq68EYSTgxOoymehrXikHW03DeaEFBwVMpOl15MzrZEP5nRgwKmB67aCacXNGLxPIejD6k1dCYFqYYFDAxPV4xKGB6IhoZn0QSHwwm2OBiplnEoGCBanKUZzYAeN6JQQHTExOtJUghYBBf1s3NLsbENFMMCua3bpL7dnh4GP39/WhtbUVtbS3niooKlJaWori4GDdu3OBcUFCArq4u3ByqxUS+FJozNNBUX4HhsUmUNA2gpmMITd0jXJMg05MTgwKmxy76IKEzGd4c68boUAeSS2qQVNKA0cFm3Bxu4B4a1KMDLahvHUBtyyDn+tYhNLbz3N3H63kwQh4otNaB6xfAahwWnBgUPDnR+3RiYgIjIyNcpt/R0YG6ujrk5OQgNTUVsbGxCAwMREBAwJT9/f2F7OfnN+WgoCDu9ZMdCRhP/BqFV9ajuCADVW1DkPIshTTfZ73KoOhfAbUrVTCPrINHcjPC8jqQWd2LRgINbb2j6BoY52DisZQlaL+nng5U1zRws01W1rWgs3+U+34KAh0g7xjPX+1xYYhBAdNj1+jIANpLfDFaII+JQhkM5p1DdrQietIOYSLzV0yk/sK5KkEVhzUSsVs1lfMBjXQc08vEcf1MeF6r4M4Vmd+JgIxWBGe3IfxGBxJKu5FR1Yuc2j6UNg9yD5yO/jH0PE1rPfc0IiapAC2PZXGa+S0GBY9Xk5MEsgkE0BJ9TU0NV8JPSkpCSEgIfH19H8iXL19GdXU1gYIYAgUfI9pzD9KzixCe34GTriVz8hmPUij5V8IgrBaXUlsQX9KNosYBDhQoJDwSjfcjwdcGO8X1oGPpDjU9C2jYxqK2bwSNOQnwTyhFzwKa2oRBAdMjEaVo+nDp6elBY2Mj94ChVYnt7e0YGuxFerAimoI/Jw+Hb2Z1RdRp7FWOxg7lVCHvUkmFa1ABl9nrhlTjFHlYTNmtBNKkpCHrXQ6VgEpoBFbBJLwOF0mJwy2xGYEEHmKLu1DWMvjEQWGssxhWpk7Q5tsurBSDNKI8BoelrJDSxSV7psWg4PFobGxsqhYgPj4e4eHhXCbu4+Pz0ExrEqqqqjDZGoCxhL/Dy/YQolIq4ZnSjBMuJUIWn3E8m0+7lULBj0DC1Vo4xjfiemEXqtsfcrGdDwViBtfQSp45vTU50FTUwcW4BjSXJMErJBMtrdXwdY6Bf4g3dy/7ZeTBnd7Xnglo7BlBR2MeHPn3uVVQIfp7mxHiH4dLl92hbXUZ0UVtGCPPzOTL/OeBUzxa+nuRGxMHV28/mDvHTU0Q9ajFoIDpvkUzfvowEWT+LS0tKCoqQmZmJq5du4bQ0FAEBwdzVYxXrlzhHjIxMTEY6OvBZefzuGr0NwzH/ZcAwCciXXZtF7bLhmCrYqqQtysmw+lyDkqaBrlSA32AzNX0ISLpUQaZS+WQ962AVlA13JNbkFrRg7qOYfQPT3BNEpOPoV5ypD4OR0/okodiHZrb8qBxWhemocXkPQgWsZnAUP8QBgb60d7Zje7+QfT39KGjqxcD3MxME+jv7uXi2rsHMDoxibGhQXSTNJ3dNP0oaNlpfHgQnV0kTVcfBkcncHNsmMT3c+kGx+b3CHIGBY9GtFlgdHQUzc3NXFMAvVdppk1L9N7e3o/EtAmhsrISk3Wm6Lj+ATR1lXA9pQqql6twzLnkgSxGfJze3+60QFAB86gGXLvRifa+Ma4G4YFaFoWggNwvQ3SSKH2IO2ahLN4DsvpXUFGZhdPHNWAanocIJ3Psl7REdPYNmOiYwTalEaNDPagqrURBehjOSBshOqsUeqoa0A0tRLSfHZRozUP6NYgpOCGhkLxOVQu6pOATZmeEDSreKKjpwuOqjGBQwHRPohBAqxabmpq4zkSJiYlcqYK2H86sLpzNJcUF8LSRg+zu19AY/HcCAP8S6ZLAH7BJ0hcb5VOFvP7cdbgH30BqZS+kvcpFPiTuxxLkgaIcUEVKHE2IK+lGeQuv6WF8+oQHD1EUCsROGSKkmLe0bEWEAw6peSG/NAsKUpoIym+Cp4kTVM1toaCqA3FVU+gZuEGWlFJ0AoswONGGYFs3qOuZ48jZiwjMb0Gmtw2OKppDw1AfxzSuoLKzF9fdrCGhYQFJBUMYXrmBtrQAbDxiCHljT8TXds3r/t8MCh6uxsfHudq6vLw87r69dOnSXe3l5XXX/bmYgkF5eTkmq9VRHfpPnJTXwPWMWi4jP+pU8kgsTeDfOqYRiWU9qCXQf1+aCQUDjfAw1YWEa54QFMhI6uBqFVAe4YrDGsFoH26Bn4Uh1zeiPDkEivL6UNLWx+4TGriaRqHACC65zci56oTz5pEIczDACfM09GAA8Q7GOG4dR6DAHGoBeeh7jJWaDAqY7qrBwUGuREGr/9PS0hARETFVqrgfh4UGwclMEkfXv4pLan8kAPA+8V/421suvfIJtpwyxzq5VCGvlbyGy9eLEZLbgWOkdCDqYTDdR0SE3c3HXUtx3rcSxuF18EppRXJ5D5p6pk/p9uCaCQW1aT6kpOCMzBup06BAD2fc8tFRmQ2lc9rwzCYwFuMOKf1AlPcOITMsGBa2zpA4LQeN4GoCBeY4YxWFxroMSJ/Rg39kGs4rWSK2oRtF8QEQ1/JF8XUvbJayRnQN11gxr8Wg4OGI1gzQjoIZGRlc/wCaoc/Fnp6eIsPvxxQM6IiEyZKDKLj8L3JvX4RzeBlOkHvtMLnnHqXp/XzhSjUiCjvRcq/3sRAUjKK1JBHy5wzgSmdTnQsUXK7EdWt9XPDIRFddAo6d0RYJBQneVjhIXlfV0wJvA21oXC68BQVjE2goSkNwfCl6HnFfIwYFTLeJNgvQEgUFgdzcXK4pgDYD0NoAUW2F92xvL+irHuKgQGb3i6j0+xPGE/58m8su/wPbTmhjtUyKkH8+FQiXkAKuBCDqAXAnH3IUHX4nH6W1CJ7lUKC1CAnNKGwc5EY8PGgLgzAU3ERJqA0OaXqjqCxbCAq0w+rRXVsEDTUzhJd1oCbNF+e0fJASHwmpcw6ILMyCmboGtDgosIKsQwJaGnlQ4BoYgzNK9sjvHkB1VgROa3qiINwT+xTJls55z/3WE/zqVcE+r9c5Hc1xc3IC4xPks9LoJyAGBQ8mei93dffiakoBPK+Ec5kzzeiflMvKyjBRtBGxrh/ip8Ou0PUtJPdXKQ6S+3KuPjDLvijPjD/uWgbVwGpcyW7nmgnndA8TKEjyt8fOw8oQP68PMRULOIWXom90HOWJXlAwCkJlVTYBBX2EVwMV1z1wTDsUHcOtCLA2gWZQNcrTr0DyuBpOnjWEuIoOwtPLYKhuCve8FuSGu0KJgHxNUzts1M/jqIwWdqp5c8fXHK2geeUGudYIssM8oeOagnYGBQwKHofow4O2MdJ+AbRPQFhYmOgM/SHZzlIXUns/xLENz8NR/nn0R71CQOBVIdcGv40j0kpYIZ2ClWdTuO1yyTisOOELE+8cyPtXcTf9k7BaUA2CcztQ1znCAcL9iELBYTENWIXmIic/BuclzeGVWIuRrtw5QUFqUiQkztgiOCke6kpKUA+9HQqCkktgpqkP07BUeDnZQMcrE80pl29BQUcGzkkaI7aB7JPrKkppICitEhc1VaHKhwwZh/gnNhKCQcH9id7PtIYvI7cQem4R0HKJgIvHJZEZtcAeHh5TW8G+qPjp+9PTCvanhwnC3d3d4ebmxjUfjGZ/BR3dA1gtfgnHrHOwn9xP+x1m975ZtjP3RXm2eBp+zqcSIXmd6BocnxscPEGNDbXgqm8wijv4AY9QDAqYuE6ClOBp0wAdSzyzg9CjsJenB9RlNkNsw4uQ3f0b3HD7HQGB3/P9POeGkFdx8txpLD2ThGVSKVhKvORkFJYf94GmWxYOkxIGvbmflA84lkLWtwre6W0oaR685ymbx3ur4ecVDCe+g/P4/++hZkRejUNJSx/ykhMQX9aL4Z42xMakoLxjEN31BbgWl4/2oW4kBV4jr70GH7KNL+9GY346wrNq0N/XgKthCajoJvl+WRY8yQPFKSgJxeR9jjcVwf96HlpHRlGT4AcD1ww00uZWct3rV2NRUt+F1LhoRJdMO98TGqjBoOD+1NjUhNDoFOi4R0HfJRRu7rdn2o/TFAqoa6qKMZj5BXZJ62OLTBAO2eSJvLeme+8s25n7ojxbvCD8EHmGWMQ0crV/TDwxKHiG1dfXx41Dps0DtGfwzI5Bj9oONoYQ3/YnHNvwf2Aj+3+jO+L/ITDw/xLzti1hv4e07AEsFo/GkjMp+JF48bEwLDt6CeIXU7DHvmRe+IBTKWQIHLintqKqffgpmp1xAp11VWjom7/vl0HBvYsO+3MNCIeKUxRMXa8QILiVKT8p01oCWmtAl2HuS/kIi/a74ReZEOy1zhd5Tz1O7yf3r5xfNQfMTAwKnjnRyUno7GR06CAFAVpqF5VhPxZ7ecFQQwxH1/8fnNn2vxFr+T8YSxD4OXRH/t/QUt+CRceu43sJAgSnk7HoSCCWHPbENp0E7CI39HzyHodSnPCogH1iM1p6x7g2S6YHE4OCuYs2/+XeKICVVyiUnKJh5+oNV1dXLkOezY8iXlSYi4sLd8+31iYi+cp6fLbTFTs1YnCElNRF3Ut380470fuijgVhosKn+4hLObwz2rlhyc+yGBQ8Q6LDCWkzAe00OLNn8JOyg60RJPe8T8Dgf0Pr+HPoCn8OI/E890f/LxhrrcBXh8Lw3SkCBCdi8PUBXyw54oVtptnYQW7y+Wj68JG4VInLOR3oHHiKZlKch2JQMDfRjqEpmXkw8ojEBacIOLu6c5nzfLEACtpqwuFmtw/fHvDCXsNkDqRF3UNPyvudyuCZ1nbf/YQWghgUPCOicwskJydzIwhEZc5Pyh4ertBR3o1jm/4P8XOINHsOQ7E8D8b8D6x0f8DnBwKxSDwRX4tF4Mu9nvjp6CVstynGdtuSudtGRJio8NnSzeY7pD9ESh5GkY240cCqJe9XDArmpqwbxdB0j4GuUzAcnN25THg+2cnJiRuO3NsQCll1VXx32Bs7jdJF3jdP2nsdSxGU28n/Zu9NI2018PfyhLaFB/xz2jBYXwBHR7epWUutIkrQWpkBC7JvEZqH3uFJjHY1ITQuAw0Pecjz/YpBwQIXrVKkPX5pB0JK6rRdT1TmLPDd4qd7Ztrpx6L2Z4u3tzGEzJEPcXTD/0Dz2HOovfwc+mNoTcFzcDX6DxYdcMc3JxLw5eEwfLHbHSukQ7CVZMb34y2z7IvybPFzeZ0gDX3ISFyqQlpV/zNd+rhfMSi4s+iw0ZyyelxwT4Spow8cnJy5DHi+2cHBgZvVtLfOF9vOmOLrI77YZJyNbeQemWl630zf3smCe+5e42az4DWHXcsRU9qLe5oJcaQfOWlJSChqQoK7CY7phqCiZwjtHZ1oqiiClbYaznndQEaIE2zCkmGl54O4+mYkeXvhYlg+eh7RJGn3KgYFC1h0VEFCQgKXAc9nu7u5wED9MI5v/S3ENj4Hb43n0BnxHHoJFPhd/BuWHLHHV8di8dm+AHxJoGCVXDg2Wxc/Vd5pXwKnpFb0c9MTM81VDApmF10ZNKOyC/q+qTB38CAlUsd5azs7O67ZMjUzEcuO2uHHk4E46FQ6BdDz0XKXa9DQdS+l95sY6GxGVnoW7HS0oeebD8HyJR01OVCXNcKVwlYUXneDnlMgdPW94RPpD3ObeN7on3kiBgULUHSMMp3KNCoqaqpUPt/t7GAJmSP/xqFfnoPCgedQ7PMcuq8/hyvmb2PZESt8eTQKn+zx5WoKVmskYZNV0Z1tWYiNxHSf2wo8LX5qf9qx4DXTw4TC6VbgO6WZnpYfv8O2GG6prY9uNbcFKAYFojVOirDRxZ2wv5oNK0d32Nvbz2vb2Nhw654ERURi8T4bbFS+zsGy4N6Y6Zlx0wF7uqenme57STubt5P71T21jfuu56ZJ9DRXIyoiGnbGptDxS0ZtLwkmz+OsYDucMwxGZc8EBtoqcDUkGv5XLkPJyAMePgGwdApBfFUP7zRPWAwKFqAoENCpiCkQiBozPF9tonuGQMH/cGBgKfMc2sKfQ6TNK1h7wgifHYnAxzvc8cUed6zTz+AyYJG2KBB9PD18tjT3Yvqae30dSb/Lrhie6a0YYmAwJ81HKBhvz4WWnht5iPP6itwI8YTFlRvo6iuDmZYpTskbQELBAJJGkWinVcKD9bhkZYvTXLg+TlpeR3v//S9vQ2ubrmS3ISq/GQFBoSIz4cdtWhMgsK2tLWdra2toa2tDTk4O0tLS3BTLrldi8eUuW2yQv4z1ptkiM+P55GNu5Rgcnfu9Skd3UYTouBGEw9LmiKocxs3JLlgrqEDvSgH6+ae62VkDJ1N3OGfEw1rTFc5ubrgQkMuLfMJiULDAROceoNV0ojLd+W43VyecO/IhDqx9Dic2P4csl+cQY/8i1hxRwScHQvHRdmd8J34FvxjnYL1FPjaQTFZgwfFs4bPHTTcv7Fa62+Onp5k93Z29zboQDglN3IqFTHfWfISCsaZEiJ3UR1ARb82KZBdjnLdLRltXHuTPXIBtWjcJbUeokSHECBg0tFfAVFEV6tcaMdFUAA0CDB5F914qpJkNnQfDP6sNhU0DaG1thbOz81Qm/KRsaWkJExMT6OvrQ15eHqdOncKOHTuwYsUKLF++HKtWLMepAztREH8Nbu5B+Hq3PXZIm+HDjdJYIueNNQYpoiF6njipnBb3767xwW4kR4Xiamopgu0NcMLwMoo7yTM5zRu/SlsjtZWfbrQLMZf94HW9DJ3dpbC4QEDK0R06Ifm8BE9YDAoWkOgIg8jISJEZ7tNgd3c3GGmdxJGNv8H+Nc/h4tnnEO/wW2wWk8ZHu7w5KPheKgzrTHLxi/mNp9pbrQsQUyJocWSaTfMVCg7tV4CS1RW4+12FtqKaCCgg6cojsFfCCBG5RRwUHNH2hqOdK1TNfJHRcm+NyHQ+rILGAQTntaOagAFdn6KgoICrln/cNjc3h6GhIZSVlSEpKYmjR49i9+7d2LhxI5YtW4bVK5dj29oVOLNtJfQP/AzHY6uRpLgZ7ZZHkal1HLLi6lDWs8Z7i7fhL0t2k/taET/K+WKdcSZXmyaAb2pBjdz0/elhM8MFYTM9Pc1saUWlobaObeL/CnfTJLrqSxHkHwRn32tIq+f9xs35Cbh8vRS8fwXtj9iKpIRM1PWMYWJsBJlRQXDyikN++wA/xZMVg4IFIjoHAa2eo+3zM2cTe5rsZG8J2RNfcVBwavtzcFb7/7DlqDg+2OrMQcGS89exzixXyGunWXA8fTs9zd3CZ1qQbmb66XHTw+7F0j5laOmdH8OQ5qvmKxQcPqKGi4GZSM8uhIu+tkgoGKc1CuJ6CErL5aBAyiYcDqZGkLCOQ9fw3KukaYfCxPIehOR1oGvgVrNDdnY2rKysHosNDAygpKSE06dPc7UAW7Zswdq1a7maAAoC6wgIyP26AgYHViJc+mekyq1GsfIaNGusRZc2sc66KVdpbEGg0kGsXLOFA4N3F2/H35YdxMfbFbD8wlWsN8+fV1YLruF/48+GGBQsANGOhXRZY1ranjmT2NNoEz1pHNv6MvYRMDh/8H9j1fad+NdGG3yy2x1LL8RzGeoa05ypzJXuCzw9bGa84HimBfF3SvOwTa+17mIODMNr76Ej07Onp7f5YAxtcd7YJWeHtPJyfvNBA1oLEnBOQh+h9b0Y6utCc0c/+f2504hUz+A4rhV0ILakG8Njws1NKSkpXNX9wzKtAaDNABQAaF8AWVlZ7Nu3D2vWrMHKlSuxcsUK/LJqOTb/vBSHNyyD4s7lcD22AjkKq9CkvgqtmqvQprEKXVo/E9Mt39r8Y7rlu4OkrVT9GR4n1+GnVVvwzx+24t3vtuEvP+3BF0eMsUIzCuu4eyQPv0zzzGNBmCB8erwgfGaYqPjZTNNJXCrjf+PPhhgULAANDw9z8xCIymCfRrs4OUDu+DccFOz6+X/h4+/X4Z8brfHJXjf8qBiOVQapWGNCMvGZnpa5P1SLutZD8lGXIhQ3zY9qw/mopw0K5E4qQtYmHMHhQVBQtoF3XA3J/G/1KUBfDWy0NCDvW4TMEFdccEhA6xB3GiFRTKQrcNLagayaPkyKAEdaELCwsHgg02YANTU1DgDExcWxd+9erhaA1gAsXboUq5YvxYFfluLctqUw3r8Ul44vQ6zUUtSoLEe35jJiuhV45rEoT0/D2y9SXAmDA2sJHGzCe98ROPj+V/xz7Sl8c8qeBwczMurHbbWQav43/myIQcECUGlpqcipRZ9mXzRSwv61/wt7Vj+H/y5eQaDACh9uMce/N57HB1vPkz+uGj47ZISvxG3xg/xl/KgUgpV6KfjZOOvh2+jR+RfTbHimNmN8nkxcMt80H6FgcqgNqemFqO/hTWHdVlmEnPI2DI92ISs1C5FxaZyjCpq5eIz1oTg3Dzcaae4/gvriIsRm5yPAwRkhuR0YJr+9d0YrLGMapmxF7EPCKtpEEANflZWVuHjx4j2ZQsCFCxcgJSWFgwcPck0B69ev5yDgp59+wqplP2HHmp9wfvtPcDqyBGGnfkSmzBJUKf2IHvUlfAv2p4fNPJ6eZma66ebFdagtQfiZFTiy+Rf8+8cteOfbLXjv+x349wYpLJJwJAWBFA7QZ9a2Td8XHE/fTk8zPWx63PQ0M+Oprbh1xZ8dMSh4ykWHwISGhorMWJ9mu7g44/S+vwpBwfJdBti+dS8+X7oZHy/ZjA+XbMO/fvwV//hpD/760168v/Qg/k5KGP/eLIuP92jhSwIMi+X88ZNaJJZpxmG5dgJW6CZjpX4qecikc5nyKsPMKc/MsO8UJ/D0NPdr/bAq9A6xNRJEaT5CwcPQzclx9PX0QTCXFV0jo61vVMh06CHtYDibampquOp+MzMzIZuamnLhFADoiAAVFRWuFmD79u1YvXo1fl61CitXLMfPy5Zgw8ol2L1mCXR2/QinQz8g99z3qJJfjAalxehQXYyeC9P93Sz7M32nuOkWpONtu8j1ahW/x+WTy7Dtl1/wwQ+bCBxsxXs/7MTf14jj+/N++NkwnWTU2bdl3I/SNmF5/G/82RCDgqdcjY2N8PHxEZmxPu3WuXBkCgo+2GQBySNyKFNejWr1DbihvAER5zbCWXwjNPdvxLmdG7F74yZsWLsJP63chK+WbsLHP27CW99sJt6Ed0mp42+rjuGDLfL4eLcmPjtigkXSHvj2nDe+lw/Ej0phWKoeg+U6SSIz7nu2QYawRaXhe5fNDZS2sCYEUVqoUPAw1NnZyTUBCABAXV0dioqKXC2AmJgYtm7dytUALFmyBMt+WoJNK3/E3jU/QGbL99DdtRj+x75Dmdwi9Kh+cwd/LSLsYXjmeemxIOxrNCsuQsjJH7FxzTr88/vNePvbLdw9TO/dHxSuECDPwGqTbKw2Jqbb2Xy3+JmekX6p+nUERqfyv/FnQwwKnnLRYUm0g6GoRUiedpsZKuHght9xUPD5r7bQkldHkuQSdGmv45vfs5l/3KyxDsUq65Ag+wtCpH6Bz+lfYHRoPTT2rcfp7Ruwf9MGLF25AZ/8uBHvLNrEPWjeWbwDf1l+GH/7+QT+vUkWH/6qgv/u1SXQcBFfnXLE4vNX8INiCJZpJWKFfvoj8aaL2Shs5LVPMwmLQcHsotOY0yGCdEQA7QuwadMmrkMghQDqlUt/xLFfvofC1sW4dOQbRIh/jQzJr9Ag/yV6lb94Klws8w309y7F98vXc00K73y3jcD9UXx2yBhLlMNuq7l7mKa1iTSDTM0p4n/jz4YYFDzlysrK4krVdBKThWY7GwucO7aIg4KvdtlBR0UL7ns+R6s67c28mu/p+7e7k7hVYw1qLqxBucpq5CqsQfr5NQiUWAuvk2thfGgdDm9ej1/Xr8cXP23Ee99uwnsEGN4jDx9abfn+0gN4f9kh/HXlMfxzvTQ+2KaI/x4wxJcUGBSC8JNmLJbpJvOdgmV61Km3ebl+GueZx9QbL2YxKJhFDApmV39/P7fQEIWBn5b8iJ+X/oC9axZDbfsiBB/7CjmSn6H83Keok/sUvUqfEM/cCkyPp4fNjJ8tTGBB3GzbmfvTw0SFT/enaFX4FAmnv8GJzSu5+/OdRZsJHGznav4+2W+AZeQepDVuU5n5tFq4ux3fKfzbs5fwF3L/d3TNj+mHH5cYFDzlosshi8pQF4IdHR2gdn47vlq2HsuPOMHPSg/yy/+OSoUl6NJczvcKvqfvz+a7p6lRXYnEc6sQLPEzbI6shtyOtdi9fh3W/PwLlq9cj0VL1+M/32/AvxZvwJtfb8Sfid9a/CveXymGf22Rx0d7dfDpkYtYJOOLb+UCsFgxGN8rX8WP6tH4SSsBSzlwEAaG1UbpyKvr4/+iTNM136FgrKcVNwrLkFvWgK7BcdycnEBbfRVyC0qRV9sFTI6ho7keN8hxdecI7zV97ShrfvDfm446okuhH96xCZ4HP0OT3EfoVfzPLP7wAcJEWZBu5nZm/P1Y9Dm7FD5C8ukvcHLTcnxM7kFe0+BmvPvjbnx92omDg5V3aaqbq39UDsM/1p3BP5fuRm//s7X0OYOCp1xJSUm3LVO6kGxmpIKdx85DXDOIg4Kj37yLxJNfo1tzKbo1+KZDm+60vdP+HNymtgx1KstQpLAc0VIr4H5sJRyOroTq7tWQ2LYG+zasxS+r12ExgZe/f7eBA4U3SWnm7e9+xXu0luHnE/jX5vP4cKc6V8vw2TErfHnaGYsINHynEIy9VqmobHu2Hjxz1byGgr4WxERdh72TF84oGMI1uRY9tflw9wuBlYkptsu7o6KlCf6ebjC+aAlV20x0D3Qg0tMLZokPPsyNTlh2/fp1nNi7FTmnPkCP/L/RqyDwB9P25xJ+J9PXCF43c396OlFhc0/TJxQ207de0yr3IdwOfoN1K3/GX76l/YY24R0C5rQWb5GUB5ZrJ3JwcL9eqhGDf22U4c674ch5DA7NoyUMH4MYFDzlSktL4zJPWo24EG1tZYYTcsZwCsjgoGD/l2/DZP0/bg1pUpsx5Ik75u8LHc/YCsJnbmk8ty8qfnrcj+hSW4JGlSUoV/gJebJLkXJ2KcIllsHt2ApYHFoJ+R2rsHf9Gny/dB3+/u16/PkrAgxfbcRb327DO9/v4oDh/RVH8cspXVTUtfB/UabpmtdQMNyL6rY+DLQ3wlzpAsyiytDX08pNX1uffBmHjpohpbEangGhKCxKgoq8LyKSr8PKNQkNww++7sXExATi4uJwcP9eJBz7AA3Sf0Pf+X8Q//MefLf0czmfIM29Xnu6Z55jtnPxwnuIM059DK0di/Gf73/hMvC3F23B+z/tw4e/qmLx+UCR/Xfu5p/Uo/HBVkXufNQ7JS5gaJhXw/OsiEHBU668vDyuql1UhrowbA8lXXuUVDROQcGxb95EvtSXJIPmD2cSbAX7Ak+Pmxk2c1/U8d3CZ3E3HV5FTId0taosRrPyYlQofI8c2R8QKbEE1oeWQXnHCohvWoUflq6FjKwC2lr4q6UwCWl+Nx8MISfQC5Jy+pAz9EFqwwAG+xrhamCAE2e0oR+cjc7ebsRe8cLZ87q44BQEQ1NXhGdWoqahHYMPYT0sev+fPHkSQYc+Rv6J99Eg+Vf0yP0dvc+A6efslP0HCiU+gPLWxfj0h3V4d9FGvPnNZg66/7XlPBbLB2KZTtKtPjwz+vNMhRF/rxiMf22SxVuLeCOWaNOEirE9xsaereHCDAqecpWUlHAdDUVnqAvDphb2aG5qmoKCw1/9GQG7/40e1dmGU00PF+yLCpu5//jdrvwNqjTWYqiukP+LMk3X09DRcGKgE/6WWjhpk4iuYd7EAoNVyZA+LQeHHH4ps7seTtZOsLgUCF1DO5xXMEBI9YOve0EnMKLDEF33fY684+8j//h7qJV4H10yBA5k//bMuOPc3xAp9l8c/uUn/OM72t9nE9fn590f9+CTw2b4XuUqrzMwvx/PdC/VTsRXku74y8/HudcJagkoFJg6+WJ8/NlazZRBwVOu5uZmDgpErXG+kJybkz0FBQe+eAM6q95F4/nP0atMh1d9iR7lr/hbwbFwuMD0mGfh1wjSC44F+9PDZqabGT99O5unn0eQtkpvM/rqn6351eeq+QwFQ02lSChpxUhfB/wsNHHKJgklmfHIaiFQUJEEqdOycMylUNCDVDcPWF8vQvy1QDgEFuCqk97UwkkPIjpXAZ2syHTX1xwU5Ii9i6yj76Dy1Hsko/wLup4xl535J8zJd7Fs6apbHYG/24Z/rJfC5ydssUQjluvsK/D3Ktfwn93aeHfJPl5foBlQEBadcscJpBaiGBQ85aLLJdvZ2YnMSBeSr4aFwsdCZwoKpL57A6nH/o1epc+4YUu8rcCC45nbu5mmm+1cM323c4o61+1uP/8pUrT3oL3x2VqJba6az1AwOdaFeG83SMrr4rSOG+IretHbWgIrbQOcOqcOaecU9I+NoSo9EgbuiegZmUBTfhI01bRxRvES8kfmvlLibBoZGeFmNNXYvYRAwV8IFLyHzCPvIPPw2yg89jYazxA4OPs+Op8ht0j/BTdO/hOWu77A1z+uwbvf0M6/JJP/bjsHB7RW4IcL1/H5SXu8v+ww3ly0hQ8EwlCwYo8UisqfrXUPqBgUPOUaHR3loICucEa3C9XOjo6w01aYgoLDX7wOv1/fR5f8x+hVpP7vNAvCpsfNDBMVPpfX0uM7nW+2OIEF8bxtzol/wUPpELrbWUdDUXoamg+etOrr62Eqc5iDglwCBVkECtIOvY2Ug28h5cBbqBR/By2SBA6kp/t9vu8WdiffS9q7ebZz3ekaouKEw4pO/R2qWxZh0Y+r8dbXtKPvBgIBW/H29zs5EOA6/9LtDCj46w/bYWTvzY3weNbEoGABiDYf0OVO6brntra2C9K0b4GdgQaO//QBBwUHPn8NmsveQJXkv9Cr8B/RlhcRNjN8tjRz8YO8lrjr/Iew/uUtOKmfwWDfszVBylzFoODuGh8fR0VqBIGCv/Kh4F0CBe8QKHgbSfvfRPL+PyPnyFsoP/E2gYN30Cb57hx9L2kfpWe+j+nHot6jcFgzAaLAA//Bryt/4I8AmuFpUPAWHwqW/HoaReXPZu0dg4I76ObkJCYmBQ1KN7nFh+jhzZskfGIC43xPLWt686ZQ+K3X3i567vEJ3vm4cwu9hncteq6pU9BrznK+wMBAbv1zOv+5tbW1yEx1IdjJ2hwKu1ZNQcHRz19FxN73SOb8b/Q9hU47+leIffEHXLHW5f5TTLeLQcHcNNrZiDzxvyH3GIGCo+8inUBBKoGCZAIFCfv+jLi9f0b83jeQfvANVJx4C61n3uZZkm/BsSDsAY5bpu3f0TPPM933eg0aP0ua+lNvIXbPG5D89rW7QwEBgne+3YxLQVHc8/dZFIOC2TQ+iOQAO4jph6G5bxxDzWUwUjaDZ1ELKpO8sGuvHMTkDHFaURcKlrGo6R3BQHU09u2SxoFzBpA+q4Tj9hnoF/G/mhztwVVLQ6zdpcOdr7EgHTqqajh9TgX7TK6jraUazhZWOCOnCZOwWoyM9CEjwBXa0XX8MwiLjlWmUKClpQVjY2MODOic6NQ0MxXsi/Js8aLCBZnzzLA7Hc/FgtdMf62o87i6OENHYj8OffUmBwUHP30FRiv/iG45UeOZZ/OdxlKLiptr2Fz9D/TI/QMlJ/+Cc9++iiNf/BFhLub8X5JpphgUzE2TI0Oo91RC3om/IptCweHboSBm959wfdcfEUmcuPdPKDj6Z9ScfBONEm+RDPTpc/Ms75uGV4m/iZzDbyBs++uQW/QC9n70O2z9+A93hYL3vtuK06rG/G/12RSDgtl0FygQU3JDTuMwhrrKYKakA72gArSWR0NMwhjXSgcwkOmH3eeckdPLP980tZVEQFnFEedleecLMdeEhnceejuycE5CA85X02EdEIuKG9FQ1w5BclIkdKyi0TRLN1i6KBKFAk1NTZFgsFDM9S8w1ID4T//Cgc94UHD8i5dRc+avIscxz1eXn3ofxitfx9HPXobEsn8iPeIK/5dkmikGBXMTrWkaqMhAqcbqW1BwiEDBAQoFbwpBQcTOP+Lar6/j2o7XEbXrdaQf+BMKj75BAOHPJEN986l1/ak/I+vgnxC07TWYrngJkl/+HvsIDOz9DzHZrvvvW3eEgne/24J90ppoam3nf6vPphgUzCY+FPx6WBXSauaQVdHDjv26t0EBxgYQ722J4yYRqMyPxP7d53BU3gxnz+rCKaUevbfNe9GOAH0DWITlwZgPGeFWOlDzzEYPqmF0RhMOUblwtrKBjJI2lKwCYWzli7Tq2edKp+uq6+jocECgoaHBmTYlWFpacv0MFpK93ZwhsfqzqZqCg5+8hJAdb6JH5m+cu/lbznQM87T9bjp2e7ZjERYZzx8XLSr8jufjv65Z6q8wWfUaAYKXyHt/GTLrPkVhejz/l2SaKQYFc9fN8TF0ZwThxtkvkEGggHY2pFCQOAsUhG5/DcEkA6UOJY7c8Qck7X0deYf+SDLYN9D4lLj82J/gt+lV6C55Eee+fh5HP/kd9vzntwQGqG9Bwer/vjsrFNBmg52nL6C4shaTz9oYxBliUDCb+FBwVCcIla196KjKh56iqUgoSPS1xjGjaxwUHD1liMDkHFxUVoVmWB2EpyeZREtGMI4peSAhIxVqsvqwSKxAXUUCNGR0cVpODVuPKMMtuxdjIyPobamHm5MTrJ0vQf6CAaTUXJDZcXvbMx2rPB0K6LrqampqXO0BHZUgKnN9Wu3o6Aijs4emagooFOgtfw3tZ//CZcrz1V3n/oqC4+9Ce+kfyHt+gfhF8v5fhtK271Bbks//JZlmikHBvYkuyNSR7Ifs0//hQ8FbSNx/Cwqidv1pCgrCCBSEENOS9ZUtf0DA5le5zNV34yucg7e+ithdryFj/+soE/sjKkjmW338j6gV/xMaTlK/wd+KOqb7Mz097Wyeme4N1Iu/wV2zlLyHoqN/RM7B1xG98zWYLH8Rkl/8Doc//h32f0QA4MPfYg81gQEeFPCBgA8FP33yT5FQ8N7ibVwNwfDIKG4+40BAxaBgNs2x+WCkpxp2GrpQ989Fc9mt5oPG647YI+OGG119KMzKQmELHdoyhurMBNjYe8LA2AoHj8hD3CoWPfw/4nBVHCSlzJHI1V4NIM/HE4ZXUnHF4xKc42txxVobvjdurzGgY5VNTEyEoODChQtQUVHhwujkJjNrDWarRXgaahfcLI2Fagokv34J6eQBKGoyk/ngdun3ufbd89+9jAP/fYGzAAou7F6Gtno2R8FsYlBw76JNCS3k+ZMt/QU3JHEKCvbMDQp8NrwCr/WvwIPYbd3LcFn7Mjl+Gf6bKCi8gqgdryJ132vIOvAackkGXXzkdZSSzLqKAEM9ybzvxTTjF+xT4Kg89kcUkvPRcyfv+QMifiXviQCK1y8vQ2/J81D+7nkc/u9vsfvD33Dew5kPA3eBgsWf/ec2IPjPyr1QMLBFb98A/9tjYlAwm+4CBXsOqUBW1xFqxhZQtYlDVfsg+qtvQQF6snBSTBNe8TmwUjOCZ4HwevlDzeVTzQcNWZHQveiCCypGMAsrRR9GUZkWCh3raLSOjKEgPADntSyhpOGGzK7bx83SsbQ+Pj4cANB+BdOhgJrWGujr68PCwoLL9J92O9vbQnr1J1NQcPTTF+C18Y9ovW0sNs+dJFOmnn48PX62MFGeea65OGzHG5BZ9BKBgedvgwKD45sx/gyOhZ6rGBTcnyZGBtB83QkZEp9wUBC/789cD/yo3QQKdhEo2EGggICBMBT8YVYocFrzEhyJ7X9+CbarXoLdzy/CcfVLcF77Ejx+oX4Z3gQcAja9jOAtryBoy8u4uu0VRGx/lYMI6uvENJOnvrrtVVzZ/Aouk/Qe6+h5X4T1yhdhTkr/Bj89D/Xvn4fCN7+HxOe/wxECAYc++i0OfPQbksHzYOB+oGDpjz8KAcH328QRGJmA7l7hZ/OzLgYFs4mU3ocHetHWPcgNBbw5MYaezh70j05gbLgfLS3taKRu7UT3EK/jwM3xIbS192BwjFbxj6GzrQ35SeFwuJKJjiHhav/p5xsd6OGdq6UTA9xrb2Kkvxed/bzGh/HhAbS1taO1cxCiluagwxeTk5OnOhvS2gIKAqqqqhwUKCsrc6ZhtBMibVKggPC02traCvaaMlNQcJBksqrfv4wisbenMuJ2qdsz55memWYurxH4bmkpoBSIvQWzla/i2GcvYP/Ht4CABwUv4ciXryPUyZT/KzKJEoOC+9fk2DAG6gqRo7wCiYfem4ICOvogfBoU0D4FgXeFgpeFoMB61YuwXEEyceKLy1+A6bIXYLz0BRjyrU8ydgNSsqdbvR9fgM4PL0Drh+ehsfh5qBGrkhK/0re/h8Ki30H2699B+svfcU0BFAJOffZbiH/6Wxz/5LcQI0DwsKDAx9kakuoXsWiTGM5qWqCuqYV7djIJi0HBAlFrays3HfBsUKCkpMQtnEK3tEbhaYYDWltgpaOMY4ve5DJXmske+eR58qD7E8mM3yEZ9rtP1EXH3oLXxtch882LHAwIPBMKxL75Myrzs/i/IJMoMSh4cA2316HmshFSpb5GNAGDu0IBra4nYDBXKDAjUGAyDQoMfnqBq+rX/fF5aBNrklK/OgGBC4t/DxUCAkqLKAz8Hue/+T0HBOe+Eg0Fxx4yFFTcSMfY+AQGh4b53wyTKDEoWCAaHh5GWFgYV1twJyhQUFCAvLz8FBzQUQoXL17kAOFpMQUDB6uLUN+3agoKaKZrtuJVbqISweQlbWfe4Sw4FoTd6fhO4bOlFZhOCuO3+XWo/fAS9n1Eh0P9XiQU8DoavgS13UsxOjzI/wWZRIlBwcMRHZnQnnkVuXo7p6Dg6gwouEyhYDMPCi4RKPAkUOAugALiKSggnq2mwGiOUCB/H1CwnwDB7VAgGghmQsGJ799BbckN/rfBdCcxKFggor1mq6uruQzzblBw/vx5yMnJcab7NJ0ADp4W21pbQfvEr0JQIPHFCyRjflPkhCaP0k0SbyFo62tQWfwiV2MhAILZoeBFHPrsZUR4WPN/PabZxKDg4enmxDiGOxpQf90FybI/4drOP00NSxSGglefKBScJFBw4iFBwQHyfNDYtxyZ0cEYHWE1BHMRg4IFptTU1DlDgaysLGRkZHD27FnONIy+lq6jQEcsiMqM54tpE4LLRX1Ir/pgCgroQ4BmznRGszubTnYiKlyURadtOPUmcg+/Aa8NfyAwwrs2tRAQ3AEKTE5vQ09HK/9XY5pNDAoejcaH+tGcGozE88sReexjBP36J1wmYCAKClyfMijYT+4v2fWfwujEFmRFh/A/MdNcxaBggYmumuji4iI0AmEuUCAtLQ0pKSlISkpyxzQ9BQQ9PT1uuKOZmdm8s5ujHWTWfyEEBeo/vIim028+MheLvcFVuTqufQXy375wWzWlEBR8LBoKZNZ8jJzYMG69C6Y7i0HBo9RNjHS1oDUrEkUeGog9vxJXdrwJ35lQQCwSCuhogccABXQI4sE5QAEdzaOw5WtcttLimgrGx4RniWGamxgULEDRpVTp2gHThyXSTJ56ZvPBdCigplBw5swZSEhIcFsaRuGBnkNXV5erQbhf04x8LuFzTWdrY8MtGUtL3gIoOPn575Gy9/UZs579me/pYYJwUWHC4bXibyBxz+vkIfgyFAkIiH3KmzFtejWlaCi4BQQCKDjyxR9wyVAeY6Mj/F+L6U5iUPB4NEky0L6GUjSlX0WekzKunfleCAqcZ4ECi/uAAsU7QMHp+4CC49+9BXddGeQnXUddaQG32BzT/YtBwQIUXd2roqKCW25Y0IQwGxTQDP/cuXMioeD06dM4derUlE+ePMnF0fS09oFCAp3/gPZHoKMZpmfYj8v+Hk44tuiNKSjYRx4eVitfQh03McrMGdXubDpzWvWJP6Hk6B+Re+iP3LSvFuTBxz2UPibnphDAr6K8Hyig/Qic1SUYENyDGBQ8Zt28icnxMYwN9qG9JAOF/hdxVeZn+B/5FJ47/waXzW8RKHj5gaDgTjUFM6HgKIWCj4k/IUD9+cs4+cM7kP75Q+iK/YJILxvUFOViqL+P1Qo8RDEoWKCia6xXVlZyNQZzgQJBbcFsUECBQFxcHCdOnMDx48chJibGbWkYbXag56LXoc0WdFgkBQYKC7TpQVRm/rBMm0oMxTdPQQHNpOXJwyb7wGtTM6VxM6fxPT2Mms6ilnfwdSTu/gMub3qFKwld+O55iJEH0swSyZSFgGBuUHD481egL7YeA73d/F+IaS5iUDAPREBhoL0BdWnXUBhki2g9MVxT3Qmf49/B7eCXMPz1q/uHAgIEM6FA4ssXIPXd61Bc+wG0dv8AS6kd8DaUR5C1DrJjQtHZ0sB/Y0yPQgwKFrAoGJSUlHArJgqggPYroEMSp/cruF8ooD569CiOHDmCw4cP49ChQ9zxsWPHuLT0dYImCHo9CiS0hkEADnT4pKCmgcLD3WxkZMT1caBDKek56Geh9rbQFoICmqFf2/4K6k78Ucg1xAWHX0PcrldxbdsrcFj9IvSXvMBNokIfSLSKcvcHBAKopwHBg0LBoU9fhonEdq5Uw6o2700MCuafxocHMdTdjrbyXGQkJcDONwp5QfZIdtJArLUCwg1OI/DCPnic/hlup1bC/uC3sNr9OSx2f4aLOz+D2c7PYXt8BWyOrYCT1GY4n/sVbgr7cdlYDlFupsi46o2cqCsozYxHQ3kBBno6+VdmehxiULDARZsS6CqKdGIj2pTwqKHg4MGDOHDgAPbv38957969nPft28dt9+zZI7RPLdjfvXs3txW8fufOndixYwe2b9/Oedu2bdi8eTM2bdqEjRs34pdffsHatWsRHXoZ59Z8NAUFdEITOplKyJaX4fXLS7Be+QJ0SIlF7uvf4ywplZz+nFc9efAjmtnzIWCmpwHBnaHgFhCIggLaZOB04TT6uzu4YaNM9yYGBfNbYfkdSK/q42B3YnQYYyNDGB3sw3B/Nwa72zDY1Yb+jmb0tTcJeYCGEw+SDH+wtwtDfT3cnB0TpCDD9GTFoOAZEV006erVq1zJfC5QQE2hQAAGDwIFgsx/165dXEY/PbOnGT311q1bsWXLFqFMn3rDhg1c5k+9bt06rFmzBqtXr+a8atUqrFy5EhkpibCSOTAFBTQTP/Txb7i2Sa598pNbU6by2ih/wwHBvv88Wig49eP7cNGQYKMMHkAMCuavRscnYXq9HkOjrPZrIYlBwTMkCgZFRUVcB0RalT8bFAjA4E5QQJsIREEB9aOAAgoEs0FBYWEBorztcfSr1+cGBQQI6JSpjwoKaA2B/IYvEOPriKH+Xv63z3Q/YlAwf1XaMgSvtBb+EdNCEYOCZ0y0Cpuuk3Dt2jWuxoCCwXQoEMxVMN+g4E41BcXFxSjJTITMuv9OQQGtDRAFBbyJUKZBgSggoL4vKCBA8N8XYSmzH83VZRhnowweWAwK5q8uZ7cjr56tMLjQxKDgGVZbWxuCgoK4znsUDO4EBdT3CwUCMHiUUDAyPAiLc+RaH/1OGAo+fXAouG3RFRFQQGspZI8dQFh8DtfBk+nhiEHB/BRdGdY1uRndg2zZ74UmBgXPuGgGRic7CggIgI6OzmOHAgEYPAgU0I6UVHGXXXD4yz+IhALhKVMfHhTQWdTkN32Fqy6miM6uwrX8ToxPsg6FD0sMCuanChsHEJzXjmFuqXemhSQGBUycaH+DqqoqruaADhF8VFAgAIOHCQW0OYSqrb4KJ75/m8vIaeZPV1t7lFBwdvVHCLLV56ZUnZwYR05tP67e6MDYBIOChyUGBfNPEzdvIrq4C8kVvXQKA6YFJgYFTEKiQxjpMszZ2dmwsbHh5hWg/Q3mAgUCMKBQIACDxwkFtL+EmeTOB4eCaUAwHQpof4FTS/4C5V8XI8zZFIP9vUJDqPIbBhCS14GRh156uomh3i60dA9i/Bl7CDMo4GtsCM3NHRiYBwNZeofH4Z/VhtpOturgQhSDAqZZNTY2xjUtxMbGcoBAJw2iHQ4pGMxHKKBKCfOdGxQQIJgrFBz6/BUobP4G7rqyKMlMwujwEP9qwuJVqXbMWqU63FaNyNg0ZJR3grbETgw0ITm1AC0DvPgp9TYhLqUIrYJ+ipPjyPC2gqxjAlrus+/i6HAbkiMzkF/XDYoxo/3dyE5JRGhkImLSqtE33o/inBxci0lHSRtvytj+hlKkVT/Z0RMLCQomR4dQlpuO0IQSdI6QX2F8EJUFeVwNk5DGR1BTVIjsmq5bEFiTilNnDBHdwT++R431tSMjNRWhUanIquNdr6Mil/v9Q1OK0dY/hoH2akSR46gbDRgmFx4f6EZuSTV6hoT7yNR3jcAjtQVDrOlgQYpBAdNdRUvgfX19qK2tRUxMDNf/gE5jTGsO5hsUNNeU4+SS97mhhxQKxAkU0E6GoqCAW1xlFig4+NkrUNu7DE7qZ5B6zQ/VhTl3nV+9rGUIgTntGBwRVZwbRUGgIw6eUIbExetoIJn7SH0czpy7iKSZs7aWx+CwlBVSuvjH5PvvqC5BZnkrhu6npDhQCx+HACjJacP4ahEGbk6gNDoACoau8I0MguwZC4SkpsPCyR+eHq4w9sxDT0cFrA1dEFTbxz/Jk9FCgoL+1jKYK8hi7UEjhFaT73WoGd4XDaAZXMtPwddgJ4JszKERmH+rZqC/HWnphWi+HygcHUBBejz8wpNhpqaIM5axqCwvgNEFczhevQZVTUNYRNXgRoQbdG39oakXgJzWHhREBkPfLxmtM6CANhuEF7JZBheqGBQw3ZMmJydBl2fu7e3l1lZITEyEk5MTNxkSnQVRAAoUDh4XFLS3t/PfHXnODvTBRkGMA4C5QgEdSnj4y9e41dZk1n2CAEtNFGcmoLejFcODcx9yVd46hCsECgZEQMHN/lo46FrBNvIqFOWsEVc1iGEBFNSNoz4xACfkTWBwKRmNedHYI6YNKQ09iKl4ILWhB+XJl6HvFIu6rgoYyejhtIIBzK6WoK2tEKZkX0JeFye0Q9EsChomR9BW1wBPIyMeFEyOIyfACuJGV5BfmIRzZ00QFJsBM58Y5CSGQNs0EN4ePnCLryEo82S1kKCgLjMEGkYEurSMoBJQhslpUDDYXAlnCxOclLfG9ZJGAgUXcVBWF6cVDUjGfAM9PZWw1jVBcHk/0kL9ICunDzkDF6Q19SDJxxsy5D8grmSNSym1GJnZxHRzEkND5P9GSv91EQ7Yq0xgLzAAh+Q80TDZi9hLdpC0SkbqFUc4RmSQ63gh6EY8bI0Ckdcxiun1AfTU9glNaOhiTQcLVQwKmB6aOjo6kJeXx82B4OzszC1YRNc3oP0SKDDQJgcKCw8TCug0x9OHANLZA2P9nXHyq1dEQ8HHv4HY5y9BesU/oLjla+gf2wBH1VPIib2K3s5bcHE/qu0YRkB2G3pnlKzIu0JbQTyktb1R3NQCNyN9WF4vR3ctDwpik9IhdUYN/pWDqKiuRkN8CA6c0UV4aRM8TfSgHVqDwihXyBmHIS/SF3tVfJBU0YpBAgDjY/0oyclBQnQIJMUV4F3Cv+QMTQz2wFcABeS4oyoPqqdOYNmWEzh8MQHdpCQa6e8HDWMHGDhcgoFNAMITs5FZWI/emR/nMWrhQMEYwm2NoRtUiqoEHxxR8UVNLx8KAquQ6mEMCctI1A+2IPZ6PoECQ8h4ZKE2PxxSCvbIKC2G9jlluCbWwdbUEqYBqWgaotn1BDrrqpCSmgEXS0Ocs4xG08zmKIEG2uFqoAZ1z3zU1aRCnnxfnqkpsDcxwgnzBDSWpMBI3xa6Lv7Q1bGC89V0JKQWoHJa34GOgTGYR7EFiRayGBQwPTLRTou0RqGhoQE5JONKTU1FXFwcgoOD4e3tzYGDnZ0dt9gRXXqZLnikpqaGCxcucOs0CCxYppnOp0DTWlhYwMPDA/7+/ggJCeFqL6arvrwQenu+51Zck1v2HtS3fgHjo6thL38QAabKiPG2xY2EcG7UwPDgbE/Qe1dd5wjXAWtmGyzJkZEe7Iqd4rowtvGAvIwSTlhFk+vHcFAQFhmHU+JWyBrjF/MFzQeNt0NBDYEGd3cPyMobwSqqHCVJwZBXtoGjjweOHzs/Jyjon5xAVognlPVc4RbkjVMnjBBQ1MOl6ytJg77NJbg4uUPL9jJ09a0RX//kJmFaMFAwWA4VcVmIaTjDmsDytqMa8M+r4qBAI7AS4Vb6UL+UBW4NzWnNBw1FwlDglTeAoqw46MprQdExDCk3iuGoZwl9z0AY62pDejYoGO1GeoALThkHopy7SD8K4pPgGxAENSVVnHHKAlfB1d+KUBcvGJH/pJOuFTT0zKFz9dafKqq4CwllbKXPhSwGBUyPXbSPAu3ESEc5DA4OcuAgMK1tmGnaPNDT08O5v7+fe82dJggaHuhDeWY8KnOS0FB6A601ZehsruMWJRp7hLMMNnWPwjejFV2kNDVdY70tcDcyhZ5fEvJKKxAd7I3jco5IygjjoCA+ORNnpYwQ0dqPorIy1EQHzwoFOQkpSGrsRKK/C2SsoxDnbg5J4xg01qXhzBkFeOd3I4Fk9HZRtZiYYiXyffd3w8fQCEZhhegdHYWXphI0vbPRNUkyq6PqsIhrIL9LE3x0nRFSVotQe3e4JtXCx8YAIcVPbta6hQIFXVmXyW/qguulVSgqzcdFkhGrukTDiV9TkOFlCTmHBDSP1ONqSO6sUOCS0oEbBYWoqCuGkbIWbC/HQPmsBcLrWxDvYYrTBAoaam/A2NQbuVNdbUY5eBRXckVmTQ+B6JvcPUhheqS9Dva6ZrBNrsH4zRGUEli29kxFeXMWLmr44WqoL5R9s7izjE/chHVsI1dbwLRwxaCAiekhqbV3FN4ECmY+NHvbymBvcQlx5Z1c++xwaxVcbVzhHx+Di5b+yG8HquL9cFbFDGb+GWitzIau+RUUtnfguq8n3FOaUZ11DTY+qWhuKoHeBRNIKjkhKL8J3d1FJIMxIse20LlohWv5dfAjGbp3RjOm5lDqK4elrgVJQ9MZweBaOZrKk6HPP9b1zkMfhlEQfhlOibyq4cbsaKhrmcDAJQ23unE+fi0MKBhCDgE1fe9c8j3zVB0fAH27y3Bxv0TgqwUDbbVws6C/hz2S6jqRFBQA18QqtNekw9wuBCV1tXC3dMD18l6khPrhPPnd1C3i0IheJPn5QE7JBPKa9rANT0dpehjUTSJQOci71vhAF6552k79/pIG5L+YkAxjE0tyfBGWQTnoIH/ZgY5KeHuForB1BGPDAwiyp+ndEdPAq0WqbB+GV3oLxsaFa+aYFpYYFDAxPSR19I/hUnor2sn2yegm+tpqkJZZgu4nV+P/ULVw+hQ8Lo2gLCkWuY/gURlT0o2Esh4Cm8/YZBnPmBgUMDE9JNG+BJ5pLVyNAdPDEYOC+SE6zPZyTjs3woZpYYtBARPTQxKd6c2DQEELg4KHJgYF80N0wiK/rDa2ANIzIAYFTEwPSXR6Y9eUZjQulLr7eSAGBfNDWTV9CL3RwZoOngExKGBiekgaHb8Jl+RmNJBSFdPDEYOCJy8KAnSobUHjwxu+yzR/xaCAiekhiZahnBKb2EIxD1FPPRTcnMTw4BAGR0VNNfl0aHRiEqbX60XO1HlPmpzA0OAgWzNhnotBARPTQ5RbSjPq2BSwD01PDRRMDKGmtBRJablIpM6pQgedxKq3CW4mZjCIqnxqV7jMrevnpu+mGumsR0pmIUoa+0ARYay/FTcKq9E98y9PwrPya9A9vQtCZzWsdExgntLID5hnmhhBQ2U5cqp5kzON93ciP68KnWOj6GioRqrgt80sQXX7IEneiUxBGHF2LW/o5tMuBgVMTA9RpS2D6H/QEhXTlJ4aKBiog4O2Fg5qeMEnKBiampbQ9kjHwOgACrOykUEyjKehfEybvmhTAV0FUWDdq7Wo42q/RlAQYIudYsqQtU9EK8nwe8oiICVvh4xm3uunVBqB/WftkTE9nxzuRW5aFnKantxkWHfUcAt8LQxx3C6TO+wtTYK0hBWSezqR4GuDPdIWcPS9CktrOygaXUVJSTQO7ZeHim0IfBwscVA7GHULYHAGgwImJqZ5q/kCBf3DEzAMr7/NNR38IjIfCmR9y8jBOHryoiAmoYGwsl4khfjALrIKjYUpcLDyg565Oc5qmMM1LBaaCgaQck1Hc2UK9OjCVsQaHtno7aqBq10wLJ3MIKHmjKCcZm657f7WWriY8dKp03SdgnQWMPHKwn2urMxpsrsZbQ5SKDA5hVyjk5yL4sJR2TbEzYKIQfIZNS7CLDAAcsquyGoaEYKCtoxgnFYwg3lgNtrzI7D9iA6ktQxwWi8IZT3keyIl6yg/TzjFN3GfV5f/eZ3jUmHM35e3SeRN9fwIRGdxpMvAz3RLSwsvgQAKbDO4fhQ9JYlCUCBmcA2t/eMYbiqEwQUt6Lj7QOyEDgLye9GV5o/90rZIXwAzQDMoYGJimreaL1DQNTiOQy7lt7mgkT9toBAUEPUUQ+usEoyvlyPE0QwqlwpRRTMOKRvEVzbDX1sF4gZhqC7PhLSkLoKr+lBVVo4bqaE4eVoH4WnF0Fa+ADOSgWaGOkLeMhrN/RNIcjODomsy2toLcF5SA86hyVy64+55vOs+gCZbK9Gv8YOQx9J8+bE30ZYXjVOavqhoroeNHsnMk2rRVsqDgpSkZPK+VRFYO4SC4nI0xl3GrjMGiCqpg6OuFoyj24GhFviYG0L9SiViXc2g7BSPyu5hjI0OoLacfPb0cEiRc1wu51/yIYtCgY+Pz22uqanhJeBDweYjF7iZH0+dVcX6naYzoGBiKp2YuhkO7JDE3jPq2L5XGR5FT3aZ8YclBgVMTEzzVvMFCjoJFOxwKL/NeQ2zQEFLLuSlFGCbVC8EBec0LqGQFOdj7DVx3jUXfQQetM8q4rypL5Q0rGFuZ40DJ7X5UGAE9/yWKSho7B2Hu64yTK+WYxhdsFVVh+mlSF66wgcvok62lmFQ+WMhjye78yIn+pEc4IRfz5jC1TMAKudVccY5BbUFJCMnUBAREYljJ+xQwEt9q/mgURQUVKEpPx46msaQNfaEg4snFJUtYOZgh0PHlB4pFHh5ed3m6upqXoK7NB9MQUF/A1yNtSFhaMfVFFzOrkGwlT6kLNMeWS3H4xSDAiYmpnmr+QIFHQPj2GhVfJtz6vjD9ISgYAA5QR7Yc8YORR2dd4UCLQIPe8X5qyRWxeCghKCmQBgKmvomEHxRHUpuqWjvLILqOW34x+Q8PChoLkGf7F+FPJboxMWNdTfAWd8U2t4xSMrMRYC7Iw4reCAtPYiDguTEJIifNkVS3zCKy6rQnHDljlBQm5uO/NpKuOuoY9VWacjZJKGtLgUnzzzamgIXF5fbXFFRwUswJygYQUN+NKTPGJN8KYgHBQV96M+6gr0EmOL5LRFPsxgUMDExzVvNGyjoH8Nq09zbnFXLrzIeaoa/rS2Oy+hBQkEfJ0yCUNTQh5ujPYgNcId5WAXqb0RA3zoMFST/TvOzgXFgCQb6KmGrbwbrkBhcOKeL0+ctoWZui8QbJPyiM4LLOlAQFwBjLwICQ0B3XSmsDXRwSl4XqgGFGGvjp6t48KrriaZidEi+LeThOHsScxNd9Tdgou+KmMoursNkf10+ObbFpahr0DX2RX7rOHID7SEubwqTgAy0FidCXs+PhDcjwN4WLqldJNPtwDUPJ1hF16M6IxTy8gYQP+uCa4Xx0DyrQz67BZQNTHG9lns7D10UCmxsbG5zWRm/dmekA+GeTrjgy6vv6K/Ohp7WJeT09SAr3BsS0to4rWCAk1rOCMluxmhbDlTV7HC9nIDhRC0s1SzhlvYklw97OGJQwMTENG81bzoajozDKLz6Nld3LJy1ACa7m9DjKS3kkZJ4fuzTLwoF0dHRt7m5eebQiWdbDAqYmJjmreYLFDAxPStiUMDExDRvxaCAienxikEBExPTvBWDAiamxysGBUxMTPNWDAqYmB6vGBQwMTHNWzEoYGJ6vGJQwMTENG/FoICJ6fGKQQETE9O8FYMCJqbHKwYFTExM81YMCpiYHq8YFMymm5MY6utGQ0Mzaqkb29E9OAa6JHpJqDMUHOPQNMJLOt81OTaC9rZW1Lfy1kDH5Cg629rQM/P9T5Dw9k50Dwsv/Vt21QXy9rFofMSf9+bYIJpbOtE/yltkdrC7E209Q5iYGEZLUyvvdyDmPsfNCfST+HrB79PSjcHRB1yyeHwYra2t5Ht5SAvfc+frxMA4/5ioLckX0qZhqOojv0lrO3rbm+BlYQPLxFrymfiJRKmXpLOcQ7r7Fvm/93Txv89WtPcOP6Lr3JsYFDAxPV4xKJhN44NIDrDDzuM6UDd1gYqOOTRs41BLHuaN2XG4FFOEbrqW6bzXTXSUpEJNRhbrJVxRRjP23jIYyCnBJX/GCu/t5TBWN4Z9tvD33JxDPm90Iboe8ecdqo2F2GkjhJXw1luPczCEklMaOrpyIC0mBzE1Rxha2UD8nD0i84rhZ2uC7SS9gak9TilbwCezCeMPkpHVZ+GslCyc8qbl4g+i+mxyPn1cbboFK72lqXALyyGwUAiNsyrwzulGUvh1RJS0g65OO6uGSLqIOaS7L02it6UcLibWUDdzgaaOBRRN/ZDdMoj+zjqkZ1ehe2jGf+UxiUHBLU121iI2owKdgvtwfAS1xYXIqe268/9+rumYmIieaSgYHZ+ER0qrkLNqeRmSAArE9MPQ3DeG3rocaCvqwCy2Hq1lqfAJy0Jzay0CPOIRdM0f+hZuCMjKhzfZ6nsnor67Dv6WZJ8euyaiub8fBfEJ8PC7AjN7T1yKr4FggtT0YHeR6axd49HET3MnjSS4YzjMdMqjyd78GKLJEeRG+EPX0gHnTmrDo3BACAqGW6vg63UJ5i7XUVnLgwIZU0fo2wUiurANNHtsr0iDT2gmmgfaEebkzb1Xj9hUBLvwPre+03UUtg5wtSh3UmNjI7KysoRcUDC1rtodoUDmtBocM3pI6ABu+NrhgKIFdPRMIGaVgpGuZrgZ6kE7tBhDd6ss6EkHKrSEPcqfr1wABendyIpOgFeAP4ztvBGQUgfKUmOdZfDziIH3FV/uc4eQ39uNfv6ALHT19CDGn/d7m3hngpuJng8Fqrau0He4hsy6HlLgv4FLlxNRW8eHgoJ+5MRF4Ep6M7pai3jnI7YKzEd/fxsigxPgG+QDl4AURM2Wjl7rLvKIqINNYLWQs0r5i+iM9CLmkjVOmUSgeXACw+0VsNTQhKJ/GvxMtbD9iBoU7RJRnJUIB49Q2LheQ1H/CPqbq+HvQd6HpQc8Y6vJ/7kHaUHBMCTvyyEkHU1zeWN30VMDBb1NCAkIwLUS/gJJDypyvtDL4UhpvDWN8lheIPaed8eNtlZEBlxBfFErgmxIYYX8Bwbu9L8f7ELwXNLdVSMojQuHMfdc80ZwdgNGngwrMj1CPdNQMDAygaOu5UL2zWznRQpBAckah1rha2mIE/aZqEj0goxuAEorsiF1QgMGYdm46mSOA5IXEZGRBxPdi7BJrkRdWSUKshOhoaAJ5+RGhDsYQ8IqEplJQZBUckQW+TjjpVE4Lm+HqLwcGF3QgW5QAZduvZIHssraMMp7N3fUoM0h9GsunfKQ00l+DDn/QCe8bWzgkliBaEc9yDjnoLeHDwWp7Qh1NIOMYwJyS7MRFZJEoEAdqv65iPa3h6JVNBrJM64q+RJkdPyQFheGk2pkW1GHpu5eNFXXoiAvE1YGhtAJrrxrCTY/Px++vr5CDgsL48fyoGDfTinslaKLyhjgwBEFEVAADFdH4chReRw/q4nNh1QgflYLMiaByG8fuSuYoNkVSPmXsAdLeXECKEhuRoClPqQd45AW44uzGp4o6CDXrYvDITE9OMfmIsBYCweV3BGfkgwFRVNYO7lAUscbyXkpUDmnBftMkuFyUKAI9SsZ8HOwhKR1PKqygyGt7ITsUj4U5LUjyM4EKj4lGBrqRVUp+c+kX4OUtAEisythpqmFncZX0dJIAFREOmmabg4LyBzRy8MmhQwhe0c3cnFjPS1w0dMk77MAhAmAm124ansRe42ikR/nDQl5Z8QWdaA42AZrJS0RnFGLwaEBxHvZQ9U1BnmZ18hvYIErEVGQVaNpq1Df0YcHbc2hmj9QQHK/MfKbzvRNfq1SazG0lBRhENuBseFh9A8MorevH/3D47z/5OQ4BvqHMTg4gJ7efgyOjGKAbHsGRjBBbpyRQbJPj0kartmGnI+ufuiY1YievkEMj01gcqgb5TUt6O+qgJmSKuwz+gkgNqOuYwDj9Pz09dw5Rsi9OImRoWEMkOv1kdd3zJaOvje+Jsn76BscF/LoGD/FzREUxweT55Yb0qubkBcfgfOyuvAtbEVxaii0zMNQ0jSA0RHeZ+/rH+JqJSbHx8jnptcbwAD3XZCCCImn1+8fGp0XTVRMwnqmoaCfQMEuh3Ihe6TPAgWDLbhkro+TTjlCUHBeUguhlaTAed0Dhy9cQftwGwKsjSFnEwR1yQs4q2WEvQelYB7TQDJ7C1zwy0FzeTQkZS2R0kQySj8jHDNLQTcpASc6m0HMMpZLp0rS9c6xFnvYfAsGlT+Z8rDdXn4MKRg3ZEFGUgOmvomI8rTGrvMuyKws4qDALq4OdlomsEutAVcjKWg+yGxCfqQL5EyvoY4UeQVQUFJwA9r6ZpBUsYd/QgrMFHUgqW2GoydkIO9XdlcoyMvLu20t8+DgYH7sXGsKSLryCBw8poCTMtpcTUFdbgSkz1shqrxH6CEnUk0WQPLzwh7k11YIQcFFaIcWof5GKC8Tb+VBwZlz5kgieWmBvwmOmSSie6AGtpoaWPXrWSh65JFSey+CjbQgd4X8KaaaD/qQEeqOXYoBKEkPnBUKKjMjoSSrDTkNPewSU0FQGoUCY9hmtJBCmnA6xenp+Cu/3kk71HOx/Gy6kF0jeFAw3tsKd0MtqPjf4PV/mOhAiI0Z5L0KUJ0bAtkL3ihqHUV5iAMkzMJRSwqvI31dsNbWhFNiLYZGm2GooAXX0GS4ONlDXNIIXgQcuh5Ck8O8gQJam5Ty2e3uTubFC6Agog6xrtYQv2AOFW1tnNYn9xAt7Hdk4uzxi9C0scapU3I4a+0LfZLp71F0RFx2IYxUFCF5wRC7z1ghvoGQOAcFujiiYoDT5w1gcCUPnbUJkJAyQXwxHwoI1Mf5WEOR3CMtHRVw0LWGsqYBdkvZo6CxCe4mljiqqg8j23D4zJZuWm1ObesQtitnCDk0mbcW8GR3I5wNNKEYUASuy89wIzwMdHHcNhLOWirYclgVMuTZFedni12SBlAwIM/HwSEUx4VATpUURlR0IG12HRVNBTBWMIYseQ8WV9LR8pAqVpgenp55KNhkXSJklxT+NYSgYBTtFSlQltGHQ2oTKpPuDgViJ1VwQD4Y1R0l0FNSnhUKqq/Z4IBaEKrIg9nPRI/AAK0puDcoGDRejX65v015yHIrPwYov+6GYzK2cAiMhJefHyQkteF5PR46BAocExvhbmQG0+gK9BDoKUrOuCMUZOeWo6C5GaGOFti56wTW7rVDUX8TPM10oDAHKMjOzoarq6uQAwIC+LFzhYIeJNib44i6I4yNeM0HQx2NcNTWgEZQ0V2bDyYbjTGe8JyQbw7k8SIfAAq2HyIPdYtYNPXWwVZVDReTSSmSgwLy8CalvQR/e5wyjUFFVsisUBDrYARFx1S0N9B15dVnhQKaTsGBl+4UTTcHKNiolIVvT6UI2fFqPS9yjDYfWOGIYSTJyCcw0FQMY5IhOZD/wWxQMDbQA1d9TRiS76irPZ/AjCH84spQ2tqKpMvukNJwQnr9MO/8D6D5AwXkZk1+/XZ3x/DihaDAFOecktBUlYgzUqaIp18zgQIJcU145XYh77Id9su6o6ytHs5GRhA/q4qjuuGo72+Br6E2ZPzL+VCgBcPYGtyI9sJhZR+U5EfNCgXtPZ2IJveSrZ09Dh85B880CgUGEHdJw8hw7+zpinlvn6q6eQg/y6QL+XICDwpG2mtgqa4J/cgKjHH3eQeCzYxx2jkTJSmXIaN1BdWdI8j1s8Be7cso7Rwlf6tWuBgbwyqmAp1N2ZCTM4bf5SCckDWBA21+ffC/B9Mj0DMNBX3DE1hrdkPIjon8ZTT5ULD9gCJOyOlDTJmueV6InuHxOUGBgqMvzu5VJBmyAQ6fOgfLONFQMNbbBms1ORyW0cR2FU+U17ffMxT06C9Hp/Q7U+4128CP6Ye/niaU3LJJ+ZUOLugjDx0NqFh7QkFaCS65IyghJH9WXh1ntV2RmFN4RygoKMjABVVjHDujD11PH6icUsdROQOSkctDOejuUJCRkQE7Ozshe3vf6v9wx46GR2Sw44wuJEiJdL92EKprqxFgy4OCibF+JPo7YL9WGLoG7/yljdYZoy/6OSFP9D84FKh7pMJQWQFiMurYqRXIrX3PgwILKBhrYr+kMVyTa9FcGDYrFFRkBUPiiCrEpQ3I96o6KxTclm4OULD2fBq+PB4vZLuQGn7sJPqb8mGoYYRT5/XJeY2g75WIhpExtFdm44LMeRzVuYqkK3ZTUHBzcgIVqZFQULyAEzJqkHHNRFdTCWxMrCB+ThcqNtFo4I8ieRDNHyiox0Ti/3Wbb3aF8+KFoMASSp7paK0VhoKz5P8bXg2UXXPCEc0wdAw1w/uiAdZsPYlTVukEd/sRa2sIcbd8PhQYwb2wHcXJATgo447C3MhZoSD7qhfOavoiLjMacuR+5EGBGQyuk0yc3PezppsGBRWNg1h8OlXIPjG8Xk2TPY1wNdSEvF8RSFmK3KwNcNPXgV5E/QwosMZZWwLHI6SwQmDdVFMPlzIb0d9XBW0lffilVKGiPBcap2UhZROByqlek0zzRc80FNAhbGe8ioUclPNwr/E41ONyEp3G66fcc+kcP2Z+iXYq9Pf3F/K1a9f4sY9Hw83e6Er7TsgTg3PIVZ9ySZnnEZjKFPKVRN4Dfz5rvkDBzZF69EQ9d5vHO/n/3weAglOKljitYIWghDioKhsgsGSUDwWakHaKhJ+LNdSck9FclTgrFGRddYOEqg9iY8NwXEJ2Vii4LZ0QFAzgi2NxQvaMauDHDiH/uj+OqHoh80YZ4kKDoUC+89TOPlRmhkHugjMicxqRMQ0Kxge6CchehIpzBGIifEjBwhfpKZnwjc9F/PVQaJvTGgUGBfNNzzQUMDExzW/NGygYJ+X4UpnbPCHopNrfhujwcMSVdaMyKwXhOfXo765GUHAiqmir12ADQoNiUdoFtJdmwi+6BINjfchLikNUYSeyIy/Dzo04sghjtPcdOV9MRAauRgXDzjsK6VVdGOvjn6+tA0nhkUivG0BVXirCM+vQ29eAYPp6t6vwCQpBTl0fshOTEFfegYmJkdnTTXukdvSOwtSvQsjZ5d38WKKRTiRFRMKee30EUqo6uNFJtEYgPOgy7ANzUZafitC0StBuWFR0hErIZZLeKxSRxeTDD5PPFXKNvD4M13MapkZgMc0fMShgYmKat5o3zQdMTM+IGBQwMTHNWzEoYGJ6vGJQwMTENG/FoICJ6fGKQQETE9O8FYMCJqbHKwYFTExM81YMCpiYHq8YFDAxMc1bMShgYnq8YlDAxMQ0b8WggInp8YpBARMT07wVgwImpscrBgVMTEzzVgwKmJgerxgUMDExzVvdCxR8uV8L1v5xzMzMD+B/blV+eqBgh6I9Dmu6MjMzPyP+dI/GnKDgnJk/3l0vzz0nmJmZ79/vb1CAmn0I/856tLpvKEjKq8CGc1ZYctyImZn5GfNcSi2Dw6Po6h1kZmZ+UPcNYmhklH9nPVrdNxQwMTExMTExLSwxKGBiYmJiYmLixKCAiYmJiYmJiRODAiYmJiYmJiZODAqYmJiYmJiYODEoYGJiYmJiYuLEoICJiYmJiYmJE4MCJiYmJiYmJk4MCpiYmJiYmJg4MShgYmJiYmJi4sSggImJiYmJiYkTgwImJiYmJiYmTgwKmJiYmJiYmDgxKGBiYmJiYmLixKCAiYmJiYmJiRODAiYmJiYmJiYi4P8Hw/KOdNEeOkQAAAAASUVORK5CYII=" 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<span style="font-family:Arial; font-size:9pt">Al 31 de diciembre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, los vencimientos de la deuda a largo plazo son como sigue:</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Año</span>
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<span style="font-family:'Times New Roman'; font-size:8pt; font-weight:bold">Importe</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">5</span>
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<span style="font-family:'Times New Roman'; font-size:10pt">$</span><span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">25,339</span>
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<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:143.05pt">
<p style="margin:0pt; text-indent:-7.1pt; text-align:center; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">6</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">415,974</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:143.05pt">
<p style="margin:0pt; text-indent:-7.1pt; text-align:center; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">7</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span><span style="font-family:'Times New Roman'; font-size:10pt">23,888</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:143.05pt">
<p style="margin:0pt; text-indent:-7.1pt; text-align:center; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt">202</span><span style="font-family:'Times New Roman'; font-size:10pt">8</span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">22,852</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:143.05pt">
<p style="margin:0pt; text-indent:-7.1pt; text-align:center; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:-7.1pt; text-align:right; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:143.05pt">
<p style="margin:0pt; text-indent:-7.1pt; text-align:center; padding-left:7.1pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
</td>
<td style="padding-left:5.35pt; padding-right:5.35pt; vertical-align:bottom; width:74.35pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-indent:1.7pt; text-align:right">
<span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">$</span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline"> </span><span style="font-family:'Times New Roman'; font-size:10pt; text-decoration:underline">488,053</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:center">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los contratos de préstamo establecen cláusulas específicas que se refieren a la venta de activos, inversiones, financiamiento adicional y los pagos de la deuda, así como la obligación de mantener ciertas razones financieras específicas, en caso de su incumplimiento, daría lugar a un incumplimiento del contrato permitiendo al acreedor requerir el pago anticipado del préstamo correspondiente. Al 31 de diciembre de 2023, la Entidad ha cumplido con estas condiciones. Las razones financieras requeridas y/o permitidas por los contratos por el período que terminó el 31 de diciembre de 2023, son como sigue:</span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:37.15pt">
<tr style="height:2.8pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:159.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:58.95pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:141.65pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:159.3pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:58.95pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2023</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:141.65pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Requerido / Permitido</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:159.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Cobertura de deuda de corto plazo (1)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:58.95pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">3.80</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:141.65pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">1.2 (mínimo)</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:159.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Cobertura de deuda total (2)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:58.95pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">0.47</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:141.65pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">3 (máximo)</span>
</p>
</td>
</tr>
<tr style="height:11.25pt">
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:159.3pt">
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Índice de liquidez (3)</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:58.95pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">1.52</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:141.65pt">
<p style="margin:0pt 1.7pt 0pt 0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">1.2 (mínimo)</span>
</p>
</td>
</tr>
</table>
<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 63.8pt; text-indent:-21.25pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(1)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:9pt">Cobertura de deuda de corto plazo – significa, el número de veces de la utilidad de operación más la depreciación y amortización menos las inversiones de activo fijo no financiadas, dividendos pagados, impuestos del ejercicio pagados en efectivo sobre los gastos financieros, más la porción circulante de la deuda a largo plazo.</span>
</p>
<p style="margin:0pt 0pt 0pt 63.8pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 63.8pt; text-indent:-21.25pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(2)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:9pt">Cobertura de deuda total – significa, el número de veces de la deuda total sobre la utilidad de operación más la depreciación y amortización.</span>
</p>
<p style="margin:0pt 0pt 0pt 42.55pt; text-indent:-21.25pt; padding-left:21.25pt">
<span style="width:21.25pt; text-indent:0pt; display:inline-block"></span>
</p>
<p style="margin:0pt 0pt 0pt 63.8pt; text-indent:-21.25pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">(3)</span><span style="font:7.0pt 'Times New Roman'">       </span><span style="font-family:Arial; font-size:9pt">Índice de liquidez – significa, el número de veces del activo circulante excluyendo cuentas por cobrar </span><span style="font-family:Arial; font-size:9pt">intercompañías</span><span style="font-family:Arial; font-size:9pt"> sobre los pasivos de corto plazo.</span>
</p>
<p style="margin:0pt 0pt 0pt 18pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </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:Arial; font-size:9pt">La deuda a largo plazo se integra como sigue:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:25.45pt; width:460.7pt">
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2023</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2022</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Garantizados - valuados al costo amortizado</span><span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:center; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:35.5pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con garantía hipotecaria constituida sobre activos de la división inmobiliaria y vencimientos mensuales, devenga intereses a la Tasa de Interés Interbancaria y de Equilibrio (TIIE) más 2.5 y 2.75 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">16,832</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">22,953</span>
</p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">No garantizados - valuados al costo amortizado</span>
</p>
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en cuenta corriente en moneda nacional con vencimientos mensuales, devenga intereses a la TIIE más 2.3 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="width:2.85pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:2.85pt"></span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">31,533</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="width:2.85pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:2.85pt"></span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">-</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0.7pt 0pt 0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:35.5pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en cuenta corriente en moneda nacional con vencimientos mensuales, devengaba intereses a la TIIE más 1.85 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">27,715</span>
</p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:35.5pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a la TIIE más 2.52 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">2,074</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">3,852</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">5,630</span>
</p>
</td>
</tr>
<tr style="height:12.3pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Créditos simples en moneda nacional con vencimientos mensuales. Devengan intereses a la TIIE más 2.5 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">132,358</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">217,346</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">22,043</span>
</p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:35.5pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Créditos simples en moneda nacional con vencimientos mensuales. Devengan intereses a la TIIE más 2.63 a 2.90 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">69,277</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">40,203</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">65,941</span>
</p>
</td>
</tr>
<tr style="height:3.65pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a la TIIE más 1.75 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">50,054</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">21,974</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">22,941</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a la TIIE más 3 a 3.60 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">30,545</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">53,656</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">93,500</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en dólares estadounidenses con vencimientos mensuales. Devengaba intereses a London Interbank </span><span style="font-family:Arial; font-size:9pt">Offered</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Rate</span><span style="font-family:Arial; font-size:9pt"> (LIBOR) más 4 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">22,638</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en dólares estadounidenses con vencimientos mensuales. Devengaba intereses a London Interbank </span><span style="font-family:Arial; font-size:9pt">Offered</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Rate</span><span style="font-family:Arial; font-size:9pt"> (LIBOR) más 3.65 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">4,528</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">10,037</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a tasa fija entre 14 y 14.88 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">6,269</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">7,505</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a la TIIE más 1.70 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">25,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">Crédito simple en moneda nacional con vencimientos mensuales. Devenga intereses a</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt">la TIIE más 2.00 puntos porcentuales.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">56,930</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
</tr>
<tr style="height:9.25pt">
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:top; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Emisión de deuda ante la Bolsa Mexicana de Valores, devenga intereses cada 28 días a una tasa de TIIE más 2.8 puntos (ver inciso b).</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">392,083</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">-</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Emisión de deuda ante la Bolsa Mexicana de Valores, devengaba intereses cada 28 días a una tasa de TIIE más 3 puntos.</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">-</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">300,000</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">300,000</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">796,123</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">665,896</span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">593,398</span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr>
<td style="padding-left:2.9pt; padding-right:2.9pt; vertical-align:bottom; width:199.75pt">
<p style="margin:0pt; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Menos: pasivo bancario de corto plazo</span>
</p>
</td>
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<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(242,132)</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(279,220)</span>
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</td>
<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">(116,440)</span>
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<span style="font-family:Arial; font-size:9pt">Menos: porción circulante de la deuda a largo plazo</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
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<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(65,938</span><span style="font-family:Arial; font-size:9pt">)</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(346,427</span><span style="font-family:Arial; font-size:9pt">)</span>
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<span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(63,087</span><span style="font-family:Arial; font-size:9pt">)</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:9pt"> </span>
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<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Deuda a largo plazo</span>
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<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">488,053</span>
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<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">40,249</span>
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<td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:74.25pt">
<p style="margin:0pt 0pt 0pt 2.85pt; text-align:right; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline"> </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">413,871</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:9pt"> </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:9pt">Promotora Empresarial del Norte se encuentra en debido cumplimiento con todas las obligaciones en relación a los Certificados </span><span style="font-family:Arial; font-size:9pt">Bursátiles,</span><span style="font-family:Arial; font-size:9pt"> así como de sus obligaciones de pago de capital e intereses de créditos contratados con las instituciones bancarias de corto y largo plazo.</span>
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<span style="font-family:Arial; font-size:9pt">El siguiente análisis está basado en y debe leerse conjuntamente con la sección “Información Financiera – Información Financiera Seleccionada” y con los estados financieros consolidados auditados y notas a los </span><span style="font-family:Arial; font-size:9pt">mismos contenidos</span><span style="font-family:Arial; font-size:9pt"> en el presente Reporte Anual. Los estados financieros consolidados auditados de la Compañía correspondientes a los ejercicios sociales completos han sido preparados de conformidad con las IFRS. Ciertas cantidades y porcentaje incluidos en este Reporte Anual han sido redondeados por lo que, en dicho sentido, las cifras expresadas para el mismo concepto ubicadas en diferentes secciones podrán variar en proporciones menores y ciertas cifras referidas en contextos diferentes podrán no expresar el resultado aritmético exacto de las cifras que se mencionan en esta sección. Ver “Información Financiera – Información Financiera Seleccionada”.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Ventas Netas</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<span style="font-family:Arial; font-size:9pt">Las ventas netas a diciembre 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> comparadas con las de diciembre 20</span><span style="font-family:Arial; font-size:9pt">22</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">aumentaron</span><span style="font-family:Arial; font-size:9pt"> un </span><span style="font-family:Arial; font-size:9pt">28</span><span style="font-family:Arial; font-size:9pt">%, pasando de $</span><span style="font-family:Arial; font-size:9pt">2,</span><span style="font-family:Arial; font-size:9pt">537.8</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">3,246.7</span><span style="font-family:Arial; font-size:9pt"> millones. </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:9pt">Las ventas netas a diciembre 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> comparadas con las de diciembre 20</span><span style="font-family:Arial; font-size:9pt">21</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">aumentaron</span><span style="font-family:Arial; font-size:9pt"> un </span><span style="font-family:Arial; font-size:9pt">15.4</span><span style="font-family:Arial; font-size:9pt">%, pasando de $</span><span style="font-family:Arial; font-size:9pt">2,198.3</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">2,537.8</span><span style="font-family:Arial; font-size:9pt"> millones. </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:9pt">Las ventas netas a diciembre 202</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt"> comparadas con las de diciembre 20</span><span style="font-family:Arial; font-size:9pt">20</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">aumentaron</span><span style="font-family:Arial; font-size:9pt"> un </span><span style="font-family:Arial; font-size:9pt">17.3</span><span style="font-family:Arial; font-size:9pt">%, pasando de $1,</span><span style="font-family:Arial; font-size:9pt">873.7</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">2,198.3</span><span style="font-family:Arial; font-size:9pt"> millones. </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:9pt; font-weight:bold; text-decoration:underline">Costos de Ventas</span>
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<span style="font-family:Arial; font-size:9pt">El costo de ventas </span><span style="font-family:Arial; font-size:9pt">del 2023, </span><span style="font-family:Arial; font-size:9pt">en relación directa a las ventas se mantuvo a niveles del 58.</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">mientras que en 2022 fue de</span><span style="font-family:Arial; font-size:9pt"> 5</span><span style="font-family:Arial; font-size:9pt">5.3</span><span style="font-family:Arial; font-size:9pt">%</span><span style="font-family:Arial; font-size:9pt">.</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:9pt">El costo de ventas </span><span style="font-family:Arial; font-size:9pt">del 2022, </span><span style="font-family:Arial; font-size:9pt">en relación directa a las ventas se </span><span style="font-family:Arial; font-size:9pt">redujo</span><span style="font-family:Arial; font-size:9pt"> a niveles del 5</span><span style="font-family:Arial; font-size:9pt">5.3</span><span style="font-family:Arial; font-size:9pt">% </span><span style="font-family:Arial; font-size:9pt">por debajo del</span><span style="font-family:Arial; font-size:9pt"> 5</span><span style="font-family:Arial; font-size:9pt">7.7</span><span style="font-family:Arial; font-size:9pt">% del ejercicio 20</span><span style="font-family:Arial; font-size:9pt">21.</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:9pt">El costo de ventas </span><span style="font-family:Arial; font-size:9pt">del 2021, </span><span style="font-family:Arial; font-size:9pt">en relación directa a las ventas se </span><span style="font-family:Arial; font-size:9pt">redujo</span><span style="font-family:Arial; font-size:9pt"> a niveles del 5</span><span style="font-family:Arial; font-size:9pt">7.7</span><span style="font-family:Arial; font-size:9pt">% </span><span style="font-family:Arial; font-size:9pt">por debajo del</span><span style="font-family:Arial; font-size:9pt"> 58.</span><span style="font-family:Arial; font-size:9pt">5</span><span style="font-family:Arial; font-size:9pt">% del ejercicio 20</span><span style="font-family:Arial; font-size:9pt">20.</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:9pt; font-weight:bold; text-decoration:underline">Utilidad Bruta</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:9pt">A diciembre 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> la utilidad bruta </span><span style="font-family:Arial; font-size:9pt">aumentó</span><span style="font-family:Arial; font-size:9pt"> en $</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">23.7</span><span style="font-family:Arial; font-size:9pt"> millones comparado con el mismo periodo del año 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">, pasando de </span><span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt">1,133.2</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">1,</span><span style="font-family:Arial; font-size:9pt">356</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">millones</span><span style="font-family:Arial; font-size:9pt">.</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:9pt">A diciembre 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> la utilidad bruta </span><span style="font-family:Arial; font-size:9pt">aumentó</span><span style="font-family:Arial; font-size:9pt"> en $</span><span style="font-family:Arial; font-size:9pt">205.2</span><span style="font-family:Arial; font-size:9pt"> millones comparado con el mismo periodo del año 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">, pasando de </span><span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt">927.9</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">1,133.2 </span><span style="font-family:Arial; font-size:9pt">millones, </span><span style="font-family:Arial; font-size:9pt">mejorando así</span><span style="font-family:Arial; font-size:9pt"> el margen bruto al </span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt">4.6</span><span style="font-family:Arial; font-size:9pt">% comparado con un 4</span><span style="font-family:Arial; font-size:9pt">2.2</span><span style="font-family:Arial; font-size:9pt">% del año anterior.</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:9pt">A diciembre 202</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt"> la utilidad bruta </span><span style="font-family:Arial; font-size:9pt">aumentó</span><span style="font-family:Arial; font-size:9pt"> en $</span><span style="font-family:Arial; font-size:9pt">151.7</span><span style="font-family:Arial; font-size:9pt"> millones comparado con el mismo periodo del año 20</span><span style="font-family:Arial; font-size:9pt">20</span><span style="font-family:Arial; font-size:9pt">, pasando de </span><span style="font-family:Arial; font-size:9pt">$776.2</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">927.9</span><span style="font-family:Arial; font-size:9pt"> millones, </span><span style="font-family:Arial; font-size:9pt">mejorando </span><span style="font-family:Arial; font-size:9pt">así</span><span style="font-family:Arial; font-size:9pt"> el margen bruto al </span><span style="font-family:Arial; font-size:9pt">42.2</span><span style="font-family:Arial; font-size:9pt">% comparado con un 41.</span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt">% del año anterior.</span><span style="font-family:Arial; font-size:9pt"> </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">Gastos de Operación (excluyendo depreciación y amortización)</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los gastos de operación representan el 2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">% de los ingresos en diciembre del 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, comparado con 25.</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">% para el mismo periodo de 20</span><span style="font-family:Arial; font-size:9pt">22</span><span style="font-family:Arial; font-size:9pt">, pasando de $</span><span style="font-family:Arial; font-size:9pt">637.3</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">748.5</span><span style="font-family:Arial; font-size:9pt"> millones debido al esfuerzo y estrategia por incrementar la rentabilidad del grupo. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los gastos de operación representan el 25.</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">% de los ingresos en diciembre del 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">, comparado con 2</span><span style="font-family:Arial; font-size:9pt">5.2</span><span style="font-family:Arial; font-size:9pt">% para el mismo periodo de 202</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">, pasando a $</span><span style="font-family:Arial; font-size:9pt">553.6</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">637.3</span><span style="font-family:Arial; font-size:9pt"> millones. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los gastos de operación representan el 25.2% de los ingresos en diciembre del 2021, comparado con 24.59% para el mismo periodo de 2020, pasando a $460.6 millones a $553.6 millones. Los gastos de este año consideran otros gastos no recurrentes por más de 22.4 MDP en los cuales se incurrió para una reubicación y un cierre de unidades restauranteras no rentables, lo cual si aisláramos este efecto tendríamos gastos operativos del 24.2% </span><span style="font-family:Arial; font-size:9pt">parámetro por debajo del obtenido el año anterior.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold; text-decoration:underline">EBITDA</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A diciembre 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> la EBITDA presentó un incremento de $</span><span style="font-family:Arial; font-size:9pt">111.6</span><span style="font-family:Arial; font-size:9pt"> millones comparado con el mismo periodo del año 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">, pasando de $</span><span style="font-family:Arial; font-size:9pt">495.9</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">607.5</span><span style="font-family:Arial; font-size:9pt"> millones</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A diciembre 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> la EBITDA presentó un incremento de $</span><span style="font-family:Arial; font-size:9pt">116</span><span style="font-family:Arial; font-size:9pt"> millones comparado con el mismo periodo del año 2020, pasando de $3</span><span style="font-family:Arial; font-size:9pt">79.9</span><span style="font-family:Arial; font-size:9pt"> millones a $</span><span style="font-family:Arial; font-size:9pt">495.9</span><span style="font-family:Arial; font-size:9pt"> millones, y pasando de un 1</span><span style="font-family:Arial; font-size:9pt">7.28</span><span style="font-family:Arial; font-size:9pt">% contra un 1</span><span style="font-family:Arial; font-size:9pt">9.54</span><span style="font-family:Arial; font-size:9pt">% en relación directa con las ventas para ambos años.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A diciembre 2021 la EBITDA presentó un incremento de $64.3 millones comparado con el mismo periodo del año 2020, pasando de $315.6 millones a $379.9 millones, y pasando de un 16.8% contra un 17.28% en relación directa con las ventas para ambos años.</span>
</p>
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</div>
</body>
</html> </ p >
<p style='font-family:Arial;font-size: 8pt'><html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" />
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El activo total de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> al </span><span style="font-family:Arial; font-size:9pt">31 de diciembre de 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt"> es de </span><span style="font-family:Arial; font-size:9pt">$</span><span style="font-family:Arial; font-size:9pt">3,179 </span><span style="font-family:Arial; font-size:9pt">MDP, al</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">31 de </span><span style="font-family:Arial; font-size:9pt">diciembre</span><span style="font-family:Arial; font-size:9pt"> de 20</span><span style="font-family:Arial; font-size:9pt">2</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">fue</span><span style="font-family:Arial; font-size:9pt"> de $2,</span><span style="font-family:Arial; font-size:9pt">824</span><span style="font-family:Arial; font-size:9pt"> millones, </span><span style="font-family:Arial; font-size:9pt">y</span><span style="font-family:Arial; font-size:9pt"> al cierre de 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt"> corresponde a $</span><span style="font-family:Arial; font-size:9pt">2,3</span><span style="font-family:Arial; font-size:9pt">50</span><span style="font-family:Arial; font-size:9pt"> millones.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Fuentes de liquidez</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Nuestras principales fuentes de liquidez son el flujo de efectivo de la operación y los préstamos bancarios.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se refleja un resumen del flujo de efectivo por los ejercicios que concluyeron en 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> y 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:427pt">
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2023</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2022</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">2021</span>
</p>
</td>
</tr>
<tr style="height:26pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Flujo neto de efectivo generado por actividades de operación</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">278,842</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">309,436</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">252,558</span>
</p>
</td>
</tr>
<tr style="height:26pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Flujo neto de efectivo utilizado en actividades de inversión</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">435,912</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">301,504</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">(193,545</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
</tr>
<tr style="height:26pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Flujo neto de efectivo (utilizado en) generado por actividades de financiamiento</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">153,037</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">17,446</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">(108,096</span><span style="font-family:Arial; font-size:9pt">)</span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-indent:12pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:26pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Aumento (disminución) neta de efectivo y equivalentes de efectivo</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">(4,033)</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">25,378</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; display:inline-block"></span><span style="font-family:Arial; font-size:9pt">(49,083)</span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:14.5pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Efectivo y equivalentes de efectivo al principio del año</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">115,227</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">89,849</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="width:36pt; text-indent:0pt; font-family:'Lucida Console'; font-size:9pt; text-decoration:underline; display:inline-block">      </span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">138,932</span>
</p>
</td>
</tr>
<tr style="height:8.1pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-indent:12pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:29.25pt">
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:middle; width:173.4pt">
<p style="margin:0pt; text-indent:12pt">
<span style="font-family:Arial; font-size:9pt">Efectivo y equivalentes de efectivo al final del año</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$11</span><span style="font-family:Arial; font-size:9pt; text-decoration:underline">1,194</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$115,227</span>
</p>
</td>
<td style="padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:75.2pt">
<p style="margin:0pt; text-align:right">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">$89,849</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:0pt; text-align:justify">
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<span style="font-family:Arial; font-size:9pt">Los recursos utilizados en las actividades de inversión de los tres años que se presentan en el cuadro anterior fueron utilizados principalmente en la apertura de nuevos restaurantes</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">y adquisición de maquinaria y equipo para la División Agroindustrial.</span>
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<span style="font-family:Arial; font-size:9pt">La Compañía prevé que seguirá cumpliendo con sus obligaciones derivado de los flujos de sus operaciones ordinarias combinado con las disposiciones de los créditos que tenemos disponibles.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Nivel de endeudamiento </span>
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<span style="font-family:Arial; font-size:9pt">Al cierre de 202</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, Grupo HEMA registró un aumento en su nivel de deuda neta total de </span><span style="font-family:Arial; font-size:9pt">24.38</span><span style="font-family:Arial; font-size:9pt">% en comparación con el cierre de diciembre 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">, registrando niveles de </span><span style="font-family:Arial; font-size:9pt">684.9</span><span style="font-family:Arial; font-size:9pt"> millones y de $</span><span style="font-family:Arial; font-size:9pt">5</span><span style="font-family:Arial; font-size:9pt">50.6</span><span style="font-family:Arial; font-size:9pt"> millones respectivamente.</span>
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<span style="font-family:Arial; font-size:9pt">Al cierre de 202</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">, Grupo HEMA registró un aumento en su nivel de deuda neta total de </span><span style="font-family:Arial; font-size:9pt">9.</span><span style="font-family:Arial; font-size:9pt">36</span><span style="font-family:Arial; font-size:9pt">% en comparación con el cierre de diciembre 202</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">, registrando niveles de $5</span><span style="font-family:Arial; font-size:9pt">50.6</span><span style="font-family:Arial; font-size:9pt"> millones y de $</span><span style="font-family:Arial; font-size:9pt">503.5</span><span style="font-family:Arial; font-size:9pt"> millones respectivamente.</span>
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<span style="font-family:Arial; font-size:9pt">Al cierre de 2021, Grupo HEMA registró un ligero aumento en su nivel de deuda neta total de 1.89% en comparación con el cierre de diciembre 2020, registrando niveles de $503.5 millones y de $494.1 millones respectivamente.</span>
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<p style="margin:0pt; text-align:center">
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Políticas de Tesorería</span>
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<span style="font-family:Arial; font-size:9pt">La función de Tesorería Corporativa de la Entidad ofrece servicios a los negocios, coordina el acceso a los mercados financieros nacionales e internacionales, supervisa y administra los riesgos financieros relacionados con las operaciones de la Entidad a través de los informes internos de riesgo, los cuales analizan las exposiciones por grado y la magnitud de los riesgos. Estos riesgos incluyen el riesgo de mercado (incluyendo el riesgo cambiario, riesgo en las tasas de interés a valor razonable y riesgo en los precios), riesgo de crédito, riesgo de liquidez y riesgo de la tasa de interés del flujo de efectivo.</span>
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<span style="font-family:Arial; font-size:9pt">La función de Tesorería Corporativa aplica las políticas autorizadas por el Consejo de Administración para mitigar las exposiciones de riesgo.</span>
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<span style="font-family:Arial; font-size:9pt">Los riesgos principales asociados con los instrumentos financieros de la Entidad son:</span>
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<span style="font-family:'EY Gothic Comp Book'; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Riesgos de mercado</span>
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<span style="font-family:'EY Gothic Comp Book'; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Riesgos de crédito</span>
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<span style="font-family:'EY Gothic Comp Book'; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Riesgos de liquidez</span>
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<span style="font-family:Arial; font-size:9pt">Respecto al flujo de efectivo se tiene la política de invertir los flujos sobrantes en inversiones en moneda nacional, y para la variación del tipo de cambio se tienen cuentas en dólares como reserva para cubrir los compromisos con proveedores.</span>
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<span style="font-family:Arial; font-size:9pt">El período de </span><span style="font-family:Arial; font-size:9pt">pago</span><span style="font-family:Arial; font-size:9pt"> promedio para la compra de bienes es de 33 días. No se cargan intereses sobre las cuentas por pagar a proveedores. La Entidad tiene implementadas políticas de manejo de riesgo financiero para asegurar que todas las cuentas por pagar se paguen de conformidad con los términos crediticios </span><span style="font-family:Arial; font-size:9pt">pre-acordados</span><span style="font-family:Arial; font-size:9pt">. </span>
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<span style="font-family:Arial; font-size:9pt">Las bases y directrices para determinar las medidas de control interno en la Emisora, están contenidas en los “</span><span style="font-family:Arial; font-size:9pt; font-style:italic">Lineamientos en Materia de Control Interno y Auditoría Interna de la Sociedad y de las Personas Morales que esta Controle</span><span style="font-family:Arial; font-size:9pt">”, que fueron aprobados por el Comité de Prácticas Societarias y de Auditoría y por el Consejo de Administración de la Emisora. El cumplimiento de las normas de control interno en la Compañía es vigilado por las áreas de contraloría de </span><span style="font-family:Arial; font-size:9pt">esta</span><span style="font-family:Arial; font-size:9pt">. Adicionalmente, el área corporativa de auditoría interna lleva a cabo revisiones periódicas y con objetivos fijados en programas anuales aprobados previamente, emitiendo reportes sobre el alcance del trabajo efectuado y las desviaciones encontradas, y en estos casos, y de acuerdo con los administradores de la Emisora, se determina el programa para su corrección. Las áreas corporativas de auditoría interna presentan al Comité de Prácticas Societarias y de Auditoría de la Emisora las desviaciones relevantes encontradas, las medidas tomadas para su solución y el avance en su implementación. Como parte de sus funciones de auditoría, los auditores externos llevan a cabo una evaluación del control interno de las Subsidiarias de la Emisora y presentan un informe de recomendaciones a la administración de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">, y al Comité de Prácticas Societarias y de Auditoría de la Emisora. </span>
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<span style="font-family:Arial; font-size:9pt">El sistema de control interno de la Compañía tiene como objetivos principales los siguientes: (i) cumplimiento con las leyes y regulaciones aplicables; (</span><span style="font-family:Arial; font-size:9pt">ii</span><span style="font-family:Arial; font-size:9pt">) confiabilidad de la información; y (</span><span style="font-family:Arial; font-size:9pt">iii</span><span style="font-family:Arial; font-size:9pt">) eficiencia y eficacia de las operaciones.</span>
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<span style="font-family:Arial; font-size:9pt">Como parte de la estrategia de crecimiento, la Emisora fortalecerá su sistema de control interno, mediante las siguientes medidas: </span>
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<span style="font-family:Arial; font-size:9pt">• Establecer una mejora continua en la adecuada segregación de funciones y responsabilidades. </span>
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<span style="font-family:Arial; font-size:9pt">• Mejorar los canales de comunicación y flujo de información entre las distintas áreas. </span>
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<span style="font-family:Arial; font-size:9pt">• Salvaguardar los activos propiedad de la Compañía, entendiéndose por activos: información, archivos, expedientes, sistemas de información, entre otros. </span>
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<span style="font-family:Arial; font-size:9pt">• Implementar controles adicionales a fin de asegurar que todas las transacciones sean aprobadas, procesadas y registradas correctamente. </span>
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<p style="margin:0pt 0pt 0pt 36pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">• Implementar medidas adicionales de control interno para corregir las desviaciones que se observen sobre los límites de exposición y niveles de tolerancia al riesgo. </span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt">Para la preparación de los estados financieros con base en las </span><span style="font-family:Arial; font-size:9pt">NIIF´s</span><span style="font-family:Arial; font-size:9pt">, tanto consolidados como los de cada una de las Subsidiarias de la Emisora, es necesario efectuar algunas estimaciones de eventos que no son susceptibles de cuantificar con exactitud y que afectan diversos rubros o cuentas. Las estimaciones incluyen elementos de juicio con cierto grado de incertidumbre inherente y pueden llegar a ser críticas. Estas estimaciones podrían modificarse en el futuro por cambio en la elección de algún elemento o supuesto que le sustente, por surgimiento de nuevos considerandos o cambios en el entorno físico o económico. A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se exponen las estimaciones incluidas en la información financiera que, por el grado de incertidumbre que involucran, pueden generar un efecto significativo en los resultados.</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:9pt">La Emisora cuenta con políticas de aprovisionamiento tanto para sus cuentas de dudoso cobro como para el caso en el que ciertos artículos del inventario no logren rotarse con la velocidad esperada por la gerencia. </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:9pt">A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se discuten los supuestos clave respecto al futu</span><span style="font-family:Arial; font-size:9pt">r</span><span style="font-family:Arial; font-size:9pt">o y otras fuentes clave de incertidumbre en las estimaciones al final del periodo, que tienen un riesgo significativo de resultar en ajustes importantes en los valores en libros de los activos y pasivos durante el próximo año.</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:9pt">a) Vidas útiles de propiedades, planta y equipo. La Emisora revisa la vida útil estimada de propiedades, planta y equipo al final de cada período de informe. El grado de incertidumbre relacionado con las estimaciones de las vidas útiles está relacionado con los cambios en la demanda en el mercado de los productos de la Emisora y a la utilización de dichos activos que varían en base a los volúmenes de producción y desarrollo tecnológicos. </span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">b) Deterioro de activos no financieros. Al efectuar las pruebas de deterioro de los activos, la Emisora requiere de efectuar estimaciones en el valor en uso asignado a sus activos no financieros, y a las unidades generadoras de efectivo. Los cálculos del valor en uso requieren que la Emisora determine los flujos de efectivo futuros generados por las unidades generadoras de efectivo y una tasa de descuento apropiada para calcular el valor presente de los mismos. La Emisora utiliza proyecciones de flujos de efectivo de ingresos utilizando estimaciones de condiciones de mercado, determinación de precios futuros de sus productos y volúmenes de producción y venta. Asimismo, para efectos de la tasa de descuento y de crecimiento de perpetuidad se utilizan indicadores de primas de riesgo del mercado y expectativas de crecimiento a largo plazo en los mercados en los que la Emisora opera. </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:9pt">c) Beneficios a los empleados. La administración de la Emisora utiliza supuestos para determinar la mejor estimación de estos beneficios. Dichas estimaciones, al igual que los supuestos, se establecen en conjunto con actuarios independientes. </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:9pt">Una valuación actuarial involucra la determinación de varios supuestos, los cuales pueden diferir de los acontecimientos actuales. Estos supuestos incluyen entre otros, las hipótesis demográficas, las tasas de descuento y los aumentos esperados en los salarios y permanencia futura por el empleado. </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:9pt">d) Contingencias. La Emisora está sujeta a transacciones o eventos contingentes para los cuales utiliza juicio profesional en el desarrollo de estimaciones de probabilidad de ocurrencia. Los factores que se consideran en estas estimaciones son la situación legal actual a la fecha de la estimación y, la opinión de los asesores legales. </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:9pt">e) Impuestos a la utilidad diferidos. Los activos por impuestos diferidos se reconocen por las pérdidas fiscales por amortizar, en la medida que la administración considera que es probable su recuperación mediante la generación de utilidades fiscales futuras.</span>
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<span style="font-family:Arial; font-size:9pt">Los Estados Financieros Auditados incluidos en este informe fueron auditados por Galaz, </span><span style="font-family:Arial; font-size:9pt">Yamazaki</span><span style="font-family:Arial; font-size:9pt">, Ruiz, Urquiza, S.C., por los años 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">, 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt"> y 20</span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">.</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:9pt">Desde que la Compañía se fundó el 22 de noviembre de 1988, y hasta la fecha, los auditores externos han emitido sus opiniones sin salvedades a los estados financieros del Emisor.</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:9pt">El Consejo de Administración es el órgano responsable de evaluar las actividades y desempeño de los Auditores Externos, así como en su caso la decisión del cambio, contratación con estos de servicios adicionales. Esta decisión es presentada al Consejo de Administración para su ratificación.</span>
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<span style="font-family:Arial; font-size:9pt">Todas las operaciones que se lleven a cabo con Partes </span><span style="font-family:Arial; font-size:9pt">Relacionadas</span><span style="font-family:Arial; font-size:9pt"> deberán de ser transparentes, cumplir totalmente con las obligaciones fiscales y los lineamientos de precios de transferencia (Valores de Mercado).</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:9pt">Todo</span><span style="font-family:Arial; font-size:9pt"> posible conflicto de interés que pudiese existir con proveedores, clientes y empleados debe ser notificado al Consejo de Administración para definir políticas y vigilar su apego.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Todas las alianzas y asociaciones se manejarán siempre que sean convenientes para Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> y sus Afiliadas.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Asimismo, la administración deberá presentar toda alianza, asociación, fusión, compra y venta de empresas al Consejo de Administración para su aprobación y siempre deberán ir acompañadas de una clara y completa exposición de motivos en dónde se determinen entre otras, las ventajas económicas y sus indicadores, a los cuales debe darse seguimiento.</span>
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<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354570" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">Partes relacionadas.</span></a>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El grupo mantiene operaciones recurrentes entre partes relacionadas las cuales son por diferentes conceptos, entre los que se destacan los siguientes:</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:9pt">Rentas</span>
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<span style="font-family:Arial; font-size:9pt">Servicios administrativos</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Honorarios</span>
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<span style="font-family:Arial; font-size:9pt">Préstamos</span>
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<li style="margin:0pt 0pt 0pt 19.14pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:16.86pt; font-family:serif; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Intereses, entre otros.</span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los movimientos correspondientes a partes relacionadas corresponden a cuentas corrientes, las cuales incluyen intereses, estos últimos pagaderos en efectivo en un plazo de 365 días para los cuales no existen garantías.</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:9pt">Las operaciones con partes relacionadas se han otorgado para personas o empresas que tienen relación con algunos de nuestros accionistas y dichas situaciones tienen un tratamiento idéntico cualquier otro prospecto. Todos estos asuntos son sancionados debidamente por el órgano correspondiente de la Emisora.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Administración</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:9pt">La administración se encuentra encomendada a un Consejo de Administración que actualmente se compone de 13 (trece) miembros, mismos que han sido debidamente elegidos por la Asamblea General de accionistas correspondiente. El</span><span style="font-family:Arial; font-size:9pt"> Consejo de Administración deberá estar conformado en todo momento por un número impar de consejeros y no deberá estar compuesto por menos de 5 (cinco) ni más de 11 (once) consejeros y sus respectivos suplentes. </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El periodo de duración como miembro de los órganos de gobierno de la Emisora es de 1 año, debiéndose ratificar por la Asamblea General de Accionistas de forma anual. </span>
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<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Existe un máximo de 5 (cinco) reelecciones para los consejeros independientes. Su permanencia y continuidad dependerá de la evaluación de su desempeño. Una vez que se termine el periodo de cinco años de un consejero independiente, en caso de que se decida su permanencia, adoptará el carácter de consejero relacionado, respetando en todo momento el límite de miembros de los órganos de </span><span style="font-family:Arial; font-size:9pt">gobierno,</span><span style="font-family:Arial; font-size:9pt"> así como el requerimiento en la proporción de consejeros independientes.</span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se presentan los nombres de los actuales miembros del Consejo de Administración, mismos que han sido ratificados en sus </span><span style="font-family:Arial; font-size:9pt">cargos</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">mediante Asamblea General Ordinaria de Accionistas de l</span><span style="font-family:Arial; font-size:9pt">a Emisora celebrada</span><span style="font-family:Arial; font-size:9pt"> con </span><span style="font-family:Arial; font-size:9pt">fecha </span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">6</span><span style="font-family:Arial; font-size:9pt"> de </span><span style="font-family:Arial; font-size:9pt">Abril</span><span style="font-family:Arial; font-size:9pt"> de 202</span><span style="font-family:Arial; font-size:9pt">4</span><span style="font-family:Arial; font-size:9pt">. Asimismo</span><span style="font-family:Arial; font-size:9pt">, se muestra la ocupación principal, el tiempo que llevan laborando, así como la información necesaria para conocer su experiencia y capacidad profesional. </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:9pt; font-weight:bold">Consejo de Administración</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Nombre</span>
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<td style="background-color:#d8d8d8; 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:26.64%">
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Cargo</span>
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<td style="background-color:#d8d8d8; 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:23.68%">
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Año de Nombramiento</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">Sexo</span>
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<span style="font-family:Arial; font-size:9pt">Álvaro Guillermo Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Presidente</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2005</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Evaristo Jorge Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Cecilia María Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Femenino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Miguel Federico Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Mauricio Augusto Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Gustavo Enrique Madero Muñoz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consuelo Teresa Madero Muñoz </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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Propietario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">1988</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Femenino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Manuel Antonio </span><span style="font-family:Arial; font-size:9pt">Milan</span><span style="font-family:Arial; font-size:9pt"> Reyes</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Independiente</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2020</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Salvador Almeida Valdez</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Consejero Independiente</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2020</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Rodrigo Atahualpa Tena Cruz</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:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Secretario</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:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2020</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</span>
</p>
</td>
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<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:middle; width:33.7%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">José Ven</span><span style="font-family:Arial; font-size:9pt">e</span><span style="font-family:Arial; font-size:9pt">gas Muñoz</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:middle; width:26.64%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Comisario</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:middle; width:23.68%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">2020</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:15.98%">
<p style="margin:0pt; text-align:center; widows:0; orphans:0">
<span style="font-family:Arial; font-size:9pt">Masculino</span>
</p>
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<td style="width:145.35pt; border:none">
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<td style="width:114.85pt; border:none">
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Composición por sexo en términos porcentuales del total de miembros del Consejo de Administración y Comisario de la Emisora: Masculino </span><span style="font-family:Arial; font-size:9pt">8</span><span style="font-family:Arial; font-size:9pt">0% (sesenta por ciento) y Femenino </span><span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">0% (cuarenta por ciento).</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </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:Arial; font-size:9pt; font-weight:bold; font-style:italic">Álvaro </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Guillermo Madero Muñoz.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con una Licenciatura en Administración de Empresas por la Universidad de Texas. Asimismo, cuenta con un título de maestría en Administración por el Instituto Tecnológico de Estudios Superiores de Monterrey. Realizó estudios de Alta Dirección de Empresas en el Instituto para la Alta Dirección de Empresas (IPADE), así como en el Programa para Ejecutivos impartido en la Universidad de Harvard.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente se desempeña como </span><span style="font-family:Arial; font-size:9pt">Presidente</span><span style="font-family:Arial; font-size:9pt"> del Consejo y Director General de Promotora Empresarial del Norte, S.A. de C.V. (2005 a la fecha). </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">En el pasado ha desempeñado varios cargos ejecutivos en </span><span style="font-family:Arial; font-size:9pt">sociedades,</span><span style="font-family:Arial; font-size:9pt"> así como en consejos directivos, mismos que se enlistan a continuación:</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Gerente de proyectos especiales en Vitro S.A.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Director General de Hoteles Casa Grande.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Secretario de Desarrollo Económico del estado de Chihuahua.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Presidente</span><span style="font-family:Arial; font-size:9pt"> de la Asociación Mexicana de Hoteles y Moteles del Estado de Chihuahua, A.C.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Presidente</span><span style="font-family:Arial; font-size:9pt"> del Grupo Empresarial Avance, A.C.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Consejero de Banco Nacional de México, S.A., Institución de Banca Múltiple, Grupo Financiero Banamex.</span>
</p>
<p style="margin:0pt 0pt 0pt 72pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Consejero</span><span style="font-family:Arial; font-size:9pt"> de Scotiabank Inverlat, S.A., Institución de Banca Múltiple, Grupo Financiero Scotiabank Inverlat.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Evaristo Jorge Madero Muñoz.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con amplios estudios en materia de agronomía.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente es miembro del Consejo de Administración de Promotora Empresarial del Norte, S.A. de C.V. (1988 a la fecha). </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con amplia experiencia en desarrollo agrícola, especialmente en lo ateniente al cultivo de algodón, uva y nuez.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Cecilia María Madero Muñoz.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Es Licenciada en Antropología Social por la Universidad Iberoamericana. </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente se desempeña como miembro del Consejo de Administración de Promotora Empresarial del Norte, S.A. de C.V. (1988 a la fecha).</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">En el año 1997 fundó el centro educativo Narciso Bassols, A.C., del cual es Directora General.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con amplia experiencia en el sector de educación y cultura.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Miguel Federico Madero Muñoz</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Graduado del Instituto Tecnológico y de Estudios Superiores de Monterrey, en la carrera de Ingeniería Industrial. Cuenta con estudios de Alta Dirección de Empresas realizados en el Instituto para la Alta Dirección de Empresas.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Consejero Patrimonial del Consejo de Administración de Promotora Empresarial del Norte, S.A. de C.V. Asimismo, se desempeñó como Director General de </span><span style="font-family:Arial; font-size:9pt">Dimanor</span><span style="font-family:Arial; font-size:9pt"> y Alchisa. </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con amplia experiencia en Dirección de Empresas.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Se desempeñó como consejero y presidente del Consejo de Administración de Unión de Crédito Progreso. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Mauricio Augusto Madero Muñoz</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Es egresado de la carrera de Ingeniería Industrial en la Universidad de Texas. Cuenta con estudios de Alta Dirección de Empresas realizados en el Instituto para la Alta Dirección de Empresas.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Consejero Patrimonial del Consejo de Administración de Promotora Empresarial del Norte, S.A. de C.V. (1988 a la fecha).</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente también es Director General de la división inmobiliaria de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">. </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Tiene amplia experiencia en expansión y nuevos sectores del sector inmobiliario.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Gustavo Enrique</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> Madero Muñoz</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-Gustavo Madero es Licenciado en Ciencias de la Comunicación por el</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Instituto Tecnológico de Estudios Superiores de Occidente, tiene estudios de Maestría en Ciencias Políticas por la</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Universidad Nacional Autónoma de México, ha realizado actividades empresariales la mayor parte de su vida, fue </span><span style="font-family:Arial; font-size:9pt">Vicepresidente</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">de la</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Coparmex</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">en Chihuahua.</span><span style="font-family:Arial; font-size:9pt"> E</span><span style="font-family:Arial; font-size:9pt">mpresario</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">y</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">político</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">mexicano, </span>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Consuelo Teresa Madero Muñoz.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Es Licenciada en Administración de Empresas por el Instituto Tecnológico y de Estudios Superiores de Monterrey. </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente se desempeña como secretario miembro del Consejo de Administración de Promotora Empresarial del Norte, S.A. de C.V. (2005</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">a la fecha). </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:'Times New Roman'; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Cuenta con amplia experiencia en las áreas de administración de riesgos y legal-corporativo.</span>
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<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
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<span style="font-family:Arial; font-size:9pt">A </span><span style="font-family:Arial; font-size:9pt">continuación,</span><span style="font-family:Arial; font-size:9pt"> se contiene un breve resumen de ciertas disposiciones importantes de los estatutos sociales. La presente descripción no pretende ser completa y está sujeta en su totalidad por referencia a los estatutos sociales de la Compañía.</span>
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<span style="font-family:Arial; font-size:9pt; font-weight:bold">CONSTITUCION</span>
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<span style="font-family:Arial; font-size:9pt">Por escritura pública número 9,089 de fecha 22 de noviembre de 1988, otorgada ante la fe del Notario Público No. 4 del Distrito Morelos Estado de Chihuahua, Lic. Mario F. García, inscrita en el Registro Público de la Propiedad del distrito judicial de Morelos, Chihuahua bajo el número 1210 a folios 106 del libro número 455 de la Sección Comercio el día 15 de diciembre de 1988, con un capital social mínimo fijo sin derecho a retiro de $100´000,000.00 M.N. (Cien millones de Pesos 00/100 Moneda Nacional). </span>
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<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Mediante Asamblea General Extraordinaria de Accionistas de la Emisora, protocolizada de por virtud de la escritura pública número 16,304, de fecha 21 de septiembre de 2016, otorgada ante la fe del licenciado Jaime Alberto Balderrama Mendoza, aspirante al ejercicio del Notariado, adscrito a la Notaría Pública No. 28 del Distrito Judicial de Morelos en funciones de Notario por licencia de su titular, el señor Licenciado Felipe Colomo Castro, la cual quedo inscrita en el Registro Público de la Propiedad y del Comercio del Estado de Chihuahua bajo el folio mercantil electrónico número 8922 * 10 de fecha 23 de octubre de 2006, la Emisora reformo íntegramente sus estatutos sociales, a fin de actualizarlos a los requerimientos legales vigentes, así como para capitularlos y titularlos.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold; font-style:italic">ESTATUTOS SOCIALES</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Copia de nuestros estatutos sociales han sido presentados ante la CNBV y la BMV y se encuentran disponibles en las instalaciones de la BMV, así como en la página de Internet de la BMV, </span><a style="color:#0563c1" href="http://www.bmv.com.mx"><span style="font-family:Arial; font-size:9pt; text-decoration:underline; color:#0563c1">www.bmv.com.mx</span></a><span style="font-family:Arial; font-size:9pt; text-decoration:underline; color:#0563c1">.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354586" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">DURACION</span></a>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; color:#1f4d78"> </span><span style="font-family:Arial; font-size:9pt">La duración de la sociedad será de 99 noventa y nueve años.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354587" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">OBJETO SOCIAL</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Emisora tiene por objeto la participación en sociedades en toda clase de sociedades mercantiles y civiles, a fin de fungir como una tenedora de acciones o “holding”, pudiendo en consecuencia llevar a cabo las siguientes operaciones: </span>
</p>
<ol type="1" style="margin:0pt; padding-left:0pt">
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Promover, organizar y administrar toda clase de sociedades mercantiles y civiles.</span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Adquirir interés o participación en otras sociedades mercantiles o civiles, formando parte en su constitución o adquiriendo acciones o participando en las ya </span><span style="font-family:Arial; font-size:9pt">constituidas,</span><span style="font-family:Arial; font-size:9pt"> así como enajenar o traspasar tales acciones o participaciones.</span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Proporcionar servicios de asesoría y consultoría técnica en material industrial, contable, mercantil o financiero.</span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Otorgar u obtener créditos o préstamos con garantía o sin ella, expedir obligaciones, documentos hipotecarios y emitir, suscribir, avalar, endosar o en cualquier carácter intervenir en la concepción o circulación de toda clase de títulos de crédito, así como garantizar obligaciones propias o de terceros, con o sin contraprestación como deudor u obligado solidario las obligaciones de terceros. </span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Promover, desarrollar y adquirir por cualquier medio o establecer nuevas sociedades que ofrezcan un interés estratégico para la sociedad. </span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Adquirir en propiedad o en arrendamiento toda clase de bienes muebles e inmuebles, así como los derechos reales que sean indispensables para su objeto social.</span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Realizar inversión de recursos en valores de renta fija, renta variable o cualquier tipo de operación de inversión.</span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">Usar y explotar, por su cuenta o en favor de terceros, patentes, marcas, nombres comerciales, sean de propiedad de mexicanos o extranjeros. </span>
</li>
<li style="margin:5pt 0pt 5pt 24.01pt; text-indent:0pt; text-align:justify; widows:0; orphans:0; padding-left:11.99pt; font-family:Arial; font-size:9pt">
<span style="font-family:Arial; font-size:9pt">En general realizar y celebrar todos los actos, contratos y operaciones conexas, accesorias o accidentales, que sean necesarias o convenientes para la realización de los objetos anteriores.</span>
</li>
</ol>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354588" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">CAPITAL SOCIAL</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El capital de la sociedad es variable. Su capital mínimo fijo es de $100,000.00 (Cien mil Pesos 00/100 Moneda Nacional), íntegramente suscrito y pagado, representado por 100, 000 acciones ordinarias, comunes y nominativas, con valor nominal de $1.00 (Un Peso 00/100 Moneda Nacional) cada una, su capital en la parte variable es ilimitado.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El capital social en su parte fija estará representado por acciones de la serie “A” y será susceptible de aumentarse o disminuirse mediante acuerdo de los accionistas tomado en Asamblea General Extraordinaria de Accionistas. El capital social en su parte variable estará representado por acciones de las series “B”, “C”, “D”, etcétera, según las diversas emisiones que sean decretadas y podrá ser aumentado o disminuido mediante acuerdo emitido por la Asamblea General Ordinaria de Accionistas. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354589" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">AUMENTOS Y DISMINUCIONES DE CAPITAL</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Asamblea de Accionistas, en cada caso, resolverá sobre la forma y términos en que la variación de capital será llevada a cabo, de conformidad con lo siguiente: </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">1.- Los aumentos de capital podrán efectuarse como resultado de aportaciones en efectivo, en especie, por capitalización de primas sobre acciones, por capitalización de unidades retenidas o de reservas de evaluación o </span><span style="font-family:Arial; font-size:9pt">sobrevaluación</span><span style="font-family:Arial; font-size:9pt"> de activos, de otras aportaciones previas de los accionistas. </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los accionistas tendrán derecho de preferencia para suscribir el aumento de capital decretado; dicho derecho será ejercido conforme a los términos y condiciones establecidos Clausula Octava, inciso A.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">2.- La disminución de capital podrá ser realizada mediante retiro, sorteo, o enajenación de las acciones, en este último caso, los accionistas deberán apegarse a lo establecido en la Cláusula Octava, inciso B, para ejercer el derecho del tanto que les corresponda.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">3.- La resolución en que se apruebe la disminución del capital deberá notificarse a los accionistas para ejerciten el derecho de amortizar sus acciones en proporción a la disminución del capital decretado. En caso de que alguno de los accionistas solicite el reembolso por el número de acciones que corresponda al capital que va a reducirse, se reembolsara a los accionistas que lo solicitaron, den la fecha en que se hubiere determinado, sin embargo, si las solicitudes de reembolso excedieran del capital amortizable, el monto de la reducción se distribuirá para su amortización entre los solicitantes en proporción al número de acciones que cada uno haya ofrecido para su amortización y se procederá al reembolso en la fecha que se hubiere determinado.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">4.- La disminución del capital mínimo fijo deberá ser publicada </span><span style="font-family:Arial; font-size:9pt">por medio </span><span style="font-family:Arial; font-size:9pt">de un aviso en Sistema Electrónico de la Secretaría de Economía o en el sistema que en su caso legalmente lo sustituya, en los términos del acuerdo de la Asamblea en que se apruebe la disminución. </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">5.- De todo aumento o disminución del Capital Social se </span><span style="font-family:Arial; font-size:9pt">tomará</span><span style="font-family:Arial; font-size:9pt"> razón en el Libro de Registro de Aumento y </span><span style="font-family:Arial; font-size:9pt">Disminución del Capital Social.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354590" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">ASAMBLEA DE ACCIONISTAS</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">L</span><span style="font-family:Arial; font-size:9pt">a Asamblea</span><span style="font-family:Arial; font-size:9pt"> general de Accionistas,</span><span style="font-family:Arial; font-size:9pt"> sea ordinaria o extraordinaria, constituida con arreglo a </span><span style="font-family:Arial; font-size:9pt">la</span><span style="font-family:Arial; font-size:9pt">s disposiciones de estos estatutos, es el órgano supremo de la sociedad; representa a los tenedores de acciones, aun a los ausentes, incapacitados o de cualquier manera sujetos a interdicción o tutela y tiene los más amplios poderes para tratar y resolver todos los negocios sociales, inclusive la facultad de adicionar o de cualquier manera modificar la escritura de la sociedad. Las asambleas generales </span><span style="font-family:Arial; font-size:9pt">ordinarias</span><span style="font-family:Arial; font-size:9pt"> se reunirán por lo menos una vez al </span><span style="font-family:Arial; font-size:9pt">año</span><span style="font-family:Arial; font-size:9pt">, dentro de los cuatro meses siguientes a la cláusula del ejercicio social o en los plazos permitidos por la legislación vigente, en la fecha que respectivamente aparezca fijada en la convocatoria, las extraordinarias podrán reunirse en cualquier tiempo. Todas las asambleas podrán llevarse a cabo en el domicilio social o en cualquier ciudad de la República Mexicana donde la sociedad tenga operaciones, pudiendo comparecer los accionistas, cuando se conceda la opción en la convocatoria</span><span style="font-family:Arial; font-size:9pt">, por medios telemáticos, videoconferencia, videollamada, medios electrónicos o cualquier equipo de comunicación que permita a todas las personas que participan en la sesión correspondiente, acreditar su identidad y carácter de accionista o en su caso, de sus representantes y comunicar con claridad a los demás participantes en la asamblea, cualquier información, opinión, votos a favor, en contra o abstenciones que tengan sobre cualquier asunto en particular que sea parte del orden del día respectivo.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354591" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">INSTALACION DE ASAMBLEA</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La convocatoria a las asambleas será hecha indistintamente, por el Consejo de Administración, por su presidente, su secretario o por el comisario</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Las Convocatorias para las asambleas generales de accionistas, deberán hacerse por medio de la publicación de un aviso en Sistema Electrónico de la Secretaria de Economía o en el sistema que en su caso legalmente lo sustituya, con una anticipación no menor de diez días respecto de la fecha en que debe de celebrarse la reunión.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">En todo caso, la convocatoria deberá contener el orden del día y será firmada por quien la haga, mencionando, además la fecha y lugar de reunión de la asamblea, Si la asamblea no pudiese celebrase en la fecha indicada, se hará segunda convocatoria con expresión de tal circunstancia y se señalará nueva fecha para la junta, observándose siempre las mismas formalidades y términos exigidos para la primea convocatoria, - No se requerirá formalidad de la convocatoria cuando a la asamblea concurran y estén presentes y representados en el momento de la votación, los accionistas que representen la totalidad de las acciones.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; text-decoration:underline">QUORUM PARA LAS ASAMBLEAS</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Para que las asambleas ordinarias de accionistas puedan sesionar válidamente, se requerirá la asistencia de quienes representen cuando menos, el 51% cincuenta y uno por ciento del capital social y las votaciones se tomaran por la mayoría de las acciones representadas. Cuando en la reunión de la asamblea tenga lugar en virtud de una segunda o ulterior convocatoria, se requerirá la asistencia de quienes representen cuando menos el 45% cuarenta y cinco por ciento del capital social y la votación se </span><span style="font-family:Arial; font-size:9pt">tomará</span><span style="font-family:Arial; font-size:9pt"> por mayoría de votos de las acciones representadas. </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Para que las asambleas extraordinarias puedan sesionar válidamente se requerirá, en primera convocatoria, una asistencia mínima del número de acciones que representen el 70% setenta por ciento del capital social y las resoluciones se tomaran por el voto afirmativo de la mayoría de las acciones representadas. Si </span><span style="font-family:Arial; font-size:9pt">a la reunión</span><span style="font-family:Arial; font-size:9pt"> de la </span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt">sa</span><span style="font-family:Arial; font-size:9pt">m</span><span style="font-family:Arial; font-size:9pt">blea extraordinaria tiene lugar en virtud de segunda o ulterior convocatoria, se requerirá una asistencia mínima de quienes representen 66% sesenta y seis por ciento del capital social y las resoluciones se </span><span style="font-family:Arial; font-size:9pt">tomarán</span><span style="font-family:Arial; font-size:9pt"> por el voto afirmativo de la mayoría de las acciones </span><span style="font-family:Arial; font-size:9pt">representadas. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354592" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">DESIGNACION DE CONSEJEROS</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los miembros del Consejo de Administración serán designados</span><span style="font-family:Arial; font-size:9pt"> anualmente por la Asamblea General Ordinaria de Accionistas y la minoría que represente el 10% diez por ciento del capital social tendrá derecho a nombrar cuando menos, a un consejero propietario y aun suplente.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354593" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">CONSEJO DE ADMINISTRACION</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La administración de la Sociedad estará a cargo de un Consejo de Administración compuesto por el número de miembros que determine la Asamblea general ordinaria, debiendo ser en todo momento un número</span><span style="font-family:Arial; font-size:9pt"> impar no menor a 5 (CINCO) ni mayor de 11 (ONCE) y sus respectivos suplentes. </span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Designado por el consejo o por la Asamblea Ordinaria, habrá un </span><span style="font-family:Arial; font-size:9pt">Secretario</span><span style="font-family:Arial; font-size:9pt">, quien podrá ser o no miembro del Consejo de Administración.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los consejeros suplentes estarán en funciones en caso de ausencias o incapacidad temporal o permanente de su respectivo consejero propietario.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los consejeros suplentes podrán asistir, con su voz y voto, a cualquier junta del Consejo de Administración, </span><span style="font-family:Arial; font-size:9pt">aunque no hayan sido convocados en la misma y suplir la inasistencia de su respectivo consejero propietario. Los consejeros suplentes, al entrar en funciones, tendrán los mismos derechos y obligaciones que tienen los consejeros propietarios conforme a los presentes estatutos y a las leyes aplicables.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354594" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">DISOLUCION Y LIQUIDACION</span></a>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La Sociedad podrá disolverse y liquidarse por cualquiera de las causas que se señalan en el artículo 299 doscientos noventa y nueve y demás relativos de la Ley General de Sociedades Mercantiles y para el caso previsto en la fracción tercera del ordenamiento indicado, se requerirá una votación efectiva de las dos terceras partes del capital social.</span>
</p>
<p style="margin:5pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Disuelta la Sociedad se pondrá a liquidación y al efecto se </span><span style="font-family:Arial; font-size:9pt">observarán</span><span style="font-family:Arial; font-size:9pt"> las disposiciones siguientes:</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt">).-</span><span style="font-family:Arial; font-size:9pt"> La asamblea de socios que acuerde la disolución, nombrará uno o más liquidadores.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">b</span><span style="font-family:Arial; font-size:9pt">).-</span><span style="font-family:Arial; font-size:9pt"> Una vez nombrados los liquidadores, se inscribirá su nombramiento en el Registro de Comercio y hasta en tanto no se registre, </span><span style="font-family:Arial; font-size:9pt">continuará</span><span style="font-family:Arial; font-size:9pt"> en funciones de Consejo de Administración o el administrador único, según sea el caso.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">c).-</span><span style="font-family:Arial; font-size:9pt"> La asamblea que acuerde la disolución y nombre los liquidadores fijara las normas a que deba sujetarse el procedimiento de liquidación, observándose el articulo 247 doscientos cuarenta y siete de la ley de la materia. </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">d).-</span><span style="font-family:Arial; font-size:9pt"> El Consejo de Administración, o el administrador único, en su caso, entregará a él o los liquidadores, los bienes libros y demás documentos de la Sociedad, levantándose un acta donde se detalle su activo y pasivo.</span>
</p>
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<span style="font-family:Arial; font-size:9pt">Al día de hoy, la Emisora no cuenta con política o programa alguno que impulse la inclusión laboral sin distinción de sexo en la composición de sus órganos de gobierno y entre sus empleados.</span>
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<a name="_Toc508354576" href="#" ><span style="font-family:Arial; font-size:9pt; font-weight:bold; font-style:italic">ACCIONISTAS</span></a>
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<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La siguiente tabla muestra la titularidad del capital social de la Compañía a la fecha del presente Reporte Anual.</span>
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<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:100%">
<tr style="height:15.75pt">
<td rowspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Accionistas </span>
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<td colspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Número de Acciones</span>
</p>
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<td rowspan="3" style="background-color:#d8d8d8; 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:top; width:13.62%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Total</span>
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<td rowspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">%</span>
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<tr style="height:15.75pt">
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Parte Fija </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="2" style="background-color:#d8d8d8; 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:top">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Parte Variable </span>
</p>
</td>
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<tr style="height:32pt">
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Serie “A”</span>
</p>
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<td style="background-color:#d8d8d8; 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:top; width:13.62%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Serie “B”</span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:13.64%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Serie “C”</span>
</p>
</td>
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<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Cecilia María Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14,071</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">29´274,251</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">23´074,982</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">52,363,304</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">87</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Evaristo Jorge Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14,572</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">29´273,750</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">17´121,477</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">46,409,799</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">13.</span><span style="font-family:Arial; font-size:9pt">18</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Adriana Braham Madero</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,691</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´758,084</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7´691,661</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">17’454,436</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.9</span><span style="font-family:Arial; font-size:9pt">6</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Cecilia Braham Madero</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,691</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´758,083</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7´691,661</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">17’454,434</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.9</span><span style="font-family:Arial; font-size:9pt">6</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Erika Braham Madero</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,690</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´758,083</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7´691,660</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">17’454,434</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.9</span><span style="font-family:Arial; font-size:9pt">6</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Enriqueta Paola Madero Monroy</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,858</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´757,918</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7’132,467</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">16’895,243</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">80</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Deborah Madero Monroy </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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,857</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´757,916</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7’132,465</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">16’895,238</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">80</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Michelle Madero Monroy</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,857</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9’757,916</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">7’132,465</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">16’895,238</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">80</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Mauricio Augusto Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14,071</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">29´274,250</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">21´766,312</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">51,054,633</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">50</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Álvaro Guillermo Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14,071</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">29´274,250</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">23´074,982</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">52,363,303</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">87</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Alejandro Madero </span><span style="font-family:Arial; font-size:9pt">Falomir</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,857</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´757,918</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">5’861,934</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">5’624,709</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">44</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Sofía Madero </span><span style="font-family:Arial; font-size:9pt">Falomir</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,857</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´757,916</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">5’861,934</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">15’624,707</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">44</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Cristina Madero </span><span style="font-family:Arial; font-size:9pt">Falomir</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4,857</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9´757,916</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.64%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">5’861,934</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:3.12pt; padding-right:3.12pt; vertical-align:top; width:13.62%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">15’624,707</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">4.</span><span style="font-family:Arial; font-size:9pt">44</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:32.28%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Total</span>
</p>
</td>
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.24%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">100,000</span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:13.62%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">204´918,251</span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:13.64%">
<p style="margin:0pt; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">1</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">47’095,934</span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:13.62%">
<p style="margin:0pt; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">35</span><span style="font-family:Arial; font-size:9pt; font-weight:bold">2’114,185</span>
</p>
</td>
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:13.6%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">100%</span>
</p>
</td>
</tr>
<tr style="height:0pt">
<td style="width:139.15pt; border:none">
</td>
<td style="width:57.1pt; border:none">
</td>
<td style="width:58.75pt; border:none">
</td>
<td style="width:58.8pt; border:none">
</td>
<td style="width:58.75pt; border:none">
</td>
<td style="width:58.65pt; border:none">
</td>
</tr>
</table>
</div>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:normal">En asamblea general ordinaria de accionistas celebrada el 12 de mayo de 2023, se acordó disminuir el capital social en su parte variable por $10,000 en la cantidad de 3,521 acciones de la serie C del capital variable</span><span style="font-family:Arial; font-size:9pt; font-weight:normal">.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt">Promotora Empresarial del Norte no es controlada directa o indirectamente por otra empresa, por un gobierno extranjero, o por cualquier otra persona física o moral, ni cuenta con compromisos que pudieran significar un cambio de control en sus acciones.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Parentesco</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt">De la totalidad de los integrantes del Consejo de Administración 7 de ellos son hermanos a continuación se mencionan sus nombres.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt">Álvaro</span><span style="font-family:Arial; font-size:9pt"> Guillermo Madero Muñoz, Cecilia María Madero Muñoz, Consuelo Teresa Madero Muñoz, Evaristo Jorge Madero Muñoz, Miguel Federico Madero Muñoz, Mauricio Augusto Madero </span><span style="font-family:Arial; font-size:9pt">Muñoz, Gustavo Enrique Madero Muñoz.</span>
</p>
<p style="margin:0pt">
<br style="page-break-before:always; clear:both" />
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Accionistas beneficiarios de más del 10% </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:45.88%">
<tr style="height:15.75pt">
<td rowspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:70.12%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Accionistas </span>
</p>
</td>
<td rowspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:29.52%">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">%</span>
</p>
</td>
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:21.9pt">
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:10.35pt">
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:70.12%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Cecilia María Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:29.52%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">87</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:70.12%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Evaristo Jorge Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:29.52%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">13.</span><span style="font-family:Arial; font-size:9pt">18</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:70.12%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Mauricio Augusto Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:29.52%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">50</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:70.12%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Álvaro Guillermo Madero Muñoz</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:3.12pt; padding-right:3.12pt; vertical-align:middle; width:29.52%">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">14.</span><span style="font-family:Arial; font-size:9pt">87</span><span style="font-family:Arial; font-size:9pt">%</span>
</p>
</td>
<td style="vertical-align:middle; width:0.36%">
<p style="margin:0pt">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Consejeros y directivos relevantes del Grupo con una tenencia entre el 1% y el 10%</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<span style="font-family:Arial; font-size:9pt">Ningún consejero o directivo relevante cuenta con tenencia accionaria entre el 1% y el 10%</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify; page-break-inside:avoid; page-break-after:avoid">
<a name="_Toc508354580" href="#" ><span style="font-family:Arial; font-size:9pt; text-decoration:underline">PRINCIPALES FUNCIONARIOS</span></a>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-style:italic"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin:0 auto; width:442.5pt">
<tr style="height:45.5pt">
<td colspan="2" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Nombre</span>
</p>
</td>
<td colspan="3" style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:111.8pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Puesto</span>
</p>
</td>
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Antigüedad en Grupo </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Hema</span>
</p>
</td>
<td style="background-color:#d8d8d8; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:middle; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Años de Experiencia </span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Sexo</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td style="background-color:#d8d8d8; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:3.12pt; padding-right:3.5pt; vertical-align:bottom; width:129.2pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">DIRECCIÓN GENERAL</span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:18.15pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:3.2pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.25pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; 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:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Álvaro Guillermo Madero Muñoz</span>
</p>
</td>
<td colspan="3" style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:111.8pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Director General</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">5</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">3</span><span style="font-family:Arial; font-size:9pt">7</span>
</p>
</td>
<td style="background-color:#ffffff; 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:top; width:40.55pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Masculino</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#d8d8d8; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">DIRECCIÓN DE ADMINISTRACIÓN Y FINANZAS</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom; width:3.2pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; padding-left:3.5pt; padding-right:3.5pt; vertical-align:bottom">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.25pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Hector Rene Agüero González</span>
</p>
</td>
<td colspan="3" style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:111.8pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Director de Administración y Finanzas</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">8</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">9</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Masculino</span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">DIRECCIÓN </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">GENERAL DE LA DIVISIÓN COMERCIAL</span>
</p>
</td>
<td colspan="3" style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:111.8pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
</tr>
<tr style="height:15pt">
<td colspan="2" style="background-color:#ffffff; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Ana Elisa Pumarejo Hinojosa </span>
</p>
</td>
<td colspan="3" style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:111.8pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Director </span><span style="font-family:Arial; font-size:9pt">General</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">6</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">8</span>
</p>
</td>
<td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:center; background-color:#ffffff">
<span style="font-family:Arial; font-size:9pt">Femenino</span>
</p>
</td>
</tr>
<tr style="height:15pt">
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<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">DIRECCIÓN GENERAL HDR</span>
</p>
</td>
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<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.25pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
</td>
<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Mauricio Alessandro Madero</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Director General</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">9</span>
</p>
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<td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">1</span><span style="font-family:Arial; font-size:9pt">4</span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt"> </span>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Masculino</span>
</p>
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<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">SUBDIRECCIÓN</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> GENERAL ALCHISA</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
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<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:41.25pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:49.5pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td style="background-color:#d8d8d8; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center; background-color:#d8d8d8">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
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<td colspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.12pt; padding-right:3.12pt; vertical-align:bottom; width:154.35pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">María Teresa Cornejo Leyva</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
</td>
<td colspan="3" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:111.8pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Sub-</span><span style="font-family:Arial; font-size:9pt">Director General</span>
</p>
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<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">9</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:bottom; width:50.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">2</span><span style="font-family:Arial; font-size:9pt">9</span>
</p>
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<td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:3.5pt; padding-right:3.12pt; vertical-align:top; width:40.55pt">
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:center">
<span style="font-family:Arial; font-size:9pt">Femenino</span>
</p>
</td>
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<td style="width:47.55pt; border:none">
</td>
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</table>
</div>
<p style="margin:0pt">
<span style="font-family:'Times New Roman'; font-size:10pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:'Times New Roman'; font-size:12pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk69918385" href="#" ><span style="font-family:Arial; font-size:9pt; font-weight:bold">Hector Rene Agüero González</span></a>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Licenciado en Administración Financiera</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">con</span><span style="font-family:Arial; font-size:9pt"> maestría en Finanzas por </span><span style="font-family:Arial; font-size:9pt">Instituto Tecnológico de Monterrey,</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Certificado como Asesor en estrategias de Inversión figura</span><span style="font-family:Arial; font-size:9pt"> III</span><span style="font-family:Arial; font-size:9pt"> en el (2005) por la Asociación Mexicana de Intermediarios Bursátiles</span><span style="font-family:Arial; font-size:9pt"> y Certificado como Implementador de la Metodología “Balance </span><span style="font-family:Arial; font-size:9pt">ScoreCard</span><span style="font-family:Arial; font-size:9pt">” por el Tecnológico de Monterrey en conjunto con Paladino & </span><span style="font-family:Arial; font-size:9pt">Asociates</span><span style="font-family:Arial; font-size:9pt">. </span><span style="font-family:Arial; font-size:9pt">Cuenta con estudios de Alta Dirección de Empresas realizados en el Instituto para la Alta Dirección de Empresas. (IPADE)</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Anteriormente se </span><span style="font-family:Arial; font-size:9pt">desempeñó</span><span style="font-family:Arial; font-size:9pt"> como Director de Administración y Finanzas de la División </span><span style="font-family:Arial; font-size:9pt">Agroindustrial</span><span style="font-family:Arial; font-size:9pt"> de la Emisora.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Actualmente desempeña el puesto de Director de Finanzas Corporativo de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> y participa como miembro del Comité Ejecutivo, además de ser invitado permanente en el Consejo de Administración y el Comité de Auditoría y Prácticas Societaria</span><span style="font-family:Arial; font-size:9pt">s.</span><span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </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:Arial; font-size:9pt; font-weight:bold">Ana </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Elisa Pumarejo Hinojosa</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">–Cuenta con una Licenciatura en Contabilidad Pública y de Finanzas por el Instituto Tecnológico de Monterrey Realizó estudios como el programa para </span><span style="font-family:Arial; font-size:9pt">Manage</span><span style="font-family:Arial; font-size:9pt"> Mentor impartido por la Universidad de Harvard también el programa de Planeación estratégica del Talento impartido por la Universidad de Michigan.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">Actualmente s</span><span style="font-family:Arial; font-size:9pt">e desempeñ</span><span style="font-family:Arial; font-size:9pt">a</span><span style="font-family:Arial; font-size:9pt"> como </span><span style="font-family:Arial; font-size:9pt">Directo</span><span style="font-family:Arial; font-size:9pt">ra</span><span style="font-family:Arial; font-size:9pt"> de </span><span style="font-family:Arial; font-size:9pt">la División Comercial.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">–</span><span style="font-family:Arial; font-size:9pt">S</span><span style="font-family:Arial; font-size:9pt">e desempeñ</span><span style="font-family:Arial; font-size:9pt">ó</span><span style="font-family:Arial; font-size:9pt"> como Director de Planeació</span><span style="font-family:Arial; font-size:9pt">n Estratégica y Talento de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt"> y particip</span><span style="font-family:Arial; font-size:9pt">ó</span><span style="font-family:Arial; font-size:9pt"> como miembro del Comité Ejecutivo, además de </span><span style="font-family:Arial; font-size:9pt">haber sido</span><span style="font-family:Arial; font-size:9pt"> invitado permanente en el Consejo de Administración.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">–En el pasado ha desempeñado varios cargos ejecutivos en </span><span style="font-family:Arial; font-size:9pt">sociedades,</span><span style="font-family:Arial; font-size:9pt"> así como en consejos directivos, mismos que se enlistan a continuación:</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">Director Administrativo en Universidad TecMilenio</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">Gerente de Planeación Estratégica y Desarrollo de Talento en Grupo </span><span style="font-family:Arial; font-size:9pt">Bafar</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">Consejera Empresarial en Universidad TecMilenio</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">Director Comercial en </span><span style="font-family:Arial; font-size:9pt">Dimanor</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<a name="_Hlk69918451" href="#" ><span style="-aw-bookmark-end:_Hlk69918385"></span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Mauricio Alessandro Madero Rivero.</span></a>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-Licenciado en Comercio Internacional con Especialidad en Importaciones y Exportaciones en Vancouver </span><span style="font-family:Arial; font-size:9pt">Career</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">College</span><span style="font-family:Arial; font-size:9pt">, cuenta con un diplomado de Finanzas para no financieros por el Instituto Tecnológico de Monterrey y es miembro del International Brand </span><span style="font-family:Arial; font-size:9pt">Fund</span><span style="font-family:Arial; font-size:9pt">. </span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-Es fundador y Director General de la División de Alimentos y Bebidas y es parte del Comité Ejecutivo.</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-</span><span style="font-family:Arial; font-size:9pt">Owner</span><span style="font-family:Arial; font-size:9pt">/</span><span style="font-family:Arial; font-size:9pt">President</span><span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Program</span><span style="font-family:Arial; font-size:9pt"> de la Escuela de Negocios de Harvard.</span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">María Teresa Cornejo Leyva</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-Técnico en Administración de empresas y Diplomado en Alta Dirección de Empresas por el IPADE</span>
</p>
<p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; widows:0; orphans:0; padding-left:36pt">
<span style="font-family:Arial; font-size:9pt">-Con experiencia de más de 2</span><span style="font-family:Arial; font-size:9pt">7</span><span style="font-family:Arial; font-size:9pt"> años en la industria de venta y distribución de Aceites y Lubricantes, actualmente ocupa el cargo de Directora </span><span style="font-family:Arial; font-size:9pt">General de</span><span style="font-family:Arial; font-size:9pt"> la Empresa Aceites Lubricantes de Chihuahua del Grupo.</span>
</p>
<p style="margin:0pt; text-align:justify; widows:0; orphans:0">
<span style="-aw-bookmark-end:_Hlk69918451"></span><span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Compensaciones </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">El monto total en conjunto de prestaciones de cualquier naturaleza que percibieron de la emisora y subsidiarias las personas que integran el consejo de administración, directivos relevantes y personas relacionadas asciende a la cantidad de $</span><span style="font-family:Arial; font-size:9pt">7,</span><span style="font-family:Arial; font-size:9pt">176</span><span style="font-family:Arial; font-size:9pt"> millones.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Actualmente la emisora y sus subsidiarias no cuentan con un plan de pensiones para los miembros del consejo de administración, directivos relevantes e individuos que tengan el carácter de personas relacionadas por lo tanto no hay una provisión por estos conceptos. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">La emisora y sus subsidiarias tampoco cuentan con convenios o programas en beneficio de los miembros del consejo de administración, directivos relevantes o empleados que les permitan participar del capital social, por lo cual no existen derechos ni obligaciones para alguna distribución de acciones.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:8pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Comité de </span><span style="font-family:Arial; font-size:9pt; font-weight:bold">Auditoría y</span><span style="font-family:Arial; font-size:9pt; font-weight:bold"> Prácticas Societarias </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:9pt">Es el comité de apoyo al Consejo de Administración en los asuntos que el propio consejo le encomiende dentro de los estatutos sociales </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Miembros:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Ing. Manuel Antonio Milán Reyes – </span><span style="font-family:Arial; font-size:9pt">Presidente</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Lic. Consuelo Teresa Madero Muñoz</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Ing. Manuel Federico Madero Muñoz</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Comité Ejecutivo </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold"> </span><span style="font-family:Arial; font-size:9pt">Es el órgano encargado de apoyar al Consejo en la evaluación y aprobación de proyectos. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Miembros:</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Ing. Manuel Antonio Milán Reyes - </span><span style="font-family:Arial; font-size:9pt">Presidente</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Lic</span><span style="font-family:Arial; font-size:9pt">. </span><span style="font-family:Arial; font-size:9pt">Álvaro</span><span style="font-family:Arial; font-size:9pt"> Madero</span><span style="font-family:Arial; font-size:9pt"> Muñoz</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Lic. Consuelo Teresa Madero Muñoz</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Miguel Federico Madero Muñoz</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Mauricio Alessandro Madero Rivero</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Ana Elisa Pumarejo Hinojosa</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Hector Rene Agüero González</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt; font-weight:bold">Códigos de Conducta</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt"> </span><span style="font-family:Arial; font-size:9pt">Los accionistas, los miembros de los órganos de gobierno, la directiva </span><span style="font-family:Arial; font-size:9pt">y demás</span><span style="font-family:Arial; font-size:9pt"> colaboradores deben cumplir, promover y hacer cumplir el Código de Ética y Conducta de Grupo </span><span style="font-family:Arial; font-size:9pt">Hema</span><span style="font-family:Arial; font-size:9pt">.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Todas las operaciones que se lleven a cabo con partes </span><span style="font-family:Arial; font-size:9pt">relacionadas</span><span style="font-family:Arial; font-size:9pt"> deben ser dadas a conocer al Consejo y al Comité de Auditoría y Prácticas Societarias, así como cumplir totalmente las obligaciones fiscales. </span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Los accionistas y/o los miembros de los órganos de gobierno, que tengan relación con una sociedad en la que pueda haber conflicto de interés deben notificarlo.</span>
</p>
<p style="margin:2pt 0pt 0pt; text-align:justify">
<span style="font-family:Arial; font-size:9pt">Las comunicaciones a medios, entrevistas, voceros autorizados y </span><span style="font-family:Arial; font-size:9pt">presentaciones</span><span style="font-family:Arial; font-size:9pt"> deberán ser manejadas de acuerdo con las políticas de relaciones públicas autorizadas por el Consejo y se harán por medio de la Dirección General, o quien se nombre por medidas de seguridad, evitando en todos los casos proporcionar información de los accionistas, así como de los directores y colaboradores.</span>
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//S9JooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
P//T9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKAP//U9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//V9JooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKAP//W9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//X9JooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
P//Q9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKAP//R9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//S9JooooAKKKKA
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CiiigAooooAKKKKAP//T9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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P//V9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKAP//W9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//X9JooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKAP//Q9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
P//S9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKAP//T9JooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA
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El Título se emite al amparo del programa de colocación autorizado por la CNBV mediante oficio número 153/4884/2023 de fecha 16 de febrero de 2023 e inscrito en el Registro Nacional de Valores con el número de inscripción 3625-4.19-2023-001 (el "Programa"), y constituye la primera emisión al amparo del mismo, a la cual le fue asignado el número de inscripción 3625-4.19-2023-001-01.
El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del Programa o de la presente Emisión. Los inversionistas deberán consultar en forma independiente y periódica a sus asesores fiscales respecto de las disposiciones aplicables a la adquisición, propiedad y disposición de instrumentos de deuda como los Certificados Bursátiles antes de tomar cualquier decisión de inversión en los mismos. La tasa de retención del Impuesto sobre la renta aplicable, respecto de los intereses pagados conforme a los Certificados Bursátiles se encuentra sujeta a: (i) Para las personas morales y físicas residentes en México para efectos fiscales, a lo previsto en los artículos 54 y 135, respectivamente 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 los artículos 153, 166 y demás aplicables de la Ley del Impuesto sobre la Renta. Los posibles adquirientes de los Certificados Bursátiles deberán consultar con sus asesores las consecuencias fiscales resultantes de su inversión en los mismos, incluyendo la aplicación de reglas específicas respecto a su situación particular. El régimen fiscal podrá ser modificado a lo largo de la vigencia del Programa o de la presente Emisión, por lo que la Emisora no asume responsabilidad alguna de informar a los tenedores sobre los cambios en las disposiciones fiscales aplicables a la adquisición, tenencia y enajenación de estos.
EL RÉGIMEN FISCAL DE LOS CERTIFICADOS BURSÁTILES PUEDE MODIFICARSE A LO LARGO DE LA VIGENCIA DEL PROGRAMA POR LO QUE NO SE ASUME RESPONSABILIDAD ALGUNA DE INFORMAR A LOS TENEDORES SOBRE LOS CAMBIOS EN LAS DISPOSICIONES FISCALES APLICABLES A LA ADQUISICIÓN, TENENCIA Y ENAJENACIÓN DE ESTOS. ASIMISMO, EL RÉGIMEN FISCAL PUEDE VARIAR DEPENDIENDO DE LAS CARACTERÍSTICAS PARTICULARES DE CADA EMISIÓN DE CERTIFICADOS BURSÁTILES Y DE LAS CARACTERÍSTICAS DEL BENEFICIARIO EFECTIVO DE LOS INTERESES.
S.D. Indeval Institución para el Deposito de Valores, S.A. de C.V. ("Indeval")
CI Banco, S.A., Institución de Banca Múltiple
La amortización de los certificados bursátiles se hará a su valor nominal, mediante transferencia electrónica de fondos, en un solo pago a la Fecha de Vencimiento, es decir 17 de febrero de 2026, contra la entrega del presente Título o de las constancias que para tales efectos expida el Indeval y a prorrata entre los tenedores de los Certificados Bursátiles.
La Emisora tendrá el derecho, más no la obligación, de pagar de forma anticipada el total, pero no parte del principal de los Certificados Bursátiles de la presente Emisión, en cualquier fecha de pago de intereses antes de la Fecha de Vencimiento (la "Fecha de Amortización Anticipada Voluntaria"), a un precio por Certificado Bursátil igual a lo que resulte mayor entre: (a) el valor nominal de los Certificados Bursátiles, y (b) el precio limpio calculado mediante el promedio aritmético de los últimos 30 (treinta) días previos la fecha de notificación de amortización anticipada con base en la información provista en dicho momento por Valuación Operativa y Referencias de Mercado, S.A de C.V. (VALMER) y Proveedor Integral de Precios, S.A. de C.V. (PIP) (el "Precio de Amortización Anticipada" más la Prima por Amortización Anticipada, según ésta se define más adelante.
La Amortización Anticipada Voluntaria se realizará conforme a las siguientes reglas:
a) La Emisora no podrá optar por la amortización anticipada antes de la Décimo Segunda Fecha de Pago de Intereses de la Emisión (incluyéndola), conforme a la tabla contenida en el apartado "Calendario de pago de intereses".
b) La Emisora deberá pagar una prima por amortización anticipada, la cual se calculará conforme a lo siguiente (la "Prima por Amortización Anticipada"):
1. Si la amortización anticipada total, tiene lugar a partir de la Décima Segunda (sin incluirla) y hasta la Décima Octava Fecha de Pago de Intereses (incluyéndola), conforme a la tabla contenida en el apartado, "Calendario de pago de intereses", la Emisora pagará una prima equivalente al 1.00% (uno punto cero por ciento) del valor nominal de los Certificados Bursátiles a amortizar anticipadamente, la cual será pagadera a prorrata entre cada uno de los tenedores.
2. Si la amortización anticipada total, tiene lugar a partir de la Décima Octava (excluyéndola) y hasta la Vigésima Cuarta Fecha de Pago de Intereses (incluyéndola), conforme a la tabla contenida en el apartado, "Calendario de pago de intereses", la Emisora pagará una prima equivalente al 0.75% (cero punto setenta y cinco por ciento) del valor nominal de los Certificados Bursátiles a amortizar anticipadamente, la cual será pagadera a prorrata entre cada uno de los tenedores.
3. Si la amortización anticipada total, tiene lugar a partir de la Vigésima Cuarta (excluyéndola) y hasta la Trigésima Fecha de Pago de Intereses (incluyéndola), conforme a la tabla contenida en el apartado, "Calendario de pago de intereses", la Emisora pagará una prima equivalente al 0.50% (cero punto cincuenta por ciento) del valor nominal de los Certificados Bursátiles a amortizar anticipadamente, la cual será pagadera a prorrata entre cada uno de los tenedores.
4. Si la amortización anticipada total, tiene lugar a partir de la Trigésima (excluyéndola) y hasta la Trigésima Cuarta Fecha de Pago de Intereses (incluyéndola), conforme a la tabla contenida en el apartado, "Calendario de pago de intereses", la Emisora pagará una prima equivalente al 0.25% (cero punto veinticinco por ciento) del valor nominal de los Certificados Bursátiles a amortizar anticipadamente, la cual será pagadera a prorrata entre cada uno de los tenedores.
5. Si la amortización anticipada tiene lugar a partir de la Trigésima Cuarta Fecha de Pago de Intereses, excluyendo dicha fecha, o en cualquier Fecha de Pago de Intereses siguiente, conforme a la tabla contenida en el apartado "Calendario de pago de intereses", la Emisora no pagará prima alguna sobre el valor nominal de los Certificados Bursátiles.
En cualquier caso, además del Precio de Amortización Anticipada, el Emisor pagará a los Tenedores los intereses devengados y no pagados sobre el principal de los Certificados Bursátiles objeto de la amortización total, a la fecha de la amortización anticipada.
La Emisora pagará la prima aplicable sobre el valor nominal de los Certificados Bursátiles a amortizar anticipadamente, la cual será pagadera a prorrata entre cada uno de los tenedores.
No aplica
La calificación asignada de HR A- significa que el emisor ofrece seguridad aceptable para el pago oportuno de sus obligaciones de deuda y mantiene un bajo riesgo crediticio ante escenarios económicos adversos. El signo "-" representa una posición de debilidad relativa dentro de la escala de calificación.
Los intereses ordinarios que devenguen los Certificados Bursátiles se liquidarán cada periodo de 28 (veintiocho) días, en las fechas señaladas en el calendario (si fuere inhábil, el Día Hábil inmediato siguiente) (cada una, una "Fecha de Pago de Intereses") durante la vigencia de la Emisión, mediante transferencia electrónica de fondos, a través del Indeval, con domicilio ubicado en Av. Paseo de la Reforma 255, 3er Piso, Colonia Cuauhtémoc, C.P. 06500, Ciudad de México, contra la entrega de las constancias que para tal efecto expida el Indeval.
A-
Los intereses ordinarios que devenguen los Certificados Bursátiles se liquidarán cada periodo de 28 (veintiocho) días, en las fechas señaladas en el calendario (si fuere inhábil, el Día Hábil inmediato siguiente) (cada una, una "Fecha de Pago de Intereses") durante la vigencia de la Emisión, mediante transferencia electrónica de fondos, a través del Indeval, con domicilio ubicado en Av. Paseo de la Reforma 255, 3er Piso, Colonia Cuauhtémoc, C.P. 06500, Ciudad de México, contra la entrega de las constancias que para tal efecto expida el Indeval.
A partir de su Fecha de Emisión y en tanto no sean amortizados los Certificados Bursátiles devengarán un interés bruto anual sobre su valor nominal, que el Representante Común fijará el segundo día hábil anterior al inicio de cada Período de Intereses de 28 días (la "Fecha de Determinación de la Tasa de Interés Bruto Anual"), que regirá para ese Periodo de Intereses y será calculada conforme a lo siguiente:
Adicionar 2.80% (dos punto ochenta por ciento), a la tasa de interés interbancaria de equilibrio (TIIE o Tasa de Interés de Referencia) a plazos de hasta 28 días, capitalizada o, en su caso, equivalente al número de días naturales efectivamente transcurridos hasta la Fecha de Pago de Intereses correspondiente, que sea dada a conocer por Banco de México por el medio masivo de comunicación que éste determine, o a través de cualquier otro medio electrónico, de cómputo o telecomunicación, incluso Internet, autorizado al efecto por dicho banco, en la Fecha de Determinación de la Tasa de Interés Bruto Anual que corresponda o, en su defecto, deberá tomarse como base la tasa comunicada el día hábil más próximo a dicha fecha. En caso de que la TIIE correspondiente al plazo señalado dejare de existir o publicarse, el Representante Común utilizará como tasa sustituta para determinar la Tasa de Interés Bruto Anual, aquella que dé a conocer el Banco de México como la tasa sustituta de la TIIE.
1092 días equivalente a aproximadamente 3 años
No aplica
2026-02-17
2023-02-21
Los Certificados Bursátiles no están garantizados por el Emisor y, por tanto, los mismos representan obligaciones quirografarias a su cargo.
GHEMA23
Emisores con buena calidad crediticia. Los factores de protección son adecuados, sin embargo, en periodos de bajas en la actividad economica los riesgos son mayores y mas variables. Esta categoria podra ser complementada si correspondiese, mediante los signos (+/-) para senalar las fortalezas relativa respectivamente dentro de la calificacion.
A/M
Un año
Asamblea Ordinaria Anual
2024-04-26
Comité Ejecutivo
NO
NO
NO
Propietario
Hinojosa
Pumarejo
Ana Elisa
No aplica
Hombre
-
18
No aplica
Director de Administracion y Finanzas
Un año
Asamblea Ordinaria Anual
2024-04-26
Comité Ejecutivo
NO
NO
NO
Propietario
Gonzalez
Agüero
Hector Rene
Hermana
Mujer
0
Mujer
35
Miembro
Un año
2024-04-26
Comité Ejecutivo
SI
SI
SI
Propietario
Muñoz
Madero
Consuelo Teresa
Hermano
Hombre
0
-
35
Miembro
Un año
Asamblea Ordinaria Anual
2024-04-26
Comité Ejecutivo
SI
SI
SI
Propietario
Muñoz
Madero
Miguel Federico
Sobrino
6
-
9
Director General Hema División Restaurantes
Un año
Asamblea Ordinaria Anual
2024-04-26
Comité Ejecutivo
NO
NO
NO
Suplente
Rivero
Madero
Mauricio Alessandro
Hermano
Directora General de la División Comercial
Hombre
14.87
35
Presidente
Un año
Asamblea Ordinaria Anual
2024-04-26
Comité Ejecutivo
SI
NO
NO
Propietario
Muñoz
Madero
Alvaro Guillermo
Director General , Hermano
14.87
Muñoz
Madero
Alvaro Guillermo
14.87
Presidente Consejo, Hermano
14.87
Muñoz
Madero
Muñoz
Alvaro Guillermo
Hermano
14.5
Muñoz
Madero
Madero
Mauricio Augusto
Hermano
13.18
Alvaro Guillermo
Muñoz
Madero
Evaristo Jorge
Hermana
Presidente Consejo, Hermano
14.87
Muñoz
Madero
Cecilia Maria
Director General
"Los suscritos manifestamos bajo protesta de decir verdad que, en el ámbito de nuestras respectivas funciones, preparamos la información relativa a la emisora contenida en el presente reporte anual, la cual, a nuestro leal saber y entender, refleja razonablemente su situación. Asimismo, manifestamos que no tenemos conocimiento de información relevante que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas."
Socio Auditoria
Galaz, Yamazaki, Ruiz Urquiza, S.C.
C.P.C. José Venegas Muñoz
Titular del Área Jurídica
Apoderado Legal
Lic. Rodrigo Atahualpa Tena Cruz
Lic. Alvaro Guillermo Madero Muñoz
Promotora Empresarial del Norte, S.A. de C.V.
C.P.C. José Venegas Muñoz
Director de Administracion y Finanzas
"El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros que contiene el presente reporte anual por los ejercicios 2023, 2022 y 2021 fueron dictaminados con fecha 05 de abril de 2024, de conformidad con las Normas Internacionales de Auditoría. Asimismo, manifiesta que ha leído el presente reporte anual y basado en su lectura y dentro del alcance del trabajo de auditoría realizado, no tiene conocimiento de errores relevantes o inconsistencias en la información que se incluye y cuya fuente provenga de los estados financieros dictaminados señalados en el párrafo anterior, ni de información que haya sido omitida o falseada en este reporte anual o que el mismo contenga información que pudiera inducir a error a los inversionistas. No obstante, el suscrito no fue contratado, y no realizó procedimientos adicionales con el objeto de expresar su opinión respecto de la otra información contenida en el reporte anual que no provenga de los estados financieros por el dictaminados".
Lic. Hector Rene Agüero Gonzalez
Hombre