DINE
2025-12-31
DINE
2023-12-31
DINE
2024-12-31
DINE
2023-01-01
2023-12-31
DINE
2024-01-01
2024-12-31
DINE
2025-01-01
2025-12-31
DINE
2025-12-31
ar_pros:IndependentMember
02
DINE
2025-12-31
ar_pros:BeneficialShareholdersOfMoreThan10Member
17
DINE
2025-12-31
A
DINE
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsA33N11Member
20
DINE
2025-12-31
ar_pros:IndependentMember
03
DINE
2025-12-31
ar_pros:ShareholdersWithInfluenceMember
18
DINE
2025-12-31
B
DINE
2025-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
21
DINE
2025-12-31
ar_pros:IndependentMember
04
DINE
2025-12-31
ar_pros:ShareholdersExercisingControlMember
19
DINE
2025-12-31
ar_pros:IndependentMember
05
DINE
2025-12-31
ar_pros:IndependentMember
06
DINE
2025-12-31
ar_pros:IndependentMember
07
DINE
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsA33N11Member
20
22
DINE
2025-12-31
ar_pros:PatrimonialMember
08
DINE
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsA33N11Member
20
23
DINE
2025-12-31
ar_pros:PatrimonialIndependentMember
09
DINE
2025-12-31
ar_pros:CeoCfoAndGeneralCounselOrTheirEquivalentsA33N11Member
20
24
DINE
2025-12-31
ar_pros:RelatedMember
10
DINE
2025-12-31
ar_pros:RelatedMember
11
DINE
2025-12-31
ar_pros:RelatedMember
12
DINE
2025-12-31
ar_pros:RelatedMember
13
DINE
2025-12-31
ar_pros:RelevantDirectorsMember
14
DINE
2025-12-31
ar_pros:RelevantDirectorsMember
15
DINE
2025-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
21
25
DINE
2025-12-31
ar_pros:RelevantDirectorsMember
16
DINE
2025-12-31
ar_pros:ExternalAuditorRepresentativeAndAuditorA33N12Member
21
26
ISO4217:MXN
xbrli:pure
<div>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Directivos Relevantes</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las funciones de gestión, conducción y ejecución de los negocios de la Compañía y de las personas morales que ésta controle, son responsabilidad del director general, sujetándose para ello a las estrategias, políticas y lineamientos aprobados por el consejo de administración. El director general es nombrado por el consejo de administración, previa opinión del comité de prácticas societarias y podrá adoptar la nomenclatura que así se determine en su nombramiento. El director general se auxiliará de los directivos relevantes designados para tal efecto y de cualquier empleado de la Compañía o de las personas morales que ella controle. Por directivos relevantes se entenderá a aquellas personas físicas con un empleo, cargo o comisión en la Compañía o en las personas morales controladas por ella o que la controlen, que adopten decisiones que trasciendan de forma significativa en la situación administrativa, financiera, operacional o jurídica de la Compañía o del grupo empresarial al que ella pertenezca, sin que queden comprendidos dentro de esta definición los consejeros de la Compañía. El consejo aprobará también la destitución del director general de la Compañía y su retribución integral, así como las políticas para la designación y retribución integral de los demás directivos relevantes, previa opinión del comité de prácticas societarias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El director general, para el cumplimiento de sus funciones, contará con las más amplias facultades para representar a la Compañía en actos de administración y pleitos y cobranzas, incluyendo facultades especiales que conforme a las leyes requieran cláusula especial. Tratándose de actos de dominio deberá ajustarse a los términos y condiciones establecidos por el consejo de administración para su ejercicio.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El director general, sin perjuicio de lo señalado con anterioridad, deberá:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Someter a la aprobación del consejo de administración anualmente las estrategias de negocio de la Compañía y personas morales que ésta controle, con base en la información que estas últimas le proporcionen.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Dar cumplimiento a los acuerdos de las asambleas de accionistas y del consejo de administración, conforme a las instrucciones que, en su caso, dicte la propia asamblea o el referido consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Proponer al comité de auditoría, los lineamientos del sistema de </span><span style="font-family:Arial">control interno y auditoría interna</span><span style="font-family:Arial"> de la Compañía y personas morales que ésta controle, así como ejecutar los lineamientos que al efecto apruebe el consejo de administración de la referida Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Suscribir la información relevante de la Compañía, junto con los directivos relevantes encargados de su preparación, en el área de su competencia.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Difundir la información relevante y eventos que deban ser revelados al público, ajustándose a lo previsto en la Ley del Mercado de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Dar cumplimiento a las disposiciones relativas a la celebración de operaciones de adquisición y colocación de acciones propias de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Ejercer, por sí o a través de delegado facultado, en el ámbito de su competencia o por instrucción del consejo de administración, las acciones correctivas y de responsabilidad que resulten procedentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Verificar que se realicen, en su caso, las aportaciones de capital hechas por los accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Dar cumplimiento a los requisitos legales y estatutarios establecidos con respecto a los dividendos que se paguen a los accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Asegurar</span><span style="font-family:Arial"> que se mantengan los sistemas de contabilidad, registro, archivo o información de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Elaborar y presentar al consejo de administración el informe a que se refiere el artículo 172 de la LGSM, con excepción de lo previsto en el inciso b) de dicho precepto.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer mecanismos y controles internos que permitan verificar que los actos y operaciones de la Compañía y personas morales que ésta controle se hayan apegado a la normativa aplicable, así como dar seguimiento a los resultados de esos mecanismos y controles internos y tomar las medidas que resulten necesarias en su caso.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Ejercer las acciones de responsabilidad a que se refiere la Ley del Mercado de Valores, en contra de personas relacionadas o terceros que presumiblemente hubieren ocasionado un daño a la Compañía o las personas morales que ésta controle o en las que tenga una influencia significativa, salvo que por determinación del consejo de administración de la sociedad anónima bursátil y previa opinión del comité encargado de las funciones de auditoría, el daño causado no sea relevante.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los directores relevantes de la Compañía son los siguientes:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<table cellspacing="0" cellpadding="0" style="width:449.4pt; border-collapse:collapse">
<thead>
<tr style="height:21pt">
<td style="width:81.45pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top; background-color:#006600">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">Nombre</span>
</p>
</td>
<td style="width:100.95pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top; background-color:#006600">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">Cargo Actual</span>
</p>
</td>
<td style="width:52.1pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top; background-color:#006600">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">Antigüedad</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">en el Puesto</span>
</p>
</td>
<td style="width:129.65pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top; background-color:#006600">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">Cargos Previos</span>
</p>
</td>
<td style="width:67.25pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top; background-color:#006600">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt; background-color:#006600">
<span style="font-family:Arial; color:#ffffff">Sexo</span>
</p>
</td>
</tr>
</thead>
<tbody>
<tr style="height:46pt">
<td style="width:81.45pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Fernando Senderos Mestre</span>
</p>
</td>
<td style="width:100.95pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Presidente Ejecutivo y del Consejo de Administración</span>
</p>
</td>
<td style="width:52.1pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">17</span>
</p>
</td>
<td style="width:129.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Presidente Ejecutivo y del Consejo de Administración de KUO</span>
</p>
</td>
<td style="width:67.25pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Alejandro de la Barreda Gómez</span>
</p>
</td>
<td style="width:100.95pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director General</span>
</p>
</td>
<td style="width:52.1pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">5</span>
</p>
</td>
<td style="width:129.65pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director General de KUO</span>
</p>
</td>
<td style="width:67.25pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Ramón F. Estrada Rivero</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Director General Adjunto y Jurídico</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">4</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director Corporativo de Asuntos Jurídicos en DESC</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Jorge F. Padilla Ezeta</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director General Adjunto y Finanzas</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">4</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director de Finanzas y Planeación de KUO</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Alfredo Bonnin Erales </span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Director</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Punta Mita</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">31.4</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director de Operaciones del Proyecto Punta Mita</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Serapión</span><span style="font-family:Arial"> Fernández Senderos</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Director de Proyecto</span><span style="font-family:Arial">s</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">21.05</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">DESC Corporativo (6 años)</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">JP Morgan – M&A (4 años)</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Hector Rivas Camacho</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director </span><span style="font-family:Arial">de Planeación y Nuevos Negocios</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">19.5</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">DINE (9 años)</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DESC Corporativo</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Carl Emberson</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Director de </span><span style="font-family:Arial">Marketing y </span><span style="font-family:Arial">Operaciones Punta Mita</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">8.67</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Marketing y Operaciones</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Santiago Lazo Elizondo</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director Jurídico</span><span style="font-family:Arial"> DINE</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">6.34</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Asuntos Jurídicos</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Marcelo López Ibarra</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director de Ventas Punta Mita</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">4.59</span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Ventas</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
<tr style="height:46pt">
<td style="width:81.45pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Manuel Paulsen Dondé</span>
</p>
</td>
<td style="width:100.95pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Director de Construcción</span>
</p>
</td>
<td style="width:52.1pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">2</span><span style="font-family:Arial">9.40</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</td>
<td style="width:129.65pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; line-height:105%; font-size:10pt">
<span style="font-family:Arial">Director de Proyectos</span>
</p>
</td>
<td style="width:67.25pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:1.8pt; padding-left:1.8pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Masculino</span>
</p>
</td>
</tr>
</tbody>
</table>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Accionistas </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Se presenta información conocida por la Compañía respecto </span><span style="font-family:Arial">a la</span><span style="font-family:Arial"> tenencia accionaria de las series “A” y “B” del capital social de DINE al 2</span><span style="font-family:Arial">7</span><span style="font-family:Arial"> de abril de 202</span><span style="font-family:Arial">6</span><span style="font-family:Arial">, fecha de la última asamblea de accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-right:1.1pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La siguiente tabla enlista el nombre y la participación accionaria de forma agregada de los consejeros y directivos relevantes en la Emisora que tienen una tenencia individual mayor del 1% y menor al 10% al 2</span><span style="font-family:Arial">7</span><span style="font-family:Arial"> de abril de 202</span><span style="font-family:Arial">6</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-right:1.1pt; margin-bottom:0pt; text-indent:35.45pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="width:473pt; margin-right:auto; margin-left:auto; border:1pt solid #000000; border-collapse:collapse">
<tr style="height:15.75pt">
<td style="width:168.55pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">Nombre</span>
</p>
</td>
<td style="width:63.6pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">A</span>
</p>
</td>
<td style="width:37.9pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">%</span>
</p>
</td>
<td style="width:50.05pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">B</span>
</p>
</td>
<td style="width:28.7pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">%</span>
</p>
</td>
<td style="width:50.85pt; border-right-style:solid; border-right-width:1pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">Total</span>
</p>
</td>
<td style="width:23.35pt; border-bottom-style:solid; border-bottom-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">%</span>
</p>
</td>
</tr>
<tr style="height:15.75pt">
<td style="width:168.55pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">Valentín Díez Morodo</span>
</p>
</td>
<td style="width:63.6pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">10,000,000</span>
</p>
</td>
<td style="width:37.9pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">3.08</span>
</p>
</td>
<td style="width:50.05pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">20,000,000</span>
</p>
</td>
<td style="width:28.7pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">6.43</span>
</p>
</td>
<td style="width:50.85pt; border-right-style:solid; border-right-width:1pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">30,000,000</span>
</p>
</td>
<td style="width:23.35pt; padding-right:3pt; padding-left:3.5pt; vertical-align:middle; background-color:#ffffff">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#ffffff">
<span style="font-family:Arial">4.72</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Se confirma que no se han presentado cambios significativos en los últimos 3 años en el porcentaje de propiedad mantenido por los principales accionistas actuales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Además, se afirma que la Emisora no es controlada, directa o indirectamente por otra empresa, por un gobierno extranjero, o por cualquier otra persona física o moral.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Consejo de Administración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La administración de DINE está encomendada a un consejo de administración y a un director general.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración se integra por un máximo de 21 miembros propietarios de los cuales el 25% son independientes. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La mitad más </span><span style="font-family:Arial">uno de los consejeros son</span><span style="font-family:Arial"> designados por el voto de la mayoría de las acciones de la serie "A", representadas y votadas en la asamblea y, salvo el derecho de las minorías, el resto son elegidos por el voto de la mayoría de las acciones de la serie "B" o sus subseries numéricamente progresivas, representadas y votadas en la asamblea.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cualquier accionista o grupo de accionistas tenedor de acciones de una misma serie del capital, que represente, cuando menos un 10% del capital social, tendrá derecho a nombrar y remover un consejero propietario de la correspondiente serie, de conformidad con lo prescrito en el artículo 144 de la Ley General de Sociedades Mercantiles y el artículo 50 de la Ley del Mercado de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración cuenta con las siguientes facultades para la administración de los negocios de la Compañía de una forma independiente y efectiva: poder general para pleitos y cobranzas, actos de dominio y de administración, sin limitación alguna, es decir, con todas las facultades generales y especiales que requieran cláusula especial conforme a la Ley, en los términos de los tres primeros párrafos del artículo 2554 del Código Civil para el Distrito Federal y sus correlativos y concordantes del Código Civil Federal y de los Estados de la República Mexicana, incluidas las facultades que enumera el artículo 2587 del mismo ordenamiento.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">De conformidad con lo anterior, el consejo de administración cuenta de manera expresa, con las siguientes facultades entre otras:</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Representar a la Compañía ante toda clase de autoridades; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Otorgar, suscribir, endosar y avalar títulos de crédito;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Designar (a) a los miembros de los comités de prácticas societarias y de auditoría en el entendido de que los presidentes de </span><span style="font-family:Arial">los mismos</span><span style="font-family:Arial"> serán nombrados por la asamblea de accionistas, (b) al director general, previa opinión del comité de prácticas societarias, a quien deberá señalar sus deberes, obligaciones y remuneraciones y (c) vicepresidentes, funcionarios, gerentes y apoderados de la Compañía;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer o clausurar oficinas, sucursales o agencias;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Adquirir o enajenar acciones, valores y activos;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Determinar en forma exclusiva el sentido en que deban ejercerse los derechos de voto de las acciones o participaciones sociales de la Compañía en otras empresas, en las Asambleas generales ordinarias o extraordinarias;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Celebrar, modificar y rescindir todo tipo de contratos y actos jurídicos;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Aceptar en nombre de la sociedad mandatos de personas físicas y morales, mexicanas o extranjeras;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer cuentas bancarias y retirar depósitos de </span><span style="font-family:Arial">las mismas</span><span style="font-family:Arial"> y designar personas autorizadas para uso de la firma social y para depositar en las referidas cuentas bancarias y retirar depósitos de </span><span style="font-family:Arial">las mismas</span><span style="font-family:Arial"> con las limitaciones que el consejo establezca.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Conferir, sustituir, delegar y revocar poderes generales y especiales, incluyendo la facultad de sustitución; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Convocar a asambleas de accionistas y ejecutar las resoluciones que se adopten en las mismas; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer la visión estratégica de la Compañía y dar seguimiento a su cumplimiento;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Designar a la o las personas responsables de la adquisición y colocación de acciones propias;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Emitir la opinión correspondiente en caso de cancelación de la inscripción de las acciones en el Registro Nacional de Valores;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer las estrategias generales para la conducción del negocio de la Compañía y personas morales que ésta controle;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Vigilar la gestión y conducción de la Compañía y de las personas morales que ésta controle, considerando la relevancia que tengan estas últimas en la situación financiera, administrativa y jurídica de la Compañía, así como el desempeño de los directivos relevantes;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Aprobar, con la previa opinión del comité que sea competente: (a) Las políticas y lineamientos para el uso o goce de los bienes que integren el patrimonio de la Compañía y de las personas morales que ésta controle, por parte de personas relacionadas; (b) las operaciones, cada una en lo individual, con personas relacionadas, que pretenda celebrar la Compañía o las personas morales que ésta controle, salvo las exceptuadas de acuerdo con el artículo 28, fracción III, inciso “b” de la Ley del Mercado de Valores y la cláusula correlativa en los estatutos sociales; (c) las operaciones que se ejecuten, ya sea simultánea o sucesivamente, que por sus características puedan considerarse como una sola operación y que pretendan llevarse a cabo por la Compañía o las personas morales que ésta controle, en el lapso de un ejercicio social, cuando sean inusuales o no recurrentes, o bien, su importe represente, con base en cifras correspondientes al cierre del trimestre inmediato anterior en cualquiera de los supuestos siguientes: (i) la adquisición o enajenación de bienes con valor igual o superior al cinco por ciento de los activos consolidados de la Compañía y (</span><span style="font-family:Arial">ii</span><span style="font-family:Arial">) el otorgamiento de garantías o la asunción de pasivos por un monto total igual o superior al cinco por ciento de los activos consolidados de la Compañía; (d) el nombramiento, elección y, en su caso, destitución del director general de la Compañía y su retribución integral, así como las políticas para la designación y retribución integral de los demás directivos relevantes; (e) las políticas para el otorgamiento de mutuos, préstamos o cualquier tipo de créditos o garantías a personas relacionadas; (f) las dispensas para que un consejero, directivo relevante o persona con poder de mando, aproveche oportunidades de negocio para sí o en favor de terceros, que correspondan a la Compañía o a las personas morales que ésta controle o en las que tenga una influencia significativa; (g) los lineamientos en materia de control interno y auditoría interna de la Compañía y de las personas morales que ésta controle, (h) las políticas contables de la Compañía, ajustándose a las Normas de Información Financiera</span><span style="font-family:Arial"> </span><span style="font-family:Arial"> reconocidas y expedidas por la Comisión mediante disposiciones de carácter general, (j) los estados financieros de la Compañía, (k) la contratación de la persona moral que proporcione los servicios de auditoría externa y, en su caso, de servicios adicionales o complementarios a los de auditoría externa; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Presentar a la asamblea general de accionistas que se celebre con motivo del cierre del ejercicio social los informes a que hace referencia el artículo 28, fracción IV de la Ley del Mercado de Valores;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Dar seguimiento a los principales riesgos a los que está expuesta la Compañía y personas morales que ésta controle, identificados con base en la información presentada por los comités, el director general y la persona moral que proporcione los servicios de auditoría externa, así como a los sistemas de contabilidad, control interno y auditoría interna, registro, archivo o información, de éstas y aquélla, lo que podrá llevar a cabo por conducto del Comité que ejerza las funciones en materia de auditoría;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Aprobar las políticas de información y comunicación con los accionistas y el mercado, así como con los consejeros y directivos relevantes;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Determinar las acciones que correspondan a fin de subsanar las irregularidades que sean de su conocimiento e implementar las medidas correctivas correspondientes; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Establecer los términos y condiciones a los que se ajustará el director general en el ejercicio de sus facultades de actos de dominio; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Ordenar al director general la revelación al público de los eventos relevantes de que tenga conocimiento; </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Crear comités para auxiliarse en el desempeño de sus funciones y, en su caso, disolverlos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea de Accionistas de fecha 22 de abril de 2024, los accionistas establecieron en 12 el número de miembros integrantes del Consejo de Administración. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Comités del Consejo de Administración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De conformidad con los estatutos sociales de la Compañía, la vigilancia de la gestión, conducción y ejecución de los negocios de la Compañía y de las personas morales que controle, considerando la relevancia que tengan estas últimas en la situación financiera, administrativa y jurídica de la Compañía, estará a cargo del consejo de administración a través de los comités de prácticas societarias y de auditoría, así como, por conducto de la persona moral que realice la auditoría externa de la Compañía, cada uno en el ámbito de sus respectivas competencias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El comité de prácticas societarias y el comité de auditoría se integran exclusivamente con consejeros independientes y por un mínimo de 3 miembros, de los cuales por lo menos uno es experto financiero, designados por el propio consejo de administración, a propuesta del presidente de dicho órgano social, o por la asamblea de accionistas, en el entendido de que sus presidentes serán nombrados por la asamblea de accionistas. Dichos presidentes no podrán presidir el consejo de administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El comité de prácticas societarias designado en la asamblea general anual ordinaria y extraordinaria de accionistas de DINE de fecha 28 de abril de 2025, quedó integrado por los señores Valentín Díez Morodo (Presidente), Ernesto Vega Velasco (Experto Financiero) y Víctor Rivero Martín.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El comité de prácticas societarias tendrá a su cargo las siguientes actividades:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Opinar sobre los asuntos relacionados en los incisos “a” a “f” del artículo 28, fracción III de la Ley del Mercado de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Solicitar la opinión de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones o cuando conforme a la Ley del Mercado de Valores o disposiciones de carácter general se requiera.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Convocar a asambleas de accionistas y hacer que se inserten en el orden del día de dichas asambleas los puntos que estimen pertinentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Apoyar al consejo de administración en la elaboración del informe anual que se presenta a los accionistas en los términos de la Ley General de Sociedades Mercantiles y de la Ley del Mercado de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Presentar al consejo un informe anual sobre sus actividades que contemple, cuando menos, los siguientes aspectos:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las observaciones respecto del desempeño de los directivos relevantes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las operaciones con personas relacionadas, durante el ejercicio que se informa, detallando las características de las operaciones significativas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los paquetes de emolumentos o remuneraciones integrales del director general y directivos relevantes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las dispensas para que un consejero, directivo relevante o persona con poder de mando, aproveche oportunidades de negocio para sí o en favor de terceros, que correspondan a la Compañía o a las personas morales que ésta controle o en las que tenga una influencia significativa.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El comité de auditoría designado en la asamblea general anual ordinaria y extraordinaria de accionistas de DINE de fecha 28 de abril de 2025, quedó integrado por los señores José Manuel del Barrio Molina (Presidente y Experto Financiero), José Manuel Canal Hernando (Experto Financiero y Auditoria), Ernesto Vega Velasco (Experto Financiero) y Daniella Gurrea Martínez (experta financiera). El comité de auditoría tendrá a su cargo las siguientes actividades:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Opinar sobre los asuntos relacionados en los incisos “g” a “j” del artículo 28, fracción III de la Ley del Mercado de Valores. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Recomendar al Consejo de Administración la contratación de la persona moral que va a proporcionar los servicios de auditoría externa, evaluar su desempeño, así como analizar el dictamen, opiniones, reportes o informes que elabore y suscriba el auditor externo. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Adicionalmente, el Comité de Auditoría, para este fin, deberá cerciorarse de la independencia del Despacho y del Auditor Externo Independiente, así como del cumplimiento de los requerimientos establecidos en la Ley y en las Disposiciones de carácter general aplicables a las entidades y emisora supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos, que entraron en vigor a partir del 1 de agosto del 2018.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Discutir los estados financieros de la Compañía con las personas responsables de su elaboración y revisión, y con base en ello recomendar o no al consejo de administración su aprobación.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Informar al consejo de administración la situación que guarda el sistema de control y auditoría internos de la Compañía o de las personas morales que ésta controle, incluyendo las irregularidades que, en su caso, detecte.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Elaborar la opinión sobre el contenido del informe del director general a que hace referencia el artículo 42, fracción II, inciso “e” de la Ley del Mercado de Valores y someterla a consideración del consejo de administración para su posterior presentación a la asamblea de accionistas, apoyándose, entre otros elementos, en el dictamen del auditor externo. Dicha opinión deberá señalar, por lo menos:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Si las políticas y criterios contables y de información seguidas por la Compañía son adecuados y suficientes tomando en consideración las circunstancias particulares de la misma.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Si dichas políticas y criterios han sido aplicados consistentemente en la información presentada por el director general.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Si como consecuencia de los incisos “a” y “b” anteriores, la información presentada por el director general refleja en forma razonable la situación financiera y los resultados de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Apoyar al consejo de administración en la elaboración del informe anual que se presenta a los accionistas en los términos de la Ley General de Sociedades Mercantiles y de la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Vigilar que las operaciones que se enlistan en el artículo 28 de la LMV se lleven a cabo ajustándose a lo previsto en dicho ordenamiento a las políticas aplicables.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Solicitar la opinión de expertos independientes en los casos en que lo juzgue conveniente, para el adecuado desempeño de sus funciones o cuando conforme a la LMV o disposiciones de carácter general se requiera.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Requerir a los directivos relevantes y demás empleados de la Compañía o de las personas morales que ésta controle, reportes relativos a la elaboración de la información financiera y de cualquier otro tipo que estime necesaria para el ejercicio de sus funciones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Investigar los posibles incumplimientos de los que tenga conocimiento, a las operaciones, lineamientos y políticas de operación, sistema de </span><span style="font-family:Arial">control interno y auditoría interna</span><span style="font-family:Arial"> y registro contable, ya sea de la propia Sociedad o de las personas morales que ésta controle, para lo cual deberá realizar un examen de la documentación, registros y demás evidencias comprobatorias, en el grado y extensión que sean necesarios para efectuar dicha vigilancia.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Recibir observaciones formuladas por accionistas, consejeros, directivos relevantes, empleados y, en general, de cualquier tercero, respecto de los asuntos a que se refiere el inciso anterior, así como realizar las acciones que a su juicio resulten procedentes en relación con tales observaciones. De igual manera dar seguimiento al sistema de denuncias que permita a cualquier persona involucrada con las operaciones de la empresa reportar cualquier irregularidad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Solicitar reuniones periódicas con los directivos relevantes, así como la entrega de cualquier tipo de información relacionada con el control y auditoría internos de la Compañía o personas morales que ésta controle.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Informar al consejo de administración de las irregularidades importantes detectadas con motivo del ejercicio de sus funciones y, en su caso, de las acciones correctivas adoptadas o proponer las que deban aplicarse.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Convocar a asambleas de accionistas y solicitar que se inserten en el orden del día de dichas asambleas los puntos que estimen pertinentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Vigilar que el director general dé cumplimiento a los acuerdos de las asambleas de accionistas y del consejo de administración de la Compañía, conforme a las instrucciones que, en su caso, dicte la propia asamblea o el referido consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Vigilar que se establezcan mecanismos y controles internos que permitan verificar que los actos y operaciones de la Compañía y de las personas morales que ésta controle, se apeguen a la normativa aplicable, así como implementar metodologías que posibiliten revisar el cumplimiento de lo anterior, incluyendo dentro de esto la revisión y actualización periódica del Código de Conducta de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Presentar al consejo un informe anual sobre sus actividades que contemple, cuando menos los siguientes aspectos:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El estado que guarda el sistema de control y auditoría internos de la Compañía y personas morales que ésta controle y, en su caso, la descripción de sus deficiencias y desviaciones, así como de los aspectos que requieran una mejoría, tomando en cuenta las opiniones, informes, comunicados y el dictamen de auditoría externa, así como los informes emitidos por los expertos independientes que hubieren prestado sus servicios durante el período que cubra el informe.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La mención y seguimiento de las medidas preventivas y correctivas implementadas con base en los resultados de las investigaciones relacionadas con el incumplimiento a los lineamientos y políticas de operación y de registro contable, ya sea de la propia Sociedad o de las personas morales que ésta controle.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La evaluación del desempeño de la persona moral que otorgue los servicios de auditoría externa, así como del auditor externo encargado de ésta.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La descripción y valoración de los servicios adicionales o complementarios que, en su caso, proporcione la persona moral encargada de realizar la auditoría externa, así como los que otorguen los expertos independientes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los principales resultados de las revisiones a los estados financieros de la Compañía y de las personas morales que ésta controle.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La descripción y efectos de las modificaciones a las políticas contables aprobadas durante el período que cubra el informe.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las medidas adoptadas con motivo de las observaciones que consideren relevantes, formuladas por accionistas, consejeros, directivos relevantes, empleados y, en general, de cualquier tercero, respecto de la contabilidad, controles internos y temas relacionados con la auditoría interna o externa, o bien, derivadas de las denuncias realizadas sobre hechos que estimen irregulares en la administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El seguimiento de los acuerdos de las asambleas de accionistas y del consejo de administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Compensación a Consejeros y Funcionarios</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Durante el ejercicio terminado el 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, la compensación total para los consejeros ascendió a $2,</span><span style="font-family:Arial">624,000</span><span style="font-family:Arial"> </span><span style="font-family:Arial">y para el personal gerencial y/o directivos clave ascendió a $49,335,183.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Después de concluir cada ejercicio fiscal, la Compañía con base al desempeño y cumplimiento de metas individuales y del negocio, otorga una compensación variable a favor de sus ejecutivos, la cual está incluida en el monto mostrado anteriormente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía tiene implementado un plan </span><span style="font-family:Arial">contributorio</span><span style="font-family:Arial"> voluntario de beneficios al retiro, consistente en una aportación mensual que hace el empleado sobre su sueldo integrado, hasta por un 6%, aportando la empresa otro porcentaje igual, dependiendo de la edad y antigüedad del empleado. Cuando se retira de la Compañía, el empleado puede retirar las aportaciones realizadas más sus rendimientos y dependiendo de su edad, antigüedad y motivo de retiro, hasta el 100% de las aportaciones realizadas por la Compañía y sus respectivos rendimientos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">PASEO DE LOS TAMARINDOS 400-B, Piso 28, BOSQUES DE LAS LOMAS,</span><span style="font-family:Arial"> CIUDAD DE MEXICO</span><span style="font-family:Arial"> C. P. 05120</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
Anexo N
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
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:10pt">
<span style="font-family:Arial; font-size:8pt"> </span><span style="font-family:Arial; font-weight:bold">Marco Regulatorio</span><span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">General</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE y sus subsidiarias se encuentran sujetas a diversas leyes, reglamentos y disposiciones generales. De forma enunciativa, más no limitativa, el marco regulatorio que le aplica a la Compañía se explica a continuación:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía está constituida como una sociedad anónima bursátil de capital variable, en tanto que sus subsidiarias se encuentran constituidas como sociedades anónimas de capital variable de </span><span style="font-family:Arial">conformidad con las leyes mexicanas. Dichas sociedades son reguladas por la Ley General de Sociedades Mercantiles, el Código de Comercio, la legislación general aplicable, así como por sus respectivos estatutos sociales. Adicionalmente DINE se rige por la Ley del Mercado de Valores, así como por las circulares o disposiciones de carácter general aplicables a las emisoras y otros participantes del mercado de valores emitidas por la CNBV, incluyendo las Disposiciones de carácter general aplicables a las entidades y emisoras supervisadas por la Comisión Nacional Bancaria y de Valores que contraten servicios de auditoría externa de estados financieros básicos, la cual entró en vigor el 1 de agosto de 2018.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Por lo que se refiere a la protección de las marcas, la Compañía y sus subsidiarias se rigen por la Ley de la Propiedad Industrial y su reglamento. Asimismo, el 1 de julio de 2020 se publicó en el Diario Oficial de la Federación (DOF) la nueva Ley Federal de Protección a la Propiedad Industrial, la cual abroga a la Ley de la Propiedad Industrial publicada el 27 de junio de 1991 y el decreto por el que se reformaron y adicionaron diversas disposiciones de la Ley Federal del Derecho de Autor. Ambas reformas buscan, entre otros asuntos, adecuar la legislación mexicana en materia de propiedad intelectual a las obligaciones establecidas en el Tratado entre México, Estados Unidos y Canadá (T-MEC).</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las subsidiarias de DINE que cuentan con empleados están sujetas a la Ley Federal del Trabajo y demás regulación laboral aplicable.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En caso de que en México se implementaran nuevos cambios a la normatividad en materia Laboral actual, esto podría tener un impacto en las operaciones de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En el desarrollo de sus negocios, resultan aplicables a la Compañía y sus subsidiarias, entre otras, la Ley General del Equilibrio Ecológico y la Protección al Ambiente, sus diversos reglamentos, particularmente el Reglamento en Materia de Evaluación del Impacto Ambiental, la Ley de Aguas Nacionales y su reglamento, así como las diversas leyes y reglamentos ambientales de los Estados y Municipios en donde se encuentran localizados los desarrollos propiedad de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Respecto a las operaciones que realiza la Compañía, a la fecha se han cumplido con las medidas de compensación y mitigación que se producen con sus operaciones ordinarias, ello derivado de las resoluciones correspondientes por las autoridades ambientales competentes, y en virtud de lo anterior, no existe violación o incumplimiento a ley o disposición normativa alguna que produzca un impacto relevante, actual o potencial, relacionado con el cambio climático.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La naturaleza de las actividades realizadas por la Compañía y Subsidiarias, al tratarse del sector inmobiliario, son altamente reguladas. Un alto nivel de regulación gubernamental o la modificación de dicho marco regulatorio podría dañar las operaciones de la Compañía. Cualquiera de las autoridades que tengan jurisdicción sobre el negocio de la Compañía, pueden adoptar o cambiar regulaciones o tomar otras acciones que pudieran afectarlo de manera adversa.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Es importante señalar que a partir de septiembre de 2013 entró en vigor la Ley Federal Para La Prevención e Identificación de Operaciones con Recursos de Procedencia Ilícita, su reglamento, reglas y disposiciones aplicables, lo cual incluye las obligaciones de identificar</span><span style="font-family:Arial"> </span><span style="font-family:Arial"> operaciones con clientes de la Compañía y sus Subsidiarias y presentar información de dichos clientes y dar avisos a la Secretaría de Hacienda y Crédito Público en los tiempos y formas establecidos en la reglamentación aplicable. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Gobierno mexicano ha fortalecido las disposiciones y normativa aplicable en materia de anticorrupción y antilavado, destacando la reforma a la</span><span style="font-family:Arial"> </span><span style="font-family:Arial">Ley Federal para la Prevención e Identificación de Operaciones con Recursos de Procedencia Ilícita (LFPIORPI)</span><span style="font-family:Arial"> </span><span style="font-family:Arial">de julio 2025. Los porcentajes de participación en empresas o cualquier instrumento jurídico para identificar a la figura de beneficiario controlador fueron modificados, así como el llevar un mayor control en los expedientes de identificación.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Por último, la Compañía y sus Subsidiarias, en las diversas actividades que realicen, estarán sujetas a los términos de las concesiones, autorizaciones o permisos que en cada caso les sean otorgadas, así como, a las disposiciones legales aplicables para cada caso.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Situación Fiscal</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE y sus subsidiarias están sujetos a la Ley del Impuesto Sobre la Renta (“ISR”) y a la Ley del Impuesto al Valor Agregado (“IVA”).</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El ISR se calcula en moneda nacional, cuando existen operaciones en moneda extranjera el cálculo de ISR se efectúa al tipo de cambio que pacten las partes o en su defecto al tipo de cambio publicado en el Diario Oficial de la Federación. La tasa del ISR fue del 30% durante 2025 y 2024, para el ejercicio fiscal de 2026 la tasa del ISR se mantendrá al 30%, excepto en la región fronteriza norte y sur, pues mediante decreto presidencial se otorga un estímulo fiscal consistente en aplicar un crédito fiscal equivalente a la tercera parte del impuesto sobre la renta causado en el ejercicio o en los pagos provisionales. Adicionalmente, los dividendos correspondientes a utilidades generadas a partir de 2014 (registradas en la cuenta de utilidad fiscal neta “CUFIN” generada a partir de 2014), estarán sujetos a una tasa de retención del 10%, cuando estos se paguen a personas físicas residentes en México o a extranjeros (respecto a extranjeros, existe la posibilidad de reducir o eliminar esa tasa de retención en caso de que aplique alguno de los Tratados para Evitar la Doble Tributación que México tiene en vigor). Así mismo, a partir de 2014 las operaciones de </span><span style="font-family:Arial">compra venta</span><span style="font-family:Arial"> de acciones en la Bolsa Mexicana de Valores están sujetas a una tasa de retención del 10% aplicable a la ganancia.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En relación con el IVA, tal tributo en el ejercicio fiscal 2025 se pagó a una tasa general del 16%, en forma mensual conforme se cobren o paguen efectivamente las contraprestaciones, es decir, su causación y acreditamiento se realiza con base en flujos de efectivo. Para el ejercicio 2026 la tasa general aplicable continuará al 16% y en la región fronteriza norte y sur el 8%.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Es importante señalar que DINE y cada subsidiaria distribuyó entre los accionistas y se dio lectura al informe sobre la revisión de la situación fiscal a que hace referencia la fracción III del artículo 52 del Código Fiscal de la Federación, dando así cumplimiento a la fracción XIX del artículo 76 de la Ley del ISR vigentes en el ejercicio 2025.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
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.
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital social está integrado por dos clases de acciones ordinarias: series “A” y “B”. Los tenedores de acciones de la serie “A” tienen el derecho de elegir a la mitad más 1 de los miembros del consejo de administración de la Compañía y, sujeto al derecho de los accionistas o grupos de accionistas tenedores de acciones de una misma serie que representen por lo menos el 10% del capital social de designar un miembro del consejo de administración de la serie respectiva, los tenedores de acciones de la serie “B” tienen el derecho de designar al resto de los miembros integrantes del consejo de administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al 31 de diciembre de 2025, el capital social suscrito y pagado estaba representado por 635’730,056 acciones ordinarias, nominativas, sin expresión de valor nominal, de los cuales 324’883,867 son acciones de la serie “A” y 310’846,189 son acciones de la serie “B”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las acciones serie “A” y las acciones serie “B” pueden ser detentadas por inversionistas mexicanos y extranjeros. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al 28 de abril de 2025, ninguna de las acciones de DINE era detentada por alguna de sus Subsidiarias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Estatutos Sociales</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">A continuación, aparece un breve resumen de ciertas disposiciones que se contienen en los estatutos sociales vigentes al 31 de diciembre de 2025, así como de ciertas disposiciones contempladas en la legislación mexicana. Esta descripción no pretende ser exhaustiva y está complementada íntegramente mediante referencias a los estatutos sociales, los cuales están a disposición de los interesados en la página electrónica en la red mundial (Internet) de la Compañía en la dirección http://www.dine.com.mx </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Constitución e Inscripción; Objeto</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE es una sociedad anónima bursátil de capital variable constituida de conformidad con las leyes de México el 29 de marzo de 2007. DINE está inscrita en el Registro Público de Comercio de la ciudad de México, Distrito Federal bajo el folio mercantil número 379,360.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De conformidad con lo que dispone la cláusula tercera de los estatutos sociales, dentro del objeto social de DINE se incluye promover, constituir, organizar, dirigir, explotar y tomar participación en el capital y patrimonio de todo género de sociedades, y la adquisición de todo tipo de bienes muebles e inmuebles y la prestación de los servicios necesarios para alcanzar dicho objeto.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Capital</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital social es variable. El capital mínimo fijo está representado por acciones ordinarias, nominativas de la serie "A", sin expresión de valor nominal y representará como mínimo el 51% de las acciones con derecho a voto. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital social variable está compuesto por acciones ordinarias nominativas de la serie "B" o sus subseries progresivas., Sus características serán determinadas por la asamblea extraordinaria de accionistas, que acuerde su emisión. Estas acciones no tendrán nominal y representarán como máximo el 49% de las acciones con derecho a voto.</span><span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía puede emitir acciones de la serie "B", que se conservarán en la tesorería de la Compañía, para entregarse a medida que se realice su suscripción.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Todas las acciones, dentro de su respectiva serie, conferirán iguales derechos y obligaciones a sus tenedores. Los derechos de las minorías de accionistas estarán regidos por las disposiciones legales aplicables vigentes y los estatutos sociales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cada acción de las series "A" y "B" dará derecho a un voto en las asambleas generales de accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los títulos representativos de las acciones llevarán las firmas autógrafas de cualesquiera 2 miembros del consejo de administración, propietarios o suplentes, conforme a resoluciones que al efecto adopte el propio consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Podrán utilizarse firmas impresas en facsímil, si así lo resuelve el consejo de administración; en este caso los originales de las firmas respectivas se depositarán en la sección correspondiente del Registro Público del Comercio del domicilio social.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los títulos de las acciones estarán numerados progresivamente y podrán amparar una o varias acciones y llevarán adheridos cupones para el pago de dividendos, o para el ejercicio de los derechos que, en su oportunidad, resuelva la asamblea de accionistas. Los títulos de las acciones o los certificados provisionales de cada emisión deberán reunir los requisitos previstos por el artículo 125 y demás relativos de la LGSM y además deberán contener el texto íntegro de la cláusula relativa a la nacionalidad de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía llevará un libro de registro de accionistas y considerará como dueño de las acciones a quien aparezca como tal en dicho libro. A solicitud de cualquier interesado, previa comprobación a que hubiere lugar, la Compañía deberá inscribir en el citado libro las transmisiones de acciones que se efectúen.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital variable de la Compañía puede aumentarse o disminuirse sin necesidad de reformar los estatutos sociales, con la única formalidad de que los aumentos o disminuciones sean acordados por la asamblea general extraordinaria de accionistas, debiendo protocolizarse el acta correspondiente, excepto cuando se trate de los aumentos o disminuciones a que hace referencia el artículo 56 de la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital mínimo fijo de la Compañía no podrá aumentarse o disminuirse, si ello no es acordado en asamblea general extraordinaria de accionistas, reformándose consecuentemente los estatutos sociales, excepto cuando se trate de los aumentos o disminuciones a que hace referencia el artículo 56 de la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Todo aumento o disminución del capital social deberá inscribirse en el libro de registro que a tal efecto llevará la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">No podrán emitirse nuevas acciones sino hasta que las precedentes hayan sido íntegramente pagadas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">I. Aumentos de capital. Cuando se aumente el capital social se estará a lo siguiente:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cuando los aumentos de capital sean con utilidades repartibles o por capitalización de la reserva legal, por capitalización de primas sobre acciones o de otras aportaciones previas de los accionistas, o por capitalización de utilidades retenidas o de reservas de valuación o revaluación, todos los accionistas de las diferentes series accionarias tendrán derecho a suscribir el aumento de capital, en proporción al número de acciones de que sean tenedores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cuando los aumentos de capital sean por aportaciones en efectivo de los accionistas, deberán decretarse cuidando la proporción accionaria establecida en los estatutos sociales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En caso de aumentarse la serie "B", a efecto de llegar al porcentaje establecido en los estatutos sociales, las series "A" y "B" actualmente en circulación, tendrán derecho preferente para suscribirlo en proporción al número de acciones de que sean tenedores, salvo en el caso previsto en el inciso “e” siguiente. Si alguno o algunos de los accionistas de estas series no ejercieren en su momento el derecho que les confiere este inciso, dicho derecho podrá ser ejercido por los demás accionistas de estas mismas series, conforme a las bases que se establezcan en la asamblea que decrete el aumento.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En caso de que, decretado un aumento de capital, éste no haya sido suscrito en su totalidad por los accionistas en el plazo establecido en el párrafo siguiente, el consejo de administración determinará la forma y términos en que se deberá suscribir la parte no suscrita, en el entendido que el precio al cual se ofrezcan las acciones a terceros no podrá ser menor a aquél al cual fueron ofrecidas a los accionistas de la Compañía para suscripción y pago.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El derecho que se confiere en los incisos anteriores deberá ser ejercido dentro de los 15 días naturales siguientes a aquel en que se publiquen en el Sistema Electrónico de la Secretaria de Economía los acuerdos correspondientes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">No obstante, lo anterior, si el aumento de capital se decretare a efecto de emitir acciones no suscritas para su colocación en el público, se estará a lo plasmado en el artículo 53 de la LMV, y el derecho de suscripción preferente a que se refiere el artículo 132 de la LGSM no será aplicable.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">II. Reducciones de capital. Las reducciones de capital deberán hacerse respetando en todo momento la proporción accionaria establecida en los estatutos sociales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Excepto cuando se trate de las disminuciones a que hace referencia el artículo 56 de la Ley del Mercado de Valores, toda reducción del capital social afectará a todas las acciones representativas del mismo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El reembolso de acciones íntegras se hará a los accionistas al valor que determine la asamblea que resuelva dicho reembolso. La designación de las acciones a reembolsarse se hará, según lo acuerde la asamblea correspondiente, mediante sorteo ante Corredor Público o mediante el ofrecimiento de reembolso a todos los accionistas, en tal forma que éstos se encuentren en posibilidad de representar, después de la reducción de capital correspondiente, los mismos porcentajes de acciones, y si esto no fuere posible el porcentaje de acciones que sea más semejante al que anteriormente poseían. Hecha la designación de las acciones que habrán de reembolsarse, se publicará un aviso en el Sistema Electrónico de la Secretaria de Economía, expresando el sistema seguido para el retiro de las acciones, el número de las acciones que serán retiradas y el número de los títulos de las mismas, que como consecuencia deberán ser cancelados, o en su caso, canjeados, y la institución de crédito en donde se deposite el importe del reembolso, el que quedará desde la fecha de la publicación a disposición de los accionistas respectivos sin devengar interés alguno.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Previa aprobación de la asamblea general extraordinaria de accionistas, la Compañía podrá amortizar acciones con utilidades acumuladas, en los términos previstos por el artículo 136 de la LGSM.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los accionistas no tendrán derecho a retirar parcial o totalmente sus aportaciones, por lo cual no será aplicable lo dispuesto al efecto en los artículos 213, 220 y 221 de la LGSM.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Cancelación de la Inscripción de las Acciones en el Registro Nacional de Valores</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En el evento de cancelación de la inscripción de las acciones de la Compañía en el Registro Nacional de Valores, ya sea por solicitud de la propia sociedad, previo acuerdo de la asamblea </span><span style="font-family:Arial">general extraordinaria de accionistas adoptado con el voto favorable de los titulares de acciones que representen el 95% del capital social, o por resolución adoptada por la CNBV en términos de ley, la Compañía tendrá la obligación, previo requerimiento de dicha Comisión, de hacer oferta pública de compra conforme al artículo 108 y demás disposiciones aplicables de la LMV. La persona o grupo de personas que tengan el control de la Compañía al momento en que la referida Comisión haga el requerimiento citado serán subsidiariamente responsables con la Compañía del cumplimiento de las obligaciones que se generen.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">El consejo de administración de la Compañía deberá a más tardar al décimo día hábil posterior al inicio de la oferta pública, o el plazo que en su caso indique la CNBV, elaborar, escuchando al comité de prácticas societarias, y dar a conocer al público inversionista a través de la bolsa en que coticen los valores de la Compañía y en los términos y condiciones que dicha bolsa establezca, su opinión respecto del precio de la oferta y los conflictos de interés que, en su caso, tenga cada uno de sus miembros respecto de la oferta. La opinión del consejo de administración podrá estar acompañada de otra emitida por un experto independiente que contrate la Compañía. Así mismo, los miembros del consejo de administración y el director general deberán revelar al público, junto con la opinión antes referida, la decisión que tomarán respecto de los valores de su propiedad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">La Compañía deberá afectar en fideicomiso por un periodo mínimo de 6 meses, contado a partir de la fecha de cancelación, los recursos necesarios para adquirir al mismo precio de la oferta los valores de los inversionistas que no hubieren acudido a la misma.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La cancelación de la inscripción de las acciones de la Compañía en el Registro Nacional de Valores requiere, además de cualquier otro requisito señalado en la Ley del Mercado de Valores y demás disposiciones aplicables al efecto: (i) de la aprobación previa de la CNBV; y (</span><span style="font-family:Arial">ii</span><span style="font-family:Arial">) del acuerdo de la asamblea extraordinaria de accionistas adoptado con un quórum de votación mínimo del 95% del capital social.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En el evento de cancelación de la inscripción de las acciones de la Compañía en el Registro Nacional de Valores, por solicitud de la propia Emisora, la misma estará exceptuada de llevar a cabo la oferta pública correspondiente, siempre que acredite a la CNBV contar con el consentimiento de los accionistas que representen cuando menos el 95% del capital social de la Compañía, otorgado mediante acuerdo de asamblea; que el monto a ofrecer por las acciones colocadas entre el gran público inversionista sea menor a 300,000 unidades de inversión, y constituya el fideicomiso a que hace referencia el inciso “c” anterior, así como notifiquen la cancelación y constitución del citado fideicomiso a través del Sistema de Envío y Difusión de Información (SEDI) de la Bolsa Mexicana de Valores (EMISNET). </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Asambleas de Accionistas</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La asamblea general de accionistas es el órgano supremo de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las Asambleas serán Ordinarias, Extraordinarias o Especiales, y se celebrarán en el domicilio de la Sociedad ya sea de manera presencial, o parcial o totalmente por medios electrónicos, en los términos establecidos en los presentes estatutos, sin que esto signifique que dicha Asamblea haya sido celebrada fuera del domicilio de la Sociedad. Lo anterior, siempre y cuando se utilicen medios electrónicos, ópticos o de cualquier otra tecnología que permitan el acceso y la acreditación de la identidad de los asistentes, la participación simultánea y la interacción en las deliberaciones de los accionistas, así como el sentido de su voto. Siempre generando la evidencia correspondiente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">a) Serán Ordinarias todas las reunidas para tratar los asuntos enumerados en el artículo ciento ochenta y uno de la Ley General de Sociedades Mercantiles y los asuntos mencionados por los artículos veintiséis, cuarenta y tres, cuarenta y siete, cincuenta y seis, fracción cuarta y demás disposiciones aplicables de la Ley del Mercado de Valores;</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">b) Serán Extraordinarias aquellas en que se trate cualquiera de los asuntos enumerados en el artículo ciento ochenta y dos de la Ley General de Sociedades Mercantiles y los artículos cuarenta y ocho, cincuenta y tres, ciento ocho y demás disposiciones aplicables de la Ley del Mercado de Valores;</span><span style="font-family:Arial">              </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">c) Serán especiales las Asambleas que traten los asuntos relativos a los derechos de los accionistas de las Series “A” y “B” y se regirán por lo establecido en el artículo ciento noventa y cinco de la Ley General de Sociedades Mercantiles.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La asamblea ordinaria se reunirá por lo menos una vez al año dentro de los cuatro meses siguientes a la clausura del ejercicio social correspondiente, en la fecha que fije el consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La convocatoria para las asambleas deberá hacerse por el consejo de administración, el presidente, secretario o prosecretario de dicho órgano, el comité de prácticas societarias, el comité de auditoría o por la autoridad judicial, en su caso, y se firmará por quien la acuerde. La convocatoria también podrá hacerse a petición de las personas a que se refieren los artículos 178 y 184 y 185, en su caso, de la LGSM y 25 y 50 de la LMV. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La convocatoria para las Asambleas se hará por medio de la publicación en el sistema electrónico establecido por la Secretaría de Economía, siempre con anticipación no menor de quince días de la fecha señalada para la reunión. Por lo menos desde la fecha de la convocatoria respectiva, los accionistas tendrán a su disposición, (a) en las oficinas de la Sociedad, la información y los documentos relacionados con cada uno de los puntos contenidos en el orden del día de la Asamblea de Accionistas que corresponda, de forma gratuita, (b) por correo electrónico, y (c) a través de los intermediarios del mercado de valores o en la propia Sociedad, formularios de poderes elaborados por la Sociedad en los términos del artículo cuarenta y nueve de la Ley del Mercado de Valores para la representación de los accionistas en la Asamblea de que se trate</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La convocatoria para las Asambleas deberá contener la designación de lugar, fecha y hora en que haya de celebrarse la Asamblea, el orden del día y la firma de quienes la hagan, en caso de que se celebre por medios electrónicos, ópticos o de cualquier otra tecnología se tendrá que agregar el enlace electrónico por medio del cual se podrá acceder a la Asamblea.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Podrá celebrarse Asamblea sin previa convocatoria siempre que esté representada la totalidad de las acciones en que se divida el capital social, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las Asambleas Ordinarias de Accionistas reunidas en virtud de primera convocatoria se considerarán legalmente instaladas cuando esté representada, por lo menos, la mitad del capital </span><span style="font-family:Arial">social,</span><span style="font-family:Arial"> </span><span style="font-family:Arial">ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología</span><span style="font-family:Arial"> y sus resoluciones serán válidas si se adoptan por mayoría de los votos presentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Si la asamblea ordinaria no pudiere celebrarse el día señalado para su reunión, se hará una segunda convocatoria con expresión de esta circunstancia y en la junta se resolverá sobre los asuntos indicados en la orden del día, por mayoría de votos y se considerará legalmente instalada cualquiera que sea el número de acciones representadas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las Asambleas Extraordinarias de Accionistas reunidas por virtud de primera convocatoria se considerarán legalmente instaladas si están representadas, por lo menos, las tres cuartas partes del capital social, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología y sus resoluciones serán válidas si se adoptan por el voto de las acciones que represente la mitad del capital social.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En segunda o posteriores convocatorias las Asambleas Extraordinarias de Accionistas se considerarán legalmente reunidas cuando se encuentre representado, por lo menos, la mitad del capital </span><span style="font-family:Arial">social,</span><span style="font-family:Arial"> ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología y sus resoluciones serán válidas si se adoptan por el voto favorable del número de acciones que representan, por lo menos, el cincuenta por ciento del capital social</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Para que los Accionistas tengan derecho de asistir a las Asambleas ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología y a votar en ellas, deberán depositar los títulos de sus acciones en la Secretaría de la sociedad, cuando menos veinticuatro horas antes de la celebración de la Asamblea, obteniendo de manera física o virtual la tarjeta de entrada correspondiente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">También podrán depositarlos en una casa de bolsa o institución de crédito de la República Mexicana o del extranjero y, en estos casos, para obtener la tarjeta de entrada, deberán presentar en la Secretaría de la Sociedad un certificado de la institución que acredite el depósito de los títulos y la obligación de la institución correspondiente de conservar los títulos depositados hasta en tanto se cerciore que la Asamblea ha concluido.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Secretaría de la sociedad entregará a los accionistas correspondientes, ya sea de manera física o virtual, una tarjeta de admisión en donde constará el nombre del accionista, el número de acciones depositadas y el número de votos a que tiene derecho por virtud de dichas acciones</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">Los accionistas podrán hacerse representar en las asambleas por medio de mandatarios nombrados mediante simple carta poder o poder otorgado en el formulario que elabore la Compañía para la asamblea correspondiente que (i) señale de manera notoria la denominación de la Compañía, así como el respectivo orden del día sin que puedan incluirse asuntos bajo el rubro de generales o equivalente y (</span><span style="font-family:Arial; font-size:10pt">ii</span><span style="font-family:Arial; font-size:10pt">) contengan espacio para las instrucciones que señale el otorgante para el ejercicio del poder, en la inteligencia de que no podrán ejercer tal mandato los miembros del consejo de administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las asambleas serán presididas por el presidente del consejo y a falta de éste, por uno de los consejeros en el orden de su nombramiento y, faltando todos éstos, por la persona que designen los mismos concurrentes a la asamblea.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Fungirá como secretario el del consejo o el prosecretario, faltando estos dos, la persona que el presidente en funciones designe.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al iniciarse la Asamblea, quien la presida nombrará dos escrutadores para hacer el recuento de las acciones representadas en la misma, quienes deberán formular una lista de asistencia en la que anotarán los nombres de los accionistas en ella presentes o representados, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, y el número de acciones que cada uno de ellos hubiere depositado para comparecer, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, a la correspondiente Asamblea. Las actas se asentarán en el libro respectivo o, en su caso, se protocolizarán ante Notario Público</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Administración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La administración de la Compañía estará encomendada a un consejo de administración y a un director general, que será denominado en la forma que designe el consejo de administración y que desempeñará las funciones que establece la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración se integrará por un número máximo de 21 miembros propietarios, según lo determine la asamblea correspondiente, de los cuales cuando menos el 25% deberán ser independientes. Por cada consejero propietario podrá designarse a su respectivo suplente, en </span><span style="font-family:Arial">el entendido de que los consejeros suplentes de los consejeros independientes deberán tener este mismo carácter. La asamblea general de accionistas en la que se designe o ratifique a los miembros del consejo de administración o, en su caso, aquélla en la que se informe sobre dichas designaciones o ratificaciones, calificará la independencia de sus consejeros.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los consejeros no podrán ser personas que hubieren desempeñado el cargo de auditor externo de la Compañía o de alguna de las personas morales que integran el grupo empresarial o consorcio al que ésta pertenezca, durante los 12 meses inmediatos anteriores a la fecha del nombramiento. El secretario y el prosecretario no formarán parte del consejo de administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La mitad más </span><span style="font-family:Arial">uno de los consejeros serán</span><span style="font-family:Arial"> designados por el voto de la mayoría de las acciones de la serie "A", representadas y votadas en la asamblea y, salvo el derecho de las minorías, el resto serán elegidos por el voto de la mayoría de las acciones de la serie "B" o sus subseries numéricamente progresivas, representadas y votadas en la asamblea.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cualquier accionista o grupo de accionistas tenedor de acciones de una misma serie del capital, que represente, cuando menos un 10% del capital social, tendrá derecho a nombrar y remover un consejero propietario de la correspondiente serie, de conformidad con lo prescrito en el artículo 144 de LGSM y el artículo 50 de la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los miembros del consejo de administración no necesitarán ser accionistas de la Compañía. Los consejeros deberán cumplir con los requisitos aplicables señalados en la LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los consejeros serán elegidos por un año y continuarán en el desempeño de sus funciones aun cuando hubiere concluido el plazo para el que hayan sido designados o por renuncia al cargo hasta por un plazo de 30 días naturales, a falta de un sustituto o cuando éste no tome posesión de su cargo. El consejo podrá designar consejeros provisionales, sin intervención de la asamblea de accionistas, cuando se presente alguno de los supuestos señalados en el enunciado anterior o en el artículo 155 de la LGSM, los cuales serán ratificados o remplazados en la asamblea de accionistas siguiente a que ocurra tal evento, sin perjuicio de los derechos de las minorías.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cuando la asamblea de accionistas así lo acuerde, cada uno de los consejeros deberá asegurar las responsabilidades que pudiere contraer en el desempeño de su cargo, mediante depósito en efectivo o constitución de fianza a favor de la Compañía por la cantidad que en su caso establezca la propia asamblea.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cuando el consejo así lo acuerde, el director general deberá asegurar las responsabilidades que pudiere contraer en el desempeño de su cargo, mediante depósito en efectivo o constitución de fianza a favor de la Compañía por la cantidad que en su caso establezca el propio consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En su caso la garantía permanecerá en vigor hasta que las cuentas del período respectivo hayan sido aprobadas por la asamblea general de accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los consejeros de la Compañía deberán cumplir con las obligaciones establecidas a su cargo en la LMV y otros ordenamientos aplicables, incluyendo las obligaciones en materia de los deberes de lealtad y diligencia contemplados por la propia LMV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los miembros del consejo de administración y, en su caso, el secretario o prosecretario de este, se sujetarán al régimen de responsabilidad civil previsto en la LMV. Sin embargo, los miembros del consejo de administración y el secretario o prosecretario quedan liberados de la responsabilidad consistente en indemnizar los daños y perjuicios ocasionados a la Compañía o a las personas morales que ésta controle o en las que tenga una influencia significativa, por falta de diligencia, derivada de los actos que ejecuten o las decisiones que adopten en el consejo o de aquellas que dejen de tomarse al no poder sesionar legalmente dicho órgano social, siempre que no se trate de actos dolosos o de mala fe, o bien, ilícitos conforme a la LMV u otras leyes. La Compañía, en todo caso, indemnizará y sacará en paz y a salvo a los miembros del consejo de </span><span style="font-family:Arial">administración, al secretario y al prosecretario de cualquier responsabilidad en que incurran en el legal desempeño de su encargo y cubrirá el monto de la indemnización por los daños que cause su actuación a la Compañía o personas morales que ésta controle o en las que tenga una influencia significativa, salvo que se trate de actos dolosos o de mala fe, o bien, ilícitos conforme a la LMV u otras leyes. A dicho efecto, la Compañía otorgará anticipos para los gastos de defensa de la persona de que se trate en cualquier tipo de proceso legal.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Consejo de Administración se reunirá por lo menos una vez cada tres meses en la ciudad de México, o en cualquier otro lugar de la República Mexicana o del extranjero que para tal efecto se señale, o mediante el uso de medios electrónicos, ópticos o de cualquier otra tecnología, tal y como si se tratara de sesiones presenciales siempre que sea convocado ya sea por medios físicos o electrónicos, por el Presidente, Secretario o Prosecretario del Consejo de Administración, el Presidente del Comité de Prácticas Societarias o de Auditoría, o por al menos el veinticinco por ciento de los Consejeros.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El auditor externo de la sociedad podrá ser convocado a las sesiones del Consejo en calidad de invitado con voz y sin voto, debiendo abstenerse de estar presente respecto de aquellos asuntos del orden del día en los que tenga un conflicto de interés o que puedan comprometer su independencia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo funcionará válidamente con la presencia, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, de la mayoría de sus miembros y sus resoluciones serán válidas si se adoptan por mayoría de votos de los Consejeros presentes. En caso de empate la persona que presida la reunión tendrá voto de calidad</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los miembros del Consejo de Administración que tengan conflicto de interés en algún </span><span style="font-family:Arial">asunto,</span><span style="font-family:Arial"> deberán abstenerse de participar y estar presentes en la deliberación y votación de dicho asunto, sin que ello afecte al quórum requerido para la instalación de la sesión correspondiente</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Conforme a lo permitido por el artículo 143 de la Ley General de Sociedades Mercantiles, los Consejeros por unanimidad de votos, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, podrán tomar resoluciones fuera de sesión de consejo. Dichas resoluciones tendrán, para todos los efectos legales, la misma validez que si hubieren sido adoptadas en sesión de consejo, siempre que se confirmen por escrito con firma autógrafa o firma electrónica. La confirmación citada podrá constar en un solo documento o en documentos por separado. El texto de las resoluciones será transcrito al libro mencionado en la Cláusula Trigésima Primera siguiente</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De cada sesión del consejo se levantará acta, en la que se consignarán las resoluciones aprobadas, deberá ser inscrita en el libro de actas correspondiente y será firmada por quien haya presidido la sesión, por la persona que haya actuado como secretario y por los demás asistentes que deseen hacerlo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración, en la primera junta que celebre después de verificarse la asamblea de accionistas que lo hubiere electo, nombrará de entre sus miembros un presidente. El consejo o el presidente, según sea el caso, también designarán un secretario y un prosecretario, quienes no serán miembros del consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Además, el consejo en cualquier tiempo podrá nombrar uno o más vicepresidentes, que desempeñarán las funciones y tendrán las facultades y obligaciones que señale el propio consejo al nombrarlos o posteriormente y, si lo estima pertinente, a uno o varios consejeros delegados con todas las facultades necesarias para ejecutar los acuerdos del consejo en coordinación con el director general y sin perjuicio de la obligación de éste de dar cumplimiento a los acuerdos de las asambleas de accionistas y del consejo de administración, conforme a las instrucciones que, en su caso, dicte la propia asamblea o el referido consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las faltas temporales o definitivas del Presidente, serán suplidas por uno de los vicepresidentes, en el orden de su nombramiento o, en su defecto, uno de los consejeros en el orden de su nombramiento, y las del secretario por el prosecretario, si lo hubiere o, faltando éste, por la persona que el consejo designe. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración tendrá las facultades especificadas en la sección </span><span style="font-family:Arial; font-weight:bold; font-style:italic">“4. Administración - c) Administradores y Accionistas”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Presidente será designado por el consejo de administración. El presidente presidirá las asambleas de accionistas y las sesiones del consejo, será el representante del consejo y firmará en unión del secretario las actas de las asambleas y del consejo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En caso de ausencia temporal o definitiva del presidente, sus funciones serán desempeñadas con las mismas facultades por uno de los vicepresidentes, en el orden de su nombramiento o, en su defecto, por uno de los consejeros en el orden de su nombramiento.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El secretario y el prosecretario serán designados por el consejo de administración o por el presidente de dicho órgano.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El secretario y el prosecretario tendrán las facultades que el consejo le asigne, adicionalmente a las siguientes:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Fungirá como tal en las asambleas de accionistas, en las sesiones del consejo de administración y en las sesiones de los comités de prácticas societarias y de auditoría.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Llevará los libros de actas, en uno de los cuales asentará y firmará con el presidente todas las actas de las asambleas de accionistas y en otro todas las actas del consejo de administración y de sus comités.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Actuará como delegado de las asambleas de accionistas y sesiones del consejo de administración, para realizar las publicaciones correspondientes y comparecer ante el notario público de su elección a protocolizar o formalizar los acuerdos tomados.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Expedirá certificaciones de (i) las actas de las asambleas y de las sesiones del consejo de administración; (</span><span style="font-family:Arial">ii</span><span style="font-family:Arial">) de los nombramientos y facultades de los funcionarios y apoderados de la Compañía y; (</span><span style="font-family:Arial">iii</span><span style="font-family:Arial">) de los asientos realizados en los libros corporativos de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Tendrá además las obligaciones y facultades inherentes a su cargo y las contempladas para dicha posición por la Ley del Mercado de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En el desempeño de sus funciones o en su ausencia, el secretario se auxiliará del prosecretario, si lo hubiere.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En ausencia del secretario y del prosecretario, las funciones de éstos serán asumidas por la persona que el presidente en funciones designe.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El secretario y el prosecretario deberán cerciorarse de que la Compañía mantenga a disposición de los intermediarios del mercado de valores que acrediten contar con la representación de los accionistas de la Compañía, durante el plazo a que se refiere el artículo 49 de la LMV, los formularios de los poderes para la representación de accionistas en las asambleas de la Compañía, a fin de que tales intermediarios puedan hacerlos llegar con oportunidad a sus representados. El secretario y el prosecretario, si lo hubiere, deberán informar sobre lo anterior a la asamblea, lo que se hará constar en el acta respectiva. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El secretario y el prosecretario del consejo de administración, cuando tengan conflicto de interés en algún asunto, deberán abstenerse de participar y estar presentes en la deliberación y votación de dicho asunto.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Vigilancia</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">La vigilancia de la gestión, conducción y ejecución de los negocios de la Sociedad y de las personas morales que controle, considerando la relevancia que tengan estas últimas en la situación financiera, administrativa y jurídica de la Sociedad, estará a cargo del Consejo de Administración a través de los Comités de Prácticas Societarias y de Auditoría, así como por conducto de la persona moral que realice la auditoría externa de la Sociedad, cada uno en el ámbito de sus respectivas competencias, según lo señalado en la Ley del Mercado de Valores</span><span style="font-family:Arial; font-size:10pt">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Comité de Prácticas Societarias y el Comité de Auditoría se integrarán exclusivamente con consejeros independientes y por un mínimo de tres miembros designados por el propio consejo a propuesta del Presidente de dicho órgano social, o por la Asamblea de Accionistas, en el entendido de que sus Presidentes serán nombrados por la Asamblea de Accionistas. Dichos Presidentes no podrán presidir el Consejo de Administración</span><span style="font-family:Arial">. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Estos Comités actuarán invariablemente como órganos colegiados, sin que sus facultades puedan ser delegadas en personas físicas tales como Directores, Gerentes, Consejeros Delegados o Apoderados</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Tanto el Comité de Prácticas Societarias como el de Auditoría elaborarán un informe anual sobre sus actividades y lo presentarán ante el Consejo de Administración, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, en los términos del artículo cuarenta y tres de la Ley del Mercado de Valores</span><span style="font-family:Arial">. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Cualquier Comité de la Sociedad quedará legalmente instalado, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, cuando se encuentre presente la mayoría de sus miembros y sus resoluciones serán válidas cuando se adopten, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, por el voto favorable de la mayoría de los miembros presentes. El Presidente tendrá voto de calidad en caso de empate. Los miembros de los Comités de la Sociedad, por unanimidad de votos, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, podrán tomar resoluciones fuera de sesión. Dichas resoluciones tendrán, para todos los efectos legales, la misma validez que si hubieren sido adoptadas en sesión de dicho comité, siempre que se confirmen por escrito, con firma autógrafa o firma electrónica. La confirmación citada podrá constar en un solo documento o en documentos por separado</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Secretario y el Prosecretario del Consejo de Administración desempeñarán estos cargos en los Comités de Prácticas Societarias y de Auditoría, por lo que asistirán a sus sesiones, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, en tal carácter</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los Comités de Prácticas Societarias y de Auditoría podrán contar con la presencia de invitados en sus sesiones, ya sea de manera presencial o mediante medios electrónicos, ópticos o de cualquier otra tecnología, quienes asistirán con </span><span style="font-family:Arial">voz</span><span style="font-family:Arial"> pero sin voto a las mismas</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El comité de prácticas societarias y el comité de auditoría tendrán a su cargo las actividades que se especifican en la sección </span><span style="font-family:Arial; font-weight:bold; font-style:italic">“4. Administración - c</span><span style="font-family:Arial; font-weight:bold; font-style:italic">)</span><span style="font-family:Arial; font-weight:bold; font-style:italic"> </span><span style="font-family:Arial; font-weight:bold; font-style:italic"> Administradores</span><span style="font-family:Arial; font-weight:bold; font-style:italic"> y Accionistas”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Auditor Externo</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía deberá de contar con un auditor externo, mismo que podrá ser convocado a las sesiones del consejo de administración, en calidad de invitado con voz y sin voto, debiendo abstenerse de estar presente respecto de aquellos asuntos del orden del día en los que tenga un conflicto de interés o que puedan comprometer su independencia. El auditor externo será designado, y en su caso, removido por el consejo de administración de la Compañía, previa opinión </span><span style="font-family:Arial">del comité de auditoría. El auditor externo de la Compañía deberá de emitir un informe anual sobre los estados financieros, elaborado con base en normas profesionales vigentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Director General</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las funciones de gestión, conducción y ejecución de los negocios de la Compañía y de las personas morales que ésta controle, serán responsabilidad del director general, sujetándose para ello a las estrategias, políticas y lineamientos aprobados por el consejo de administración. El director general será nombrado por el consejo de administración, previa opinión del comité de prácticas societarias y podrá adoptar la nomenclatura que así se determine en su nombramiento. El director general se auxiliará de los directivos relevantes designados para tal efecto y de cualquier empleado de la Compañía o de las personas morales que ella controle. Por directivos relevantes se entenderá a aquellas personas físicas con un empleo, cargo o comisión en la Compañía o en las personas morales controladas por ella o que la controlen, que adopten decisiones que trasciendan de forma significativa en la situación administrativa, financiera, operacional o jurídica de la Compañía o del grupo empresarial al que ella pertenezca, sin que queden comprendidos dentro de esta definición los consejeros de la Compañía. El consejo aprobará también la destitución del director general de la Compañía y su retribución integral, así como las políticas para la designación y retribución integral de los demás directivos relevantes, previa opinión del comité de prácticas societarias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El director general, para el cumplimiento de sus funciones, contará con las más amplias facultades para representar a la Compañía en actos de administración y pleitos y cobranzas, incluyendo facultades especiales que conforme a las leyes requieran cláusula especial. Tratándose de actos de dominio deberá ajustarse a los términos y condiciones establecidos por el consejo de administración para su ejercicio.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El director general tiene a su cargo las actividades especificadas en la sección </span><span style="font-family:Arial; font-weight:bold; font-style:italic">“4. Administración – c) Administradores y Accionistas”</span><span style="font-family:Arial; font-style:italic">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Recompra de Acciones</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía podrá adquirir las acciones representativas de su capital social, a través de alguna bolsa de valores nacional, a precio de mercado salvo que se trate de ofertas públicas o de subastas autorizadas por la CNBV, sin que sea aplicable la prohibición establecida en el primer párrafo del artículo 134 de la Ley General de Sociedades Mercantiles, siempre que la compra se realice con cargo al capital contable en tanto pertenezcan dichas acciones a la propia emisora o, en su caso, al capital social en el evento de que se resuelva convertirlas en acciones de tesorería, en cuyo supuesto, no se requerirá de resolución de asamblea de accionistas. En todo caso, la Compañía anunciará el importe de su capital suscrito y pagado cuando de publicidad al capital autorizado representado por las acciones emitidas y no suscritas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Adicionalmente, para poder adquirir sus propias acciones, la Compañía deberá estar al corriente en el pago de sus obligaciones derivadas de instrumentos de deuda de la Compañía inscritos en el Registro Nacional de Valores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La asamblea general ordinaria de accionistas deberá acordar expresamente, para cada ejercicio, el monto máximo de recursos que podrá destinarse a la compra de acciones propias, con la única limitante de que la sumatoria de los recursos que puedan destinarse a ese fin, en ningún caso exceda el saldo total de las utilidades netas de la Compañía, incluyendo las retenidas. Por su parte, el consejo de administración deberá designar al efecto a la o las personas responsables de la adquisición y colocación de acciones propias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En tanto pertenezcan las acciones a la Compañía, no podrán ser representadas en asambleas de accionistas de cualquier clase, ni ejercitarse derechos sociales o económicos de tipo alguno.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las acciones propias que pertenezcan a la Compañía o, en su caso, las acciones de tesorería, podrán ser colocadas entre el público inversionista, a precio de mercado salvo que se trate de ofertas públicas o de subastas autorizadas por la citada Comisión, sin que para este último caso, el aumento de capital social correspondiente, requiera resolución de asamblea de accionistas de ninguna clase, ni del acuerdo del consejo de administración tratándose de su colocación, y sin que resulte aplicable el derecho preferente mencionado en el artículo 132 de la LGSM.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La compra y colocación de acciones antes citadas, los informes que sobre las mismas deban presentarse a la asamblea general ordinaria de accionistas, las normas de revelación en la información, así como la forma y términos en que estas operaciones sean dadas a conocer a la CNBV, a la bolsa de valores correspondiente y al público inversionista, estarán sujetos a las disposiciones de carácter general que expida la CNBV.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Liquidación</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Llegado el caso de liquidación de la Compañía, la asamblea general extraordinaria de accionistas designará por mayoría de votos uno o varios liquidadores, que serán los representantes de la Compañía y tendrán las facultades y obligaciones señaladas en el artículo 242 de la LGSM, debiendo proceder en su oportunidad a la distribución del remanente entre los accionistas, de acuerdo con lo previsto en los artículos 247 y 248 de la propia Ley.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las disposiciones de la LMV y de la LGSM, regirán en todo aquello sobre lo que no hay cláusula expresa en los estatutos sociales.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Duración</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La duración de la Compañía es indefinida.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Competencia Judicial Exclusiva</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los estatutos sociales estipulan que los procedimientos legales que se relacionen con la ejecución, interpretación o cumplimiento de los estatutos sociales únicamente podrán instaurarse ante los tribunales competentes de la ciudad de México, Distrito Federal. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Restricciones a las Inversiones Extranjeras</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La inversión extranjera en el capital social de sociedades mexicanas está regulada por la Ley de Inversión Extranjera de 1993 (la “Ley de Inversión Extranjera”) y al reglamento de </span><span style="font-family:Arial">la misma</span><span style="font-family:Arial"> vigente a partir de 1998 (el “Reglamento de Inversión Extranjera”). La Ley de Inversión Extranjera define a la inversión extranjera como: (i) la participación de inversionistas extranjeros, en cualquier proporción, en el capital social de sociedades mexicanas (</span><span style="font-family:Arial">ii</span><span style="font-family:Arial">) la realizada por sociedades mexicanas con mayoría de capital extranjero; y (</span><span style="font-family:Arial">iii</span><span style="font-family:Arial">) la participación de inversionistas extranjeros en actividades y actos contemplados por la Ley de Inversión Extranjera. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los inversionistas extranjeros se definen como personas físicas o morales de nacionalidad distinta a la mexicana y a las entidades extranjeras sin personalidad jurídica. La Comisión Nacional de Inversión Extranjera, la Dirección General de Inversiones Extranjeras, y el Registro Nacional de Inversiones Extranjeras dependientes de la Secretaría de Economía son responsables de la administración y aplicación de la Ley de Inversión Extranjera y del Reglamento de Inversión Extranjera. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En el caso de la Compañía, las acciones de la serie “A” como las acciones serie “B” pueden detentadas por inversionistas mexicanos y extranjeros. Los accionistas extranjeros se</span><span style="font-family:Arial"> </span><span style="font-family:Arial"> obligan formalmente con la Secretaría de Relaciones Exteriores, a considerarse como nacionales respecto </span><span style="font-family:Arial">a las acciones de la sociedad que adquieran o de que sean titulares, así como de los bienes, derechos, concesiones, participaciones o intereses de que sea titular la sociedad, o bien de los derechos y obligaciones que se deriven de los contratos en que sea parte la sociedad con autoridades mexicanas, y a no invocar por lo mismo, la protección de sus gobiernos, bajo la pena, en caso contrario, de perder en beneficio de la Nación los derechos y bienes que hubieren adquirido.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">OTRAS PRÁCTICAS DE GOBIERNO CORPORATIVO</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE cuenta con un sólido Código de Conducta, mismo que fue revisado en el 2021 para actualizarlo a las demandas actuales del mundo de negocios, tomándose en consideración referencias aplicables en la materia y sobre todo estableciendo los comportamientos y valores organizacionales que definen la cultura de DINE.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Código de Conducta es aplicable a todos nuestros Grupos de Interés (Accionistas y Socios, Capital Humano, Clientes y Proveedores, así como las Comunidades donde operamos, nuestro Gobierno y Organizaciones Sindicales) en cada país donde realizamos nuestras actividades.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Código de Conducta refleja los valores y principios que rigen y orientan el comportamiento de nuestros Grupos de Interés. Es la expresión de nuestro compromiso para mantener los más altos niveles de ética en el desempeño de la Compañía, buscando la transparencia de las actividades de DINE en el contexto de un gobierno corporativo consistente con los estándares más exigentes y con apego a los principios fundamentales de la Responsabilidad Social Empresarial.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Incluye secciones que abordan temas como (i) Nuestro Código de Conducta; (</span><span style="font-family:Arial">ii</span><span style="font-family:Arial">) Grupos de interés; (</span><span style="font-family:Arial">iii</span><span style="font-family:Arial">) Conflicto de interés; (</span><span style="font-family:Arial">iv</span><span style="font-family:Arial">) Conductas y hechos Inapropiados; (v) Obligaciones; (vi) Retroalimentación y Transparencia y (</span><span style="font-family:Arial">vii</span><span style="font-family:Arial">) Carta de Adhesión y Cumplimiento.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El Código de Conducta ratifica en varias secciones el compromiso de sustentabilidad y de prohibición a cualquier acto de corrupción como parte de la Responsabilidad Social Empresarial.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Contamos con un Buzón de Retroalimentación y Transparencia (denunciasdine@dine.com.mx) y las líneas telefónicas sin costo 800 700 3463 (DINE) en México. Mantenemos con todos nuestros colaboradores un compromiso con la retroalimentación recibida de Confidencialidad, Seguridad y Respeto, todas las denuncias recibidas son atendidas a través del Comité de Código de Conducta DINE y se les da seguimiento a través del Comité de Auditoría.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Nuestro Código de Conducta se encuentra disponible para consulta en la página de Internet www.dine.com.mx.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE ratifica periódicamente el compromiso de todos los colaboradores y grupos de interés para cumplir con los valores que nos guían desde nuestra fundación, conscientes de la importancia de trasladar dichos principios en nuestras acciones para alcanzar nuestra Visión, Misión y Valores</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">A </span><span style="font-family:Arial">continuación,</span><span style="font-family:Arial"> se muestra un cuadro relativo del comportamiento de las acciones de DINE que cotizan en la BMV (series “A” y “B”) por los últimos 5 ejercicios, en cada trimestre por los 2 últimos ejercicios y mensualmente por los 6 meses anteriores a presentar el Reporte Anual:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="576" height="419" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Fuente: </span><span style="font-family:Arial">Bloomberg</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">El precio al 2</span><span style="font-family:Arial; font-size:10pt">7</span><span style="font-family:Arial; font-size:10pt"> de abril de 202</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt"> de las acciones de DINE fue de $</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">4.30</span><span style="font-family:Arial; font-size:10pt"> </span><span style="font-family:Arial; font-size:10pt">pesos para la serie “A” y $</span><span style="font-family:Arial; font-size:10pt">2</span><span style="font-family:Arial; font-size:10pt">3.45 </span><span style="font-family:Arial; font-size:10pt">pesos para la serie “B”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE tiene una experiencia de más de 45 años en desarrollos inmobiliarios residenciales, turísticos, comerciales y corporativos orientados a un segmento de mercado de altos ingresos. Los principales proyectos en los que DINE ha participado son:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Bosques de las Lomas</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Centro Comercial Santa Fe</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Punta Ixtapa</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">La Punta Bosques</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Arcos Bosques Corporativo</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Bosques de Santa Fe</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Punta Mita</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Lagos de la Estadía</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Punta Gorda</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Estrategia de los Negocios en desarrollo </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Todos los proyectos se organizan en etapas, con el fin de reducir riesgos, tales como cambios en la economía y por consiguiente en el mercado. Cuando los indicadores del mercado estiman una caída en la industria, el proyecto puede ser detenido en una forma lógica y eficiente al final de cada etapa y retrasar el inicio de la siguiente hasta que las condiciones del mercado se mejoren. Por el contrario, cuando las proyecciones del mercado estiman un crecimiento alto, dos o más etapas pueden ser desarrolladas simultáneamente. DINE subcontrata el diseño y la construcción de los proyectos, incluyendo la contratación de arquitectos, empresas constructoras y supervisores de obra. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Principales Objetivos de DINE</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Generar valor para sus grupos de interés.</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Mantener su posición de liderazgo en desarrollos del más alto nivel. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Desarrollar proyectos únicos de gran escala. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Continuar con una estructura organizacional flexible integrada con personal competente y con experiencia. Una estructura operacional simple permite a DINE obtener mejores márgenes y operar con altos estándares de eficiencia.</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Lograr un balance en los proyectos mediante la diversificación y buscar proyectos que se </span><span style="font-family:Arial">enfoquen en los diferentes segmentos de mercado. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Analizar continuamente los segmentos de mercado, identificando nuevas oportunidades en nichos con potencial de generar valor.</span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Definir la estrategia de mercado y asignar la apropiada organización de ventas y mercadotecnia para cada proyecto. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Elaborar continuamente el análisis de los proyectos en desarrollo con el objetivo de maximizar su potencial a través de la innovación. Mantenimiento de una base de datos con la investigación de mercado de proyectos pasados y presentes con el fin de observar las tendencias del mercado. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Mantener el perfil de enfoque operacional basado en el flujo de efectivo. </span>
<ul type="circle" style="margin-right:0pt; margin-left:0pt; padding-left:0pt">
<li style="margin-left:25pt; padding-left:11pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:Arial">Las actividades especializadas son contratadas con terceros. </span>
</li>
<li style="margin-left:25pt; padding-left:11pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:Arial">Los procesos de licitación maximizan la eficiencia en costos. </span>
</li>
<li style="margin-left:25pt; padding-left:11pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:Arial">El equilibrio entre las salidas de efectivo y los requerimientos comerciales permiten a DINE tener inversiones justo a tiempo.</span>
</li>
<li style="margin-left:25pt; padding-left:11pt; -aw-font-family:'Courier New'; -aw-font-weight:normal; -aw-number-format:'o'">
<span style="font-family:Arial">Minimización de costos fijos. </span>
</li>
</ul>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Desarrollar proyectos en fases con el fin de mitigar riesgos. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Conceptualizar proyectos innovadores y de vanguardia tecnológica. </span>
</li>
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Desarrollar proyectos de alta calidad y márgenes atractivos por medio de una adecuada capacidad de ejecución.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Estructura Actual</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Al 2</span><span style="font-family:Arial">7</span><span style="font-family:Arial"> de abril de 202</span><span style="font-family:Arial">6</span><span style="font-family:Arial"> el capital social suscrito y pagado de la Compañía ascendía a la cantidad de $2,068’237,272 </span><span style="font-family:Arial">de </span><span style="font-family:Arial">pesos,</span><span style="font-family:Arial"> representado por 635’730,056 acciones, cuya distribución es como sigue:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<div style="text-align:center">
<table cellspacing="0" cellpadding="0" style="margin-right:auto; margin-left:auto; border-collapse:collapse">
<tr>
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; background-color:#008000">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#008000">
<span style="font-family:Arial; font-weight:bold; color:#ffffff"> </span>
</p>
</td>
<td style="width:61.2pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; background-color:#008000">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#008000">
<span style="font-family:Arial; font-weight:bold; color:#ffffff">Acciones</span>
</p>
</td>
<td style="width:84.8pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top; background-color:#008000">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#008000">
<span style="font-family:Arial; font-weight:bold; color:#ffffff">Importe</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt; background-color:#008000">
<span style="font-family:Arial; font-weight:bold; color:#ffffff">en pesos</span>
</p>
</td>
</tr>
<tr style="height:14.8pt">
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Fijo -</span>
</p>
</td>
<td style="width:61.2pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
</td>
<td style="width:84.8pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
</td>
</tr>
<tr>
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="width:36pt; display:inline-block"> </span><span style="font-family:Arial; font-size:10pt">Acciones nominativas serie "A" (sin derecho a retiro y que representarán como mínimo </span><span style="font-family:Arial; font-size:10pt">el 51</span><span style="font-family:Arial; font-size:10pt">% de las acciones con derecho a voto)</span>
</p>
</td>
<td style="width:61.2pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">324’883,867</span>
</p>
</td>
<td style="width:84.8pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">$1,056’951,858</span>
</p>
</td>
</tr>
<tr style="height:10.25pt">
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Variable -</span>
</p>
</td>
<td style="width:61.2pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
</td>
<td style="width:84.8pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
</td>
</tr>
<tr style="height:35.7pt">
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="width:36pt; display:inline-block"> </span><span style="font-family:Arial; font-size:10pt">Acciones nominativas serie "B" (sin derecho a retiro y que representarán como máximo el 49% de las acciones con derecho a voto)</span>
</p>
</td>
<td style="width:61.2pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">310’846,189</span>
</p>
</td>
<td style="width:84.8pt; border-bottom-style:solid; border-bottom-width:0.75pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:bottom">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">$1,011’285,414 </span>
</p>
</td>
</tr>
<tr style="height:11.85pt">
<td style="width:218.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Total</span>
</p>
</td>
<td style="width:61.2pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:double; border-bottom-width:1.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">635’730,056</span>
</p>
</td>
<td style="width:84.8pt; border-top-style:solid; border-top-width:0.75pt; border-bottom-style:double; border-bottom-width:1.5pt; padding-right:5.4pt; padding-left:5.4pt; vertical-align:top">
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">$2,068’237,272</span>
</p>
</td>
</tr>
</table>
</div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las acciones series "A" y "B" son de libre suscripción. </span><span style="font-family:Arial">Todas las</span><span style="font-family:Arial"> acciones dentro de </span><span style="font-family:Arial">la serie</span><span style="font-family:Arial"> </span><span style="font-family:Arial">correspondiente</span><span style="font-family:Arial"> conferirán iguales derechos y obligaciones a sus tenedores.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span><span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">Eventos ocurridos en los últimos tres ejercicios que han modificado el importe del capital, el número y clase de acciones que lo componen.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha 24 de abril de 2023, se aprobó el pago de un dividendo en efectivo a los accionistas, a razón de $0.17 centavos M.N. (diecisiete centavos Moneda Nacional) por cada una de las acciones en que se divide el capital social total de DINE, S.A.B. de C.V., y que se encuentran actualmente en circulación, con cargo contable a la cuenta de resultados acumulados de ejercicios anteriores que a la fecha registraba la Sociedad y, para efectos fiscales, con cargo a la cuenta de utilidad fiscal neta generada hasta el ejercicio 2013, toda vez que la Sociedad ha dado pleno cumplimiento a lo previsto en el Artículo 19 de la Ley General de Sociedades Mercantiles. Adicionalmente se aprobó destinar $50 millones de pesos al Fondo de Recompra de Acciones Propias.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha 22 de abril de 2024, no se aprobó ningún derecho, únicamente se aprobó destinar $50 millones de pesos al Fondo de Recompra de Acciones Propias</span><span style="font-family:Arial"> </span><span style="font-family:Arial">durante el ejercicio 2024 y, en la medida en que dicho monto no se agote durante el ejercicio, éste puede ser destinado para la adquisición de acciones propias durante el periodo comprendido entre el inicio del ejercicio 2025 y la fecha de aprobación del monto a destinarse para el ejercicio 2025, durante el ejercicio 2024 se han adquirido 2,085 acciones propias, que equivalen a $55. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:Arial; font-size:10pt">En la Asamblea General Ordinaria de accionistas de DINE de fecha 28 de abril de 2025, no se aprobó ningún derecho, únicamente se aprobó destinar $50 millones de pesos al Fondo de Recompra de Acciones Propias </span><span style="font-family:Arial; font-size:10pt">durante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> y, en la medida en que dicho monto no se agote durante el ejercicio, éste puede ser destinado para la adquisición de acciones propias durante el periodo comprendido entre el inicio del ejercicio 202</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt"> y la fecha de aprobación del monto a destinarse para el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">6</span><span style="font-family:Arial; font-size:10pt">, durante el ejercicio 202</span><span style="font-family:Arial; font-size:10pt">5</span><span style="font-family:Arial; font-size:10pt"> se han adquirido </span><span style="font-family:Arial; font-size:10pt">17,317</span><span style="font-family:Arial; font-size:10pt"> acciones propias, que equivalen </span><span style="font-family:Arial; font-size:10pt">a $</span><span style="font-family:Arial; font-size:10pt">385</span><span style="font-family:Arial; font-size:10pt"> mil pesos.</span><span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha </span><span style="font-family:Arial">27</span><span style="font-family:Arial"> de abril de 2026</span><span style="font-family:Arial">, no se aprobó ningún derecho, únicamente se aprobó destinar $50 millones de pesos al Fondo de Recompra de Acciones Propias durante el ejercicio 2026 y, en la medida en que dicho monto no se agote durante el ejercicio, éste puede ser destinado para la adquisición de acciones propias durante el periodo comprendido entre el inicio del ejercicio 202</span><span style="font-family:Arial">7</span><span style="font-family:Arial"> y la fecha de aprobación del monto a destinarse para el ejercicio 2027, durante el ejercicio 2026 se han adquirido 23,343 acciones propias, que equivalen a $514.5 mil pesos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Resumen Estado de resultados consolidado</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="576" height="141" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:8pt; font-size:8pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE es una sociedad controladora y sus operaciones se llevan a cabo a través de sus Subsidiarias directas o indirectas. Cantiles de Mita, S.A. de C.V., Promociones Bosques, S.A. de C.V., y </span><span style="font-family:Arial">Fideicomiso 4757</span><span style="font-family:Arial"> constituido en banco </span><span style="font-family:Arial">Invex</span><span style="font-family:Arial"> contribuyeron con más del 10% en las utilidades o activos totales consolidados de DINE al 31 de diciembre de 202</span><span style="font-family:Arial">5.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<img src="data:image/png;base64,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" width="627" height="243" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las relaciones de negocio que existen entre las subsidiarias de DINE se dan por los servicios proporcionados entre las mismas. DINE 2</span><span style="font-family:Arial">8</span><span style="font-family:Arial"> factura a </span><span style="font-family:Arial">Cantiles de Mita, Fideicomiso 4757 e Inmobiliaria </span><span style="font-family:Arial">Alaxi</span><span style="font-family:Arial">a</span><span style="font-family:Arial">,</span><span style="font-family:Arial"> y a algunas de las demás subsidiarias por el concepto de servicios corporativos. El monto de dicha facturación depende del nivel de servicio requerido por las distintas subsidiarias. Al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, Inmobiliaria Dine factura a </span><span style="font-family:Arial">Operadora Club de Golf Punta Mita</span><span style="font-family:Arial"> </span><span style="font-family:Arial">por los servicios de suministro de agua potable</span><span style="font-family:Arial">.</span><span style="font-family:Arial"> </span><span style="font-family:Arial">y finalmente Inmobiliaria Dine</span><span style="font-family:Arial"> factura a Cantiles de Mita por el servicio de </span><span style="font-family:Arial">c</span><span style="font-family:Arial">omisiones por ventas de productos inmobiliarios.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyEAAAHqCAYAAAATXkGtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAIAKSURBVHhe7d13fNXV/T/wVxLI3nsnJLlJWGFDgARkBhEURS1ona22SafWSvsV/bZKBxa0X/0V1FartkBAcaEoUyE3Ya8wAtl7773v74/kXm8ON+Pemzvzej4eeRDe53zu/dyZ+77vMyxkMpkMREREREREemIpBoiIiIiIiHSJSQgREREREekVkxAiIiIiItIrJiFERERERKRXTEKIiIiIiEivmIQQEREREZFeMQkhIiIiIiK9YhJCRERERER6xSSEiIiIiIj0ikkIERERERHpFZMQIiIiIiLSKyYhRERERESkV0xCiIiIiIhIr5iEEBERERGRXjEJISIiIiIivWISQkREREREesUkhIiIiIiI9IpJCBERERER6RWTECIiIiIi0ismIUREREREpFdMQoiIiIiISK+YhBARERERkV4xCSEiIiIiIr1iEkJERERERHrFJISIiIiIiPSKSQgREREREekVkxAiIiIiItIrJiFERERERKRXTEKIiIiIiEivmIQQEREREZFeWchkMpkYJCIiUtbU1ISOjo7bfjo7OxW/R0VFISgoSDyUiIjoNkxCiIjGqKKiIuTm5qKoqAjV1dWorq5GVVXVbb9XVVWJh6oUGRmJW7duiWEiIqLbMAkhIjJTvb29uH79OnJzc1X+dHZ2iocMysHGCtZWlrAeZ4HxVpawHmcJaysLWI+zhKWlBS4XNsLd3R01NTXioURERLdhEkJEZAbq6upw5coVXL58GVeuXFH8PtRbvJeTNYLdbeHvags3+3HwcBgPN/vxcHMYD/f+f93sx8HdwRqWFuLR32to68bsP51iEkJERCPGJISIyMR0dnZCKpVCKpUqEo6cnByxGwDA2soSCyJcEexmiyB3WwT2/xvsZgs7ayuxu0aYhBARkbqYhBARGbnm5mZF0pGSkgKpVIre3t4BfWzGWSLa1wET/Rwx0c+h73dfh1FLNIbCJISIiNTFJISIyMjIZDJ8/fXX+O6775CSkoLTp0+LXTDF3xGzQ10QE+CIaD9HSLztxS56wySEiIjUxSSEiMgIlJeX4+DBg/j6669x8OBBtLa2DmifEeyM2SHOmB3iglkhznCxGzeg3ZCYhBARkbqYhBARGcjly5cViYdUKh3QFhPghDiJW3/i4ayXYVWaYhJCRETqYhJCRKRHly9fxr59+/DRRx8hOztbEbe0sMDiSDfcEeWOxRI3BLjZDjjOmDEJISIidTEJISLSseLiYuzduxf79u3D2bNnFXEfZ2ssjnTH4kg3LI50h804ywHHmQomIUREpC4mIUREOtDW1oZ9+/Zh7969+PrrrxVxV3tr3DnFA6uneCI2zHXAMaaKSQgREamLSQgR0Sg6deoU3n33XfznP/8ZsCP5nVM8sXqqF1ZN9hzQ3xwwCSEiInUxCSEiGgUffvgh3n33XZw8eVIRiw1zxV1TPXHnFC+jWs1qtDEJISIidTEJISLSUH5+Pt599128++67KCsrA/qHW90/0xsPzPJBmJfh9u7QJyYhRESkLiYhRERqOnHiBHbu3Im9e/cqYjGBTnhgli8emOUDK0uLAf3NHZMQIiJSF5MQIiI1zZgxA5cvXwYA3D2tr+phLpPMNcEkhIiI1GWa60ESERnQ5MmTAQAPz/PD9geixnQCQkREpAkmIUREakpKSgIAfHa5Cu1dvWIzERERDYNJCBGRmhYsWICVK1eipaMbu86Uis1EREQ0DCYhREQaSExMBADsPlcuNhEREdEwODGdiEhD8gnqf7s/Cuume4vNGimqbcfS184p/v/QXD/88e6IAX1E5wsasfGfVxT/D3a3xbFn5yj+L15m1pZ4xe8AsOy1cwjxsMN7j00ZEB8pTkwnIiJ1sRJCRKQhRTXkbN8eIdo6X9A4IFlA/2X/M6V4QEyZmIAAQGFtO5YpXc7j719FvMRNkXz87xfZirYv06tQWNuOpDuCFTEiIiJdYxJCRKShp59+Gv5+frhU2IiUrDqxWW07visEALz+YDSytsTj+YQJAIDkc4MnOQeuVAL91Y+sLfHY89Q0oD8ROV/QqPg9yM1W0U+a/f25vn40H/ESN8wOcVbEiIiIdI1JCBGNWc0dXejp1W5EatLPfgYA2HVm8ERhJIpq2xWJzJoYLwDAU/GByNoSP2Bo1WDiItwAQK1kglUQIiIyFCYhRDTmNHd04f3zGXho92FI87Vb3SoxMRHjx4/HsZs1uF7aLDaPWEVTJwAgXuKGJz+4BsnmFEg2pww5FAsAAvsrHPLqhrz6AaWEJNjdFkV17UB/VUSesLAKQkREhsIkhIjGjMyqevzzzHUkfXoCH164hebOLhzOLEKvFutzuLu7j+rckJSsugFDu149lDdkIvJUfCAemuuHwtp2SDanKOaHyIdlAcD7j09FSlYdJJtTAAB/vDuCVRAiIjIoJiFEZPYyKuvw1ulr+MORs9hzOQvFDd9XLE4VlEOap13yIE9C9p0vR3ljh9isNnFOyKuH8sQuA6hKfuRzRQAgqH++iPwHAD65VKGogvzvF9kjrrwQERGNBiYhRGS2alvbsSPtKp75Qop9V7JR3tQqdgEAHM0qEkNqiY6OxoYNGwAAu7WcGwKlOSGrJnsqYkW1fcOpRE9+cA3oX8pXOcnYfbYMX6ZXCb37nC/om0ifdEcwzhc0YvfZMrz+YDRefzAarx7KGzCki4iISBeYhBCR2Smoa8J75zLwy89T8PHVHHT29IhdBrhYUoVLpdViWC3yasius+Xo6lF/eJePk7UYGpGCmjYAwJxQF0UsXtI356OsQXVVZsd3hQh2t8XsEGdcKuxLOHxdbODrYgMAKB/kOCIiotHCJISIzEZ1Szv2XsnCn49fwH8v3kJpY4vYRaXWrm5I87SboL5o0SIsXboUjW1d2H1W/csKcrdFsHvfJHP5kKgrxU0D2odyLr9B8ftQywXLqyDPLA8Vm4iIiPSGO6YTkclr7erGsaxiHM8pxhUNKxrejvZ4JWEuJJ6uYtOI7d+/H/fffz8meNrj8K9nic3DUrXxIAA8nzABT8UHAoBicvmep6ZhdogzvkyvwjP7bgpH9BF3Rkf/8K2CmjbFsr/y63z9wWgAwDP7bioue6SMZcf0P//3FOoa+ypDclZWlvB0sVP839HOGva24+Dr7ghHu/FwsLWGl6sdHOys4eLQVwkiIiLdYxJCRCbtcmk1dqRdRXbN95UATT0yMwpPzJkohtUSExODq1ev4rUHorB2mrfYPCwxEVFOQKAiCVF1DAZJQJQTDvm8E/TvoC6f3C5e30gYSxLyyJ8OoKJ2ZNUvVWzGW8HL1R5ervbwdLGDl6sDvF3t4eXWF/NytYeD7XjxMCIi0gCTECIySYX1TTh4swBfZuSjtbNbbNZImIcztiTEwtfJXmwasZ07dyIpKQmzQ5wHLJNrzswlCRkJf08nBHs7IdTPFWF+LgjydkaonyusLC3ErkRENAQmIURkco5kFeHLjHxcLRv9D7xJ86fi/phwMawWX18fVFRU4oMnpmJBuObDu0zFWEpCVLGytECQtzOCfJwhCXBDZJA7JoZ4ws5mnNiViIj6cWI6EZmM3NpGvJGajm0nLukkAQGA1IIyNHV0iWG1JCYmAQB2jcJyvWT8enplyC9vQMqVIrx3MB2/e/s7/HDLF3j+rW/x9heXcPRCPvLK6sXDiIjGNFZCiMgkyIde3awcfOWn0bJpyUwkRGq+k3hlZSV8fX0hk8lw4OczEe3rIHYxK2O9EjJSPu4OmBbujZhwb8yO9oO709ArnhERmTNWQojIqN2qqsP2k5ex/eRlvSQgACDNK4M23894e3t/v28IqyHUr6K2BYfP5WFb8hk8/ucv8bu3v8P731zFmRulaGrtFLsTEZk1VkKIyCh19/biy4x8HLxZgOxq7Ve+UtfLCfMQF+onhkfs+vXrmDJlCgAgbdM8eGm4GaEpYCVEe4521pgd7YfZUb5YMCUAjnbm+3whIgIrIURkjK6W12DbiUt4Q5pukAQEAFK13Lxw8uTJeOCBBwAAu/qXvyUaTHNbJ767VIBtyWfw9N++xrbkMzh+MR/1zdy9nojME5MQIjIarV3d+Cg9G6+dvIzDmUVis16l5pfjsoYbH8rJh2TtPluGnl4WnWlkqhvacPhcHv666zQ2vfUt3jlwGedulqGXzyEiMiNMQojIKJQ3tWLzN6ex89Q1FNQ1ic1619zZhRQtqyFLlizB4sWLUdfSpdgMkEgdeWX1+Pi7m3jhnyew6e1vkXzsBm4VGm7IGxHRaGESQkQGdyizEC98c1rrysNoO1VQjhwtd2JXroYQaeNKdiXeO5iO379zAq98kIqDp3NQVtMsdiMiMglMQojIYLp6erHr0i3sPHUNebWNYrPBlTe1QpqnXfLwgx/8ABMnTkR2ZSsOXq0Sm4nU1tzWiZT0Ivz9o3P4/dvf4Y3955GSXoTWdu32tyEi0icmIURkEGWNLdh56irePZuBxnbjXZ40raAMFU2tYlgtSUn9mxeyGkKjrLSmGV+mZeOVD1Lx4799jV1HrqO5zXhfT0REckxCiEjvrpbXYOfpa/jsep7YZHSyqhuQWlAuhtWSmJgIT08PnM1rwOlc7pxNulFd34oPvrmKZ948ig++uYqcEv3sq0NEpAkmIUSkV9/llOCtU9e1HuakT9K8UrR2dovhEbOyskJiYl81hHNDSNcKKhqx68h1vPxBKv715RVOZCcio8QkhIj0Zv/VHOw8dQ0ZlbVik1G7XFoNab52K2XJJ6h/fa0aWZXaDe8iGomymmbs+zYDL3+Qip2fXcTVXM5JIiLjwSSEiHSutrUDb5+5jh2nrqGqpU1sNgmp+doNyfLz88NPfvITAMDuM6yGkP5U1bfi05RMvPJBKt7cfx6XsirELkREesckhIh0Kqu6ATtPXcXey1mQyUx3szVpfilOjcLcEADYdaYUtS1cyYj0q765HQfSsvHy+1Js33sWZzOYDBOR4TAJISKdOVVQjp2nruJYdrHYZHJkMmg9j2XatGm49957IQOwi9UQMpCW9i4cOpuLVz6Q4q+7TiH1qum/PonI9DAJISKdOHAjHztPXzO6DQi1kVpQhqtl2k3y5XK9ZCw6unpw/GIB/vi+FL/dcRz55dptzElEpA4mIUQ06v59LgOvp1xGcb157ebc2N6JlDztJqgvX74ccXFxqGnu5EpZZDSu5FRi01vf4t2vrqC4qklsJiIadUxCiGjUyGQyvH8+A/+5eEtsMhtpBeVa7+4unxvCCepkTOqa2rH3eAa2JZ/BwdM56O7uFbsQEY0aJiFENCp6ZTK8f+EmPrxgvgkIAJQ2tiA1X7vk4aGHHkJkZCRuVbTg0HXzGa5G5uFGfjX+/tE5bNt7FhczuZIWEekGkxAi0lp3by/eP5eB/5h5AiKXml+u9VLDimoIh2SRkTp+MR/bks/g/a/TUVZjXkMricjwmIQQkVa6e3vxwfmb+O+lTLHJbN2qqtN635DExES4urogLace5/M5IZiMU3VDK3YfvYFtyWdw6Gyu2ExEpDEmIUSksa6eXrx//iZ2jaEERC41rxTt3T1ieMRsbGyQmMiVssg0XM2twva9Z7Et+QzScyrFZiIitTEJISKNdHT34P3zGdg9BhMQALhQUgWplitlyZfr/TK9CrlVrWIzkdE5fC4P25LPYNeR66iq53OWiDTHJISI1NbR3YMPLtzEnstZYtOYItVygnpgYCB+/OMfA6yGkAkpr23BB99cxW93fosr2ayKEJFmmIQQkVraurrx/vmbSB7jCQgApOWX43SB9nNDAGDP2XI0tHWLzURGq7S6CX98PwUfHrqGhpYOsZmIaEhMQohoxFq7uvHB+ZvYe4UJCPon5adqmYTMnDkTd999N7p6erGL+4aQiWlu68J/D1/Djk8vIKOgRmwmIhoUkxAiGpHWzr4EZF96ttg0pqXmleJ6Ra0YVou8GsIhWWSqvr1UiB2fXsDR8/liExGRSkxCiGhYzR1deP/CTXzEBOQ29e2dWk9QX7VqFWJjY1HZ2IHkc9pVVogM5VZRLXZ8dhEfHrqKxtZOsZmIaAAmIUQ0rA8v3MTHTEAG9cWNfDR3dIlhtchXytp9VruEhsiQmts68d/D1/uHZ1WLzURECkxCiGhI+65kY/+1HDFMStq6uvHFjTwxrJZHHnkE4eHhyChrwZEMjq0n03b8YgF2fHYJxy5weBYRqcYkhIgGdSy7GB+lZ0MmE1tIJM0vQ01ruxhWi3xuyG5OUCczcKuwBjs+u4j/HLqGRq6eRUQCJiFEpNKlkirsvZKl9QfrseJmZR1S87RLHhITE+Hk5Ahpdh0uFjaKzUQmp6m1E/85fA07PruEm4Ws8BHR95iEENFtCuqasC89G9nVDWITDSG1oAwd3T1ieMTs7e2RmCifG6JdQkNkTI5fzMeOzy7i+MUCsYmIxigmIUQ0QGN7J/alZ+NMYYXYRMM4V1Sp9b4h8iFZn1+uREFNm9hMZLJuFtTgb3tO46PvbopNRDQGMQkhogE+Ss/G1zf5baWmUrVcrjc0NBSPP/44AHDzQjI7Pb0y/PPAZbz31RW0tmu3ohwRmTYmIUSk8Nn1XG5GqKXU/HKcLdKuiqRYrvdcOZrau8VmIpOXfDwD7x1MR00jq31EYxWTECICAJzILcXey9no6ukVm0gNnT09SMvXbkjWnDlzcNddd6Gjq4dzQ8hsfZGahfcOpqO4sklsIqIxgEkIEeFqeQ32XclCRXOr2EQakOaXIqOyTgyrRbFc71ntEhoiY3bkXB7eO3gFmUW1YhMRmTkmIURjXElDMz66kq31h2b6Xm1rB6RaLtd71113Yc6cOSitb8fHF7Qb3kVkzKRXi/HewXRcyakUm4jIjDEJIRrD2rt7sC89B9J87T4w0+3SCspQVN8shtUir4bsOqPdZHciY3cxsxz/PpiO09f5XCcaK5iEEI1he69k4cCNPDFMo6CgrgmpBdold0888QRCgoNxrbQZx29yuAqZtxv51Xjv4BXuJUI0RjAJIRqjThWU44PzXK9flz69moueXpkYVkuifKWss/yGmMxffnkD/n0wHV+d4ip9ROaOSQjRGFRQ14Tky1limEZZVUsbvr6l3be6SUlJsLezw4nMOlwp5ipCZP4q6lrw3sF0fHyCX5IQmTMmIURj0JcZ+bhaXiOGSQdS88vR3av5ssdOTk7fV0O4eSGNEU2tnXjvq3T859A1dHX3iM1EZAaYhBCNMYczCzkPRI/OFJZrvVKWfIL6J5cqUFzXLjYTmaXunl785/A17D56Q2wiIjPAJIRoDMmrbcSXGQXo5IaEepWq5epj4eHheOSRRwAAu7h5IY0xe47dwL5vOTSLyNwwCSEaQ77MyMc1DsPSO2l+GS4Ua7cHgmLzwjNlaOvk8BQaO3p7Zdhz9DoOpHGyOpE5YRJCNEYcyizElxn5Ypj0oKO7R+u9WObPn4+EhAS0dvZgF+eG0BjT0t6FPUev4+h5vocRmQsmIURjQG5tIw7cyEcXh2EZTGp+OW5quSt9Uv8E9V3nysUmIrNX3dCG3ceuQ3q1WGwiIhPEJIRoDPgyIx83KrjZnSFVt7QhrUC75OHuu+/GzJkzUVzbhk8uVYjNRGavuLIJe47ewIVb2r2WiMjwmIQQmblvbhXgKw7DMgrSvFKUNLaIYbUozw0hGouyimux59gN3MivFpuIyIQwCSEyY7n9q2ENNwyrITsD3/70Xlx542WxSdEm/zn9Yt+H4KG0VVcMOEbV5Z5+MVHR3pCdMaAtc8/b+Pan9w6ImYP8uiZI87Tb+fzHP/4xAgMCcKW4CScytRveRWSq0nMqsefoDeSV1YtNRGQimIQQmbGRDsO6uO1/xBAAoPK89La2tqryIRORtuoKnN780wGx2huXBiQimXveRltVOZa89SncJ81AxgdvKNraqitQcuIbhN/3qCJmTtLyy9HQ3imG1SLfvHDXGe0SGiJTdiajFLuP3kBZjXbVRSIyDCYhRGbq65sFw25KWHleOmTFIffzXQCAgMWrsOStTxG75S2gPxGpPC8VevcpOvIZAMB90gwseetTLHnrU6A/EZEf01ZVATsvXwCAnZcP2qrK0VbdN8dBfnzwysHPy5RdLa/Ret+QxMREjB8/Ht/eqsXVkmaxmWjMOHG5EHuOXUd9c4fYRERGjkkIkRnKrm7AlxkF6OmViU0KleeluP6v7UB/wqBKW1Xf5E+fOYsAAHaePorkYTC1Ny4DAPwWLFXE5FWN+qzripgq5l4FkUvNL0OvbPDHZjhubm6KlbJ2n2U1hMa2b87kYs/R6+jo4v45RKaESQiRGfrkWg4yKocfhmXn5Yslb30Kt+ipYhMAKCoZLhETFTF5YmLj6qHUc2TaqvqqHfLqhzxm5+ULO08fs6+CyJ0qKEd6mXabRsqTkI8vVKC0nt8C09j2aUomPvzmqhgmIiPGJITIzJwprBjRcB/v2XGIfWWnGB6SfF6HnZfvgMREmfuk6YDSUC4AKE05rNQDiNz4E9h5+eLbn96L2huXMPGxX46ZKojc17cKxJBaIiMj8dBDDwEAdp8d/vEmMnefpmTiQFqWGCYiI8UkhMiM9MpkOJpdjKaOLrFJa5l73kbtjUsAgImP/VJsVghasQ7or5jIV7+SVz2Uxb6yc0ClpepiGtBfBZHPVRlsZS1zkJpXhkul2i0xqliu92wZOrqHXgGNyNx19/Ti85QsXMy8/f2GiIwPkxAiM3IsuxjHsorEsNauvPEySk58AwCY/OPfDFoFQf+8EfkEdrmRVDdyPvlQ0e/6v7YjYPEqxG55C7U3LqHwcN/kdnPS2tWt9XK9cXFxWL58OZrau1kNIQJQWNmIz6VZqKjjillExo5JCJGZqG/vxJHM0U9AlCsgM5/7M7xnx4ldbmPn6aOocshXx0L/XBBV5EmG18wFij1DbD28YefZ17+9pnJAf3ORml+OrGrt9jmQV0N2cfNCIgDAqesl+FzKYVlExo5JCJGZOJpZiPPFo/thvfK8dMQVEDn5RoPKw6hyPvkQUFplS5TzyYcIWLxKkXSMFZXNrUjN127oyH333YeYmBgU1LTh88uj+/gTmarPUjLx1akcMUxERoRJCJEZKKhrwtHsYjGsNfkSvvLflXdBl1cv5ElH5p63AaVEo/bGJUVf9C8DrCqJkV+OfC6JvE97TaVi7xBbD2+lI8yLNL8U5U2tYlgtynNDiKhvfshn0kxczu57DyEi48MkhMgMHM8uRmaVdsN6RPJhUepyiZiImc/9eUAsYPEqTPvlSwNicqqqIJN//BuUnPgGpzf/FO6TZpj1kr25NY04VaBdNeSnP/0p/Px8cbGwEdLsOrGZaEwqKG/AZylZqKrXLsknIt2wkMm02DGLiAwut6YRfzhyFsUN3DnbVE3z98TLK+fByWa82DRir7zyCl566SWsmOiBHQ9PEpt1qqGtG7P/dAru7u6oqdFu/xNtPPKnA6io5YRkGuiBO6Lx1Nq+pcOJyHiwEkJk4k7klTABMXFXSquRVqDdUKrExERYWVnhSEYNMsr4QZxI7jNpJg5yfgiR0WESQmTC8uuacDJXu2VeyThI88qgTWHa09NTaW4InxNEcl3dffNDrnB+CJFRYRJCZMJO5JagoK5JDJMJSs0vQ6qWc0PkSUjyuXJUNnWKzURjVn55Az6TZqG6gfNDiIwFkxAiE1VY38wqiJlJ1XLzwkmTJuHBBx8EAOw6o91lEZmb1KvF+CyF+4cQGQsmIUQm6mRuCfJqG8UwmbDU/HJcLq0Ww2pJSkoCAOw6W47uHs2HdxGZo33fZiDt2ugvZ05E6mMSQmSCiuubcYJVELPT3NmF1HztJqgvXrwYS5YsQUNrF/cNIVIh+VgGCioaxDAR6RmTECITlFpQhpwa/hE1Rwdu5KOhXbv5HPK5Ibs4QZ3oNjcLa3D4XJ4YJiI9YxJCZGIa2juQmq/dBGYyXp09PfjsWq4YVssDDzyAyZMnI7eqDV+mV4nNRGPeobN5OHODSTqRITEJITIxpwoqcK3ccBvCke6lFZShokm7VXy+r4ZwSBaRqLGlA4fO5qK1vUtsIiI9YRJCZGLStJwzQMYvq7phVJbr9fLyxPn8BqTl1IvNRGOe9GoxDnFYFpHBMAkhMiGnCsqRpuWHUzIN0rxStHZ2i+ERs7S0RGJi30pZnKBOpNrhc3nILqkTw0SkB0xCiExIWkE5erXYVZtMx+XSakjztRuzLl+u99D1atyqaBGbica8nJI6TlInMhAmIUQmIqOyjkOxxhhtFyDw8fFRzA3ZfYbPHSJVDp3NhTSde4cQ6RuTECITkZZfhrq2DjFMZkyaX4pTWg6/UyQhZ8tQ3azd0r9E5qitoxuHzuaioYXvr0T6xCSEyATUtXVo/WGUTI9MBkjztKtgTJ06FevXrwc4N4RoUGcySnHorHZLYxORepiEEJmA80WVyK1tFMM0BqQWlOFqmXZLMiuW6z1TDk4pIlLt8Lk8ZBRo91ojopFjEkJkAs6XVIohGiMa2zuRWqBdBWPZsmWIj49HbUsnd1EnGkRhRSMnqRPpEZMQIiOXW9uI80VMQsYyaV4Z8rSshHGCOtHwDp3NxbEL+WKYiHSASQiRkTtfVMkJ6WNcaWMLUrVcGW3jxo2Ijo5GVmUrvr5WLTYTEYDunl7sPnoDPb0ct0ika0xCiIwch2IR+pfrrWppE8NqUV4pi4hUK6ps5CR1Ij1gEkJkxM4XVXIoFgEAblXVab1vSGJiItzd3XA6tx5n8xrEZiLql5JehLaObjFMRKOISQiREWMVhJSl5pWivbtHDI/Y+PHjkZjYt4v6LlZDiAZ14VY5pOlFYpiIRhGTECIjtjwiCD+dPwXzgn1gM85KbKYx5kJJFaR52q1uJR+SdfBqFbIrW8VmIuonvVqM7p5eMUxEo4RJCJERi/B0wYMxEfjLnfOxfc1CPDlnImb4e8LCwkLsSmOEVMsJ6gEBAXjqqacAzg0hGtKp6yVIvVoshololDAJITIRk3zc8cOZUdi+Ng7b1yzED2dGYbKPu9iNzFxafjlOF2g/NwQAdp0pQ11rl9hMRP1SOCSLSGeYhBCZoOn+nnhyzkS8tjYOf109Hw9Oi4DE00XsRmaou7cXqVomITNmzMC6devQK5Nx3xCiIaSkFyHtGqshRLrAJITIhI23ssTcIB/8NHYKXlsbh5dXzsO6yWEIdXcWu5IZSc0rxfWKWjGsFkU15Kx2CQ2ROZPJgJR0JiFEusAkhMhMOFiPR9wEP/wyLgbb1yzE5mWzsTo6BP7ODmJXMnH17Z1aT1BfuXIlFixYgKqmDiSfYzWEaDDSq8U4d5OvEaLRxiSEyAy52dlgaUQgnls8A9vXLsTzd8zEckkQPB3sxK5kolLzy1FQ1ySG1aI8N4SIVOvo7IaU1RCiUcckhMjM+TjaY1VUMP5n6SxsX7MQv46fhkVh/nC2tRa7kgkpbmhGqpYrZf3whz9EREQEbpa34PCNarGZiPqlpBfhSjb3bSIaTUxCiMaQIFdH3D1pAv6wYi62r1mIpPlTMD/YF7bjx4ldyQRI88tQ09ouhtXCagjR8JrbOrlSFtEoYxJCNEaFe7jg/pgI/OnOWGxfsxA/njsJswK8YMk9SEzGzco6pOZplzwkJSXBxcUZaTn1OF/QKDYTUT/p1WLcyGfFkGi0MAkhIkz0dsNDMyLxtzULsX3tQjw6Kwoxfh5iNzJCqQVl6OjuEcMjZmtri8TEJICbFxINqbaxjdUQolHEJISIBpjm54nHZ0/EtjVx2Lp6ATZMkyDa203sRkbiXFGl1vuGyIdkHbhSibzqNrGZiPodSM1GW0e3GCYiDTAJISKVxllaYE6QN56OnYxtaxbilYR5uG9KGMK4B4nRSdVyud7g4GA8+eSTAOeGEA2ps7sHRy/ki2Ei0gCTECIalv34cVgY6oefL4zBtrVxeHH5HKyZGIpAF0exKxlAan45zhZViGG1yKshe86VoaGN3/QSDeZipnaVRyLqwySEiNTiamuNJeEBeHbRdGxbsxCblszEysggeDtyDxJD6ezpQVq+dh+MZs+ejTVr1qCzu5dzQ4iGcCmzAhkFnKBOpC0mIUSkMW9HOyREBuN3S2Zh25qFeCZ+Ou4IC4CrnY3YlXRMml+KjMo6MawWeTWESQjR4Fo7unApU7vKIxExCSGiURLo4oi1k0Lx0oo52LZmIX62YCoWhvrBnnuQ6EVtawekWi7Xu3r1asybNw/lDR3Yd167ygqRObuQWY7unl4xTERqYBJCRKMuzN0Z66eG45WEedi2diGemjcJc4J8MM6Sbzm6lFZQhqL6ZjGsFlZDiIZ3NbcKF24xUSfSBj8REBnY/720F59/eAK5t7Rb4chYRXu5YeP0SGxdPR/b1yzEY7OiMc3fU+xGo6CgrgmpBdolD4899hgmhIbiemkzjt2sEZuJqN+lLA7JItIGkxAiA7qVXoCCrDKc+PoS/t8f9uGNl/bi631pyLpeBJlMJnY3eVP9PPDY7GhsX7MQf7trATZOl2Ai9yAZVdK8MtS3dYhhtSQm9W1eyOV6iQZ3IbMctY3tYpiIRshCZo6fdIhMxDcfncLhT86IYQBAxORASCYHQzI5CKGRfmKz2Wjv7sGlkipcLKnC5dJq5NQ0iF1ITc8umo41E0PF8Ig1NzfD18cHLa2t2Pf0NMwIHnpvmIa2bsz+0ym4u7ujpsZw1ZNH/nQAFbUtYphIZ367cR5WzJ4gholoBFgJITKgvMzBv2nOvl6Mr/elYccrH+OfWz/Dt19eQHFepdjN5NmOs8L8EF/8bMFUbF+zEP+7Yg7WTgpFkCv3INFUan45uns1nzTr6OioqIZwbgjR4Dgki0hzrIQQGUhxXiXe/N996Ooa+cZwtvbWiuqIZEoQfALcxS5mo7qlHZdKqnCptBqXSqtQ0dQqdqEhvLR8Du4IDxDDI5abm4vw8HAAwLFn5yDY3VbsosBKCI1Vbk622PrTJQj1dRGbiGgYrIQQGUjuzRK1EhAAaG/txNVz2fjk/W+x45WP8d83v8bpb6+huqJe7GryPB1ssSIyCM/fMQPb1yzEbxZNx9KIQLhxD5IRSc3XroIRFhaGxx57DGA1hGhQdU3tuMhVsog0wiSEyEDyMrVbDaupoRUX025h3ztHsXPLfiS/fQQXpDfRUKvdEq3GyN/ZAXdNDMXmZbOxfe1C/GJhDOIm+MPBerzYlfpJ88twoVi74Xvy5Xp3nSlDS0eP2ExEAC5ySBaRRpiEEBlAbWUj8kZxSd666iac/e46dv3jG+zcsh/73zuOK2ey0NLUJnY1eaFuzrh3ShheXjkX29csxE9iJ2NusA/GW/HtTFlHdw+kWlZD5s2bhzvvvBPtXT1cKYtoEBczy5GeUyWGiWgY/KtNZAB5maVorNPN2PXKsjqkHknHB3//Cjv/9Ak+/89J3LiYh86OLrGryYv0csUPpknw1zv79iB5YnY0Zvh7id3GrNT8ctysrBPDalFsXniOSQiRKt09vbiUxSFZROpiEkJkALk3S8SQTpQWVOHEwYv4198+x84t+/FVcioyrxWit9f81qOY4uuBR2ZFY9vahdi2ZiEenhGJyT7mO3F/JKpb2pBWoN2Ho7Vr12LWrFkoqWvH/oscdkKkSkaB4RZkIDJVTEKI9Ky9tUPr+SCaKMgux7HPz+GtP32CnVv24/AnZ0Z1SJixsAAwM8ALP5o7CdvWLMSf74zFg9MiIPF0FbuOCdK8UpQ0ald1U1RDOCSLSKUb+dXIK+MeR0Tq4BK9RHqWcTkf/9z6mRg2CCsrS0gmByFiShAkk4MQFOYjdjEbTR1duNS/IeKl0ioU1DWJXczWT2In4wfTJGJYLSHBwSgsKsI/H5mMO6IGVpi4RC8R8OsH5mB1bN+y1kQ0PFZCiPTMmKoPPT29uJlegC93S7Hjlf14b/sBpHxzGWWF1WJXk+dkMx6Lwvzxy7gYbFuzEP+zdBZWR4fAz8le7Gp20vLL0dDeKYbVIt+8cBeX6yVSKaPA/N43iXSJlRAiPfvb8/9BWZHhvi0eCUsrS0ROCcasuChMmR0BG1vzXQq3rKn1+wpJSRVqWtvFLmbhucUzsDo6RAyPWENDA3x9fNDe0YH9idMRE+D0fRsrIUQI9nHG33+xHI521mITEanASgiRHtXXNKGu2viHAfX29OLmlXzs+schbH3uQ+zZeRjnUzJQX2P8564uPyd7rI4Owf8snYVtaxbil3ExWBTmDycb80q8UvPL0KvFd04uLi7fV0M4N4ToNoUVjZygTqQGJiFEelRWWI32Nu2GxehbfU0Tzp28gd07DmHnlv346N1juHw6E82N5rcHSYibE9ZNDsMfVszFtjUL8dPYKYgN9oXNOCuxq8k5VVAOaZ52yYN8gvonFytQUmeeFSMibdxkEkI0YkxCiPSorNi0/0BVldfj1NGr+PD/DmLnlv347MMTuH4hFx0mlliNhMTTFQ9Oi8Cf74zFtjUL8aO5kzAzwAsWYkcTklqgXRIikUjw8MMPA5wbQqTS+Vt8XRCNFJMQIj0ypwnfZUXVOPn1Jby77Qvs+NN+fLlHilvphejp6RW7mrzJPu54eEYktq1ZiG1rF+KRWdGY4ushdjN6qXlluFSq3XNQsVzv2XK0dZnfY02kjbKaFlQ3tIphIlKBSQiRHpUb+YR0TRXlVOD4F+fx9l/69iA59PFp5GQUi93Mwgx/LzwxOxrb1yzEX++cjx9MkyDSyzT2IGnt6oY0T7vV2RYuXIiVK1eipaMbu89od1lE5qa+uR05JfVimIhUYBJCpCeVpXUmPxxrJHJvluDQ/tPYuWU/3vrzJzj2xTkUZGu3a7cxGm9libnBPvhJ7GRsX7MQL6+ci3unhCHUzVnsalRS88uRVa3dhyTlaggRDZRTWieGiEgFJiFEelJWWIVeMxyqNJjeXhkyrxbiqz2p2LllP9792xc4+fUllBZUiV1NnoP1eMRN8McvFsZg+9qF2LxsNu6aGAp/Zwexq8FVNrciNV+75GHdunWYPn06Cmvb8OmlSrGZaExjJYRoZJiEEOnJWKiCDKazowvXL+bisw9PYOeW/fjg/75C2tGrqDTDbwzd7GywNCIQv1k0HdvXLMTzd8zAisggeDrYil0NRppfivIm7catf18N4ZAsImU5pXVo6+gWw0Qk4GaFRHry/utfIv1sthge01zcHSGZHATJ5CBETA6Em6dxD2XSRlF9My6XVuNiSRUulVahUcsdzLWVNH8q7o8JF8NqCQjwR2lpGd7YMBG/TM7gZoVE/V77+TJMmeAlholIidUf/vCHP4hBIhpd3V09+Obj02ht5t4KyjraOlFaWI1r53Nw/WIuyotq0NnZDUdnO7Pbpd3F1hpRXq64IzwAc4K8EezqhHGWlqhuaUN3r/6/C+rs7cXCUD+t9kBpa2vDt99+i5bOHhTUtMPOzg6bNm0Su+nNpymZaGnrEsNEehcR4I7oYNNbQY9In1gJIdKD4rxKvPY/u8UwDcI30KOvQjIlCBGTAmFrbyN2MRsZlbW4XFrTVyEpqdJqV3N1bVoyEwmRwWJ4xGpra+Hj44Pu7r6hJ6yEEPVZNisUmx6KFcNEpIRzQoj0oMxMl+bVlfLiGqQcuoz3th/Aji37cWC3FBmX89Hd1SN2NXkTvd2xcboEf7trAbavWYjHZkVjqp9+vkGV5pVBm++h3N3dkZSUJIaJxjwmw0TDYyWESA+++O9JfPfVRTFMapoQ5d83f2RSICImB4nNZqO7txeXSqoUFZJbVbqbwP9ywjzEhfqJ4RG7efMmJk6cCABwdXVFXZ3uznU4rISQsXB1tMW7m1bDyd5abCKifkxCiPTgrT9/gsyrhWKYtBAQ4oWYeRGYFTcR7l7mO6G9tau7PyGpxqWSKuTWNopdtJIQGYRNS2aJYbWsX78en3zyCezs7NDaqt2qW9pgEkLG5I1frkB0iH6qmkSmiMOxiPSgqcFwH8zMVUlBFb7edwpbn/sQ/3r1c5z46iJK8s1vzwr78eOwMNQPP1swFdvWLMRLK+Zg7aRQBLo4il01kppfjsul1WJYLU888QQAwM7OTmwiGrOKq5rEEBEp4epYRDrW1dmNw5+cRlcn143Xhd6eXlSV1+NWegEun85EUU4lWprbYWM7Ho7O5vWh2Hb8OIS6OWN+iC8WhvohwtMVDtbj0dTRiRYNn1+dPb1wtBmPuUE+YtOIRUZGwt/fH2vWrMG0adPEZr3h6lhkTEJ8nTFdovnrisjccTgWkY5VldfjL8+8L4ZJx5xdHSCZ0r8HyaRAuHu7iF3MRnFD3x4kl/pX2KpXcw8SXyd7vJIwD+Eepn0fcTgWGZPF04LwwqMLxTAR9WMlhEjHygurce7kDTFMOtbR3oWywmpcu5CLaxdzUVZUg462zv49SMxrsqizrTUivVyxOCwAc4J9EOzmhPFWlqhpaUdXb6/Y/TbNnV1wt7PFdH9PscmksBJCxmSclSXWLIgQw0TUj5UQIh27IL2JXf/4RgyTgfgEuH+/wtaUINg72IpdzMbNyjpcLvu+QjLUpogSTxe8vHIefJzsxSaTwUoIGZvP/3w/7GzGiWEiYiWESPcyLuUh61qRGCYDaWlqQ2FOBS6fzsKt9EJUl9ejp6cXrh5OsLIyr7U6PB3sMMXXAyskQZge4A1fJ3vIZEBF8+0LJdS2dsDP2QETvd3EJpPBSggZm4VTA+HpYl5z04hGC5MQIh27dCoTRTkVYpiMQFN9C/KzynAx9RayrxehtqoRkMng7uUMCwsLsbtJ83G0wzR/T6yMDMJUP094Odihu7cX1S3tij6dPT2In+CP8SaajDEJIWMzJ9oPwT7mu4Q4kTaYhBDp2Jlvr6Gy1HAbuNHI1Nc2I/dmCc6nZCD3Zinqa5phaWkBN08nsatJs7CwgL+zA2YGeOGuiaGYGegFR+vxKGlsQUFdE6K93RDsZpq3mUkIGZtJoZ6YyL1CiFTinBAiHXv9hT0oymUlxBSNG28FyeS+FbbCJwUiKMx8l9vs6ZXhcmkVyptacdfEULHZJHBOCBmb+xdH4em7Z4hhIuJmhUS6JeuVob62WQyTieju6kHG5Xx8sSsFO//0Cf792peQHrqC8uIasavJs7K0wKxAb5NNQIiMUXVDmxgion5MQoh0qL62GU31/GbWHLS3duDquWx88v632LllP/775tc4ffwqqisaxK5ERACAyvrbF4Egoj5MQoh0qL6mSQyRGWhqaMXFtFvY989j2LllP5LfPoLzKRloYNWLiJRUMQkhGhSTECIdamQVxOzVVTfi7HfXsXvHIfz1Nx9g3z+PIvNqIXp7ht8kkIjMW1V9K6obmIgQqcIkhEiHWpu/X/6UzF9HexdOH7+Gt/78CV57YQ8++/AErl/IRWcHV2wiGqvqmzvEEBExCSHSrc52fvgcq0oLqnDy60t4d9sX2LllP77aI8Wtq4XoHWLXciIyP40tnWKIiJiEEOlWB78BJwAF2eU49sV5vP3nT7Bzy34c2n8auTdLxG5EZIaaWlkJIVKFSQiRDnEYDolyMopx6OPT2LllP97566c4/sV5FOZwHxkic8VKCJFqTEKIdKizo1sMEQEAenp6cfNKAb7cI8XOP+3He9sP4OTXl1BWWC12JSIT1shKCJFKTEKIdIiVEBqJjrZOXDufg88+PIGdf9qP/7xxEKeOXkVVeb3YlYhMTGMLkxAiVZiEEOkQJ6aTupob23DpVCY+erdvD5LdOw7h3Mkb3HOGyEQ1tnI4FpEqTEKIdIiVENJGfU0TzqdkYM/Ow9i5ZT8++tcxXDqViebGNrErERkpDsciUs1CJpNxvUgiHdnxysfIvlEshlU6fv5jXMlOxeoFjyIqeMaAtvMZx5Fy5YDi/0+u2QwXR48BfeQammvw3pdbxLBC/LS1mD1xKUqqcrHv2JsAAFdHTzyx5oUB/V5PfgbTIhZi6ez7B8TJ8PyCPRExKRCSyUGQTAmCja212GVMeuRPB1BRyw1CybiEB7hh57MJYphozGMlhEiHRloJuVV4CVeyU8UwoCIBAYD3vtyChuaaATF17Tv2JqZFLMSTazajvrka5zOOK9rkv8+KXqJ0BBmLssJqpHxzGe9tP4CdWz7Bl7uluHmlAD3cpZ3I6PB1SaQakxAiHRrJ6lifnHgbB9M+FMMK8gRk9YJH8cyG1xHiFw0AuHDzW6FnHxdHDzyz4fUBP/HT1iraZ09cqkhgnB3cFRWVwsosRZ+UKwcwLWLhoNUWMh6FOeU4fuA83vnrp9i5ZT+++egUcjJGVn0jIt3r5galRCoxCSHSoY5hJqZ/cuJtFJTdhKujJ1wdPcVmlFTlKn6XD9GaPGEuAKCg/JaibSgNzTWKRObBZb8Qm2/DKojpyr1ZgsOfnMHOLfvx1p8+wbHPz6Egu1zsRkR61N3dI4aIiEkIkW6NZDhW/LS1t83HkGtuawD652zIOdq5AADqm0e2n4S8YjItYiECvMKA/moJADS21CqqIsHeEoBVELPQ2ytD5rVCfJWcip1b9uNff/scJw5eRGlBldiViHSMlRAi1ZiEEOlQS9PQqxjdt/gnmD1xqRgeNQ3NNYq5JmJl48Flv8CV7FS89+UWuDp6YvbEpayCmKHOji7cuJiHz/9zEq+9sAdv/fkT3LySL3YjIh1hJYRINSYhRDpkYzteDOmVchVErGwEeIUp5ozIKzFXc04p+n5y4m28nvwMXk9+BrcKLw04lkyPf4gX4hOmY9GqGQifGCg2E5GOdPewEkKkCpMQIh2yNnASIp83EuAdLjbd5lbhJdQ3V2NW9BLcKryEgrKbeHDZLxA/bS0Opn2o9WpcpH/e/m5YsHwqHvvVXUjcvB73PLIIk2ZOwHjrcWJXItKR7h5WQohUYRJCpEPWNtolIarmf6iaJ6JKSVWu4jhx3xFV0tIPIsQvGi6OHiipzAH6r9/JwQ1Qul4ybm6eTpizeBIeSkpA4gvrcf+PlmFarAQOjrZiVyLSA1ZCiFRjEkKkQ9omIfKJ5OivVADA9byzAIAQ3yhFmyojTVagVAWZN2mF2EQmwNHFHtPnR+KBHy9D4gvrsfGnKzE7fiJc3B3FrmarrqkdvZwATEaK+0IT3Y5JCJEO2WiZhKB/9SwAOJj2IV5PfgYFZTcBpcnjDc01irkbykOm5NWM4ZIVKFVB5EmPfPhWc1sDmlrqAKWqDBkHG1trTJkdjnsfuwNJL6zHo79cjfnLpsLT11XsOiZkFtWiqr5VDBMZ3DgrS1hYWIhhojGPSQiRDmlbCUH/5oLKmw0CwJNrNt820VxTqqogUcEzEOIXjX3H3kTKlQNYveDRUbs+0pyVlSWip4VgzcY4JG5ejyd/sxbxq6bDN4iPTVZxX7JMZGzGWTEBIVLFQsYaIZHOvLf9AK6d76tIEGkqfGIAIiYHQTI5CGHRAWIzAXjpvZM4fb1UDBMZnKujLfb9cZ0YJhrzWAkh0iFrG65CRJoJjvDF0rtn4ye/vxeJL6xHwvpYJiCDqGlsQ2ZRrRgmMgqshBCpxiSESIdGYzgWjR1+QZ5YdOcM/Oi5u5H4wnqs2RiHqJgQWFrxrXoomUW1qG1sF8NERmGclZUYIiImIUS6xSSEhuPl64r5y6bikV+uRuLm9Vj36GJMnhVm8I0uTQmrIGTMWAkhUo1JCJEOMQkhVVzdHTF70URsTFyJxM3r8cCPl2HG/Eg4OtuJXWkEOCmdjNk4VjKJVOIrg0iH+G02yTk42WF6bCTu/9FSJG5ej4cSEzBn0SS4ejiJXUkNbR3duHCrTAwTEZGRYxJCpEOshIxt1jbjMXlmGNY9uhiJm9fj0V+txoLlMfDy69uFnrR3MbMcPdykkIyYhwsrnESqMAkh0iEbO2sxRGNAQIgX7tqwEL977TH86Ld3Y9GdM+AfPPzO9aS+zGLOByHj5mzPvwNEqjAJIdIhRyd+AzZWTIjyx8r18/Czl+7Hb/76MJbdMweu7o5iNxplnJROxs7FwVYMERGTECLdcvXgh1BzFhTmg6VrZ+Pp361D0ub1WHX/fIRPDBS7kY6U17YwCSGj5+TASgiRKkxCiHTI1cOJGxaaGd9AD8QnTMcTv1mLxM3rseahOERPC4XVOO4FoG+ZRbVoau0Uw0RGxdneRgwREZMQIt2yd7Tl6kdmwNPHFbFLp+KHv7gTiZvX497H78DU2eGwNbM5P72yHtQ1mc5KU6yCkClwZiWESCUmIUQ65sJ5ASbJ2c0Bs+KiseEnK5C4+T48+NQyzFwQBScXe7GrySuuuoFvzv4D//jkcVTW5YnNRiuLk9LJBLASQqSahUwm49qGRDq0563DOHfihhgmI2TvaAvJ5CBETAqEZEoQvP3dxS5mobe3BwUV6SioSEdheTrKa7MBAMHeU7Au/newtTH+6l1JVRN+/vfDaGnvEpuIjMo/nkmAJJDLchOJmIQQ6dg3H53C4U/OiGEyEuOtx0EyOagv+ZgShIAQL7GL2SiqvIaC8nQUVl5FceXtifHy2U9hZuQaMWyU0q4V4w//lophIqPz0cv3wsWB1RAiEZMQIh07ffwa9v3zqBgmA7KwsECEPPGYHIhQiZ/YxWyUVmeiqPIqCsr7Kh8yWa/YBQDg5yHBuvjfwcneNPYzeefAZXz83U0xTCaq/FYarn71phjG1Lt+Ad+oBWIYFz/5C2ry0yGJfwihc9aKzQNkHHsPxVeOKP6/4tk9A9rllwUV15d/7gCyUnYj7kf/BzsXb6WjRsbD2Q67XrwblpYWYhPRmMc5IUQ6xjkhxiM00g8r7p2LxBfuQ+IL92H5ujlmmYBU1efj/K0v8MmJLdh7/EWcuPwh8ssvD5qAAEBk0HyTSUDASelmp72xRgwNqvxWmiJpGI6YgADAkdc2Kn7PP3cANfnpiPvR/yFw2orbEqGslN0InLZCowQEALzc7JmAEA2CSQiRjnF1LMMKnOCNJWtm4ann70Hi5vW488EFiJgcJHYzeXVNpbic9Q0+l76K5KObcfzCu8guOYeu7nax6208XYIRGTRfDButospGJiFmprboGgBgzg/+gBXP7lH8qKqCiInCYNoaKhUJiPxy7Vx9gP7kAwDaGqsAAHYu3rBz7huKWV9ya0Cf0NmaD1H0cjW/hSyIRguTECIdc/Nwgo0tl2jUJ58Ad8StnIbHn1mDxM3rsfbheEycMQHjx5vXni2NLVW4lnsMX516HcnHXsThcztxqzAVbZ1NYtchRQbNh5uTvxg2WplFtWjv7BbDZMJa6ysAADaOQ0/gzjj2nhgaVEN534ILdq4+cA2IAgAETl0GKCU9Q9G2CgIAXi52YoiI+jEJIdIxW3truHqyGqJr7t4umLdkCn748zuR+MJ63PfEEsTMjYCdmS2P2dregIyCFHxz5h/Ye/xFHDz9Bq7nfYem1mqx64i4OvkiMlizKkhTUaEY0gtWQcxLW0Ml2vqTEOm7v8KR1zbiyGsb0dZQeVu/4itHYOfqA4/QmAFtqsiHeNn3Vz8AwNbZA1BKeuTVj7aGSkVVxDUgalSqIGAlhGhITEKI9MDNg/NCdMHJ1R4zF0bhB08vR9IL6/GDp5dj5sIoOLs5iF1NWkdXK7KKTuPYhX8i+fiLOJC6Dek5h0dlY8HIwFh4u04Qw8Oqz8kRQ3rDJMS8yCsWIum7v1IMjQKAjGPvAgCmJCQq9dJO6Jy18AiNgfTdX6H4yhFMvesXwChVQQDAy9W83ouIRhOTECI9cPdyEUOkhcipwXjwqeV4/tVH8MOf34l5S6bA3dtZ7GbSenq7kVd2CScuf4C9x17Epyl/wYVbX6K6vkDsqjFHOzeN54LkHvwSTkHBYljn8ssbkFVSJ4bJhMkrFh6hMYq5IPK5G2U3UwGlyeiB01YohlaNlpn3/X7AHJTyW2lAfxWkvuSWojIjfe/X4qHDYiWEaHBMQoj0wCfAPDe905dx46wwcXoo1j4cj2f//BB++j/3IXbpFDg4md9466LKa5Cm78beYy/io2//gDM3PlFsJjjaJIGx8PeMFsPDai4tQVdzsxjWi/yyenR29YhhMmGhc9ZixbN7MPO+3ytiEQsfBADUFPStgiWfjD5x2ZOKPrqSnbpPUQW5dminIjlqq69Qa04KAIT68gsoosEwCSHSA9+gvnHIpJ6IyUG488EFSNy8Hk9tWocla2YhcIJ2wyOMUVlNJk5f/xh7j7+EvcdeRNq1vSiuun0zwdFkM95e4ypIxp7d8Jk1WwzrxfV8zea+kPG6+MlfcOS1jYp5GCJ5ZQL9y+seeW2jYonerJTdA5bcVSbO/8Ag80SUld9KQ1t9BfyiFyrmqti59PW1c/VBW8P3lzWcCX4usLMxr8UwiEYTkxAiPfAL8oSTC8vyIxEi8cXydXOR+MJ6JL2wHivunYsJUaazctNIVdbl4fzNz/HJiT8h+diLOHnlPygov4LeIfbyGE2RQfMR4jtNDA+rva4WBceOwmua+seOBs4HMT/uQVOA/oRCLjt1HwDAI2T4CeiDcfGNAAC01Vco5pYUXz0GKF2nKDt1HzxCY0ZlyFeAFxckIRoKd0wn0pOdf9qPrGtFYpgABIR6QTI5COGTAiGZHARrm/FiF7NQ21iCwv7dywsr0tHWod5SuqPF0tIK6+J/h4iAuWLTsK68tRMlaalY/eF/xSadyy2tx89eP4SeXv7ZMjeDVTPE3c3lVO2YLt+YMHDaCsWwLVWbFWKQy5Xv2j7nB39QJCHS934Ne1cfzLzv9zjy2sYBlz2cDcsm4cnVmidRROaOlRAiPfEPNp3dqPXB288NC1bE4LFf34XEF9bj7h8uwuSZYWaXgDS2yvfy+HvfXh5n+/fyMFACgv4qiCYJSH1uDkpOn4LPrFlik15kFtUyATFTYlJg5+pzW0wTE5c9icBpKwbEBrtcVVWQKQmJqMlPx5HXNsLO1WfECQgABLISQjQkVkKI9OTMt9ex953bv5EbS9w8nSGZEgTJ5CBETAqEi7t5Ll3c2t6Agoq+akdBeTrqm8vFLgZ1d9xvER0cJ4aHdf0/H+LGfz/E7F8/iwl3rhabde7N/RdwIC1LDBMZpb//YjkmhfLLJ6LBsBJCpCdjdXK6o7M9ZiyIwoNPLUfS5vXY8JMVmBUXbXYJSGdXK7KKT+Po+X8i+dhmHEjdhivZh40uAYkImIPIwFgxPKymkhKUpKbAwsICrhKJ2KwXmUV9k4qJjJ2jnTXnhBANg5UQIj3p7OjC357/L2oqG8Qms2NrZ62oeIRPCoRfkHl+G9jT243C8vS+qkflVZTX6GYp3dG0OvaXmBK2TAwP69ZHe5H+r3/CPSoay974f2KzzmWX1OFnrx0C/2CRKYgO9sAbvxo4DIyIBmIlhEhPrG3Gm3U1xMrKElExIVjzUBwSN6/HE8+uRVzCdLNMQAorriL16p6+vTy++yPOZnxqEglIiG8MJBpUQdqqq1EslQIA3AxUBcktrWcCQibDy42rIRINh0kIkR6Z4wfy8ImBWPXAfCRuXo+f/P5eLF07G0FhqtfgN2UD9vI4/iJSrybrfC+P0RYZNB821g5ieFjFqVLU3swAALhFar90qSZucH8QMiGTQszvvZ5otDEJIdIjc6mEBIf7Ytk9c/DT/7kPiZvXY+V98xAWHSB2M3mV9Xk4f/ML7D+xBXuOblbs5WGKo1j9PaM02pyws7kJpal9VRDLceMMUgnp7ZUhq7hODBMZrXB/VzFERALOCSHSo/KiGrz6/H/EsEnwD/bsm+MxORCSycGwsTWvpXTlahtL+uZ4lPfN8zDkUrqj6Y4Zj2PuxHvF8LDyvvka51/fDgDwmDgJS//+hthF524V1uAX/ze2V5Yj0+HtZo+dz66Ck7212ERESlgJIdIj3yAPk6qGePm6Yv6yqXj0V6uRuHk97nl0MabMCje7BKSxpRJX+/fy2Hv8RRw59xZuFaWZTQLi7TZBoypIb1cXStL6qiAA4CaJHNCuL9wlnUxJuL8bExCiEWASQqRnASHeYsiojBs/DlNnh+OJZ9fit6/+EA/8eBmmx0bCwclO7GrSWtrrcbMgBYfO/gPJx17E16ffwPW8b9HUan7LwEYGxsLV0VcMD6tYmoKyM2cU/3eLNEwSwqFYZEo4FItoZJiEEOlZxCTjmzvh4GSH6bGReODHy/DbV3+IJ36zFlPnhGPc+HFiV5PW0dmCrOIzOHbhn9h77EV8YaR7eYwmd2d/RAarXwUBgJL+uSAAYGVtDXcDJCHdPb2shJBJCQ9wE0NEpALnhBDpWWVpLd74331obW4Xm/TKxnZ8387lk4MRMTkQ/sHmuZpLT2+3Yufygop0VNTmiF3M2rxJ92Hx9MfE8LBKT6Uh7eU/QNbbCwDwnDIFS7b/XeymcxkFNfjVG5wPQqbB0c4aO55dCV8z24yVSBdYCSHSM29/d4OtJGVpaYHIqcG4a8NCJG5ejyefuxuL7pxulglIYcU1SNN3I/nYZnz0bd9eHmMtAXGy90Bk0AIxPCLF0hRFAgIAbhH6r4IAQE4Jh2KR6fBxd2ACQjRCTEKIDGBCpL8Y0qmw6AAkrI9F4ub1+On/3Idl98xBcLj6cwSMXWn1LZy6/hH2HX8Je49vRtq1vSip6tvfYiyKDJoPPw/1l9StuHgBpWmpA2KGmg+SUcD9Qch0zIkyv/dVIl1hEkJkABOi/AELMTq6gsJ8sHTtbDz9+3uRuHk9Eu6PRfjEQLGbyaus+34vj73HX0TKlf8i30T38hhNttaOkARqOBdEKkVXa6vi/1a2tnA3wCaFnV09nA9CJiWamxQSjRjnhBAZyJt/2Ie8W6ViWCt+QR6ImBzcP9cjELZ25rlMZG1TCQr753gUlKejvbNZ7DLmxYSvwKp5PxfDw6q5fh2pL/8vOurrFTGvmBjc8bfXBvTTh2u5VXj2H8fEMJFR8vNwxN9/sRxuTrZiExGpwEoIkYGM1rwQDx8XxC6dgkd+cScSN6/HvY8txpTZYWaXgDS2VOFq7jF8mfY6ko9uxuFzb+FWYRoTEBXGWY3XaF8QAChOTRmQgAAwSBUE3B+ETMzEEA8mIERqYBJCZCDazAtxcXfE7PiJ2PjTlUjavB4PPrUcMxZEwdHZXuxq0lra65FRcBLfnPl/SD6+GV+ffgM38r9Dcxs/nA4lMmgBwvxnieFh1WVnoUT6/bK8cq4R6s8rGQ1ZnJROJmQih2IRqYVJCJGBTIjyh0+AuxgelL2jLabNk2D9k0uR+MJ6PJSUgDmLJ8HN01nsatI6ulqRWXQaR8+/g73HXsSB1O1IzzmC+ibz3ctjtGlaBSlNTUVLxcD7eZy9vUEqIa0dXayEkMmwsrTAxBAPMUxEQ+CcECID+uhfx3Dq2FUxrGBtM04xx0MyOQj+ZvpNW09PFwoq0lFYeRWF5ekoH2NL6Y4mSWAs1sX/DhYW6q180FRUiLSX/4jGwoIBce/pM7B4698GxPThcnYFnt/5rRgmMkpTw7yw/WfLxDARDYGVECIDmhClYkiWBSCZEoTVP1iAxBfW48e/vRuLV88wywSkqLJ/L4/jL+Lj717G2RufMgHRUmTQfLUTEAAolkpvS0AAGGSXdADILR04L4XImEUHswpCpC4mIUQGNHVOBMaNHwcA8PR1xYp75+G3Wx9B4gvrsXzdXIRI/MRDTF5p9S2cvv4R9h5/EXuOci+P0RTqNwOSoFgxPKzWykqUpN0+FwQAXCWGSUIyCmrEEJHRmi7xEUNENAwOxyIyMOmhywgK8zHLhEOusi5PsZxuUeVVdHV3iF1oFKycm4TpEQlieFiZn+7Hlbd2imFYOzlh+Zs74OCn3+dmc1sXfvb6IZTVcOUzMn7TIryx9adLYKlBBZJoLGMlhMjA4hKmm2UCUtNYjEuZB/G5dCuSj72Iby++h9zS80xAdCTQaxKiNJiQ3tHYgNLUgbujy7lJIvWegKB/aV4mIGQqZkX6MQEh0gCTECIaNQ3NlbiaewxfnXode4+9iCPn3+7fy6NJ7EqjLDJoPuxs1F8prUQqRdXVdDEMAHAz0HyQzGIOxSLT4GhnjRmRHIpFpAkmIUSklValvTz2Hn8RX59+A9fzuJeHPvm6R2i0LG9PRweKpSliWMHNQPNBsoq5PwiZhhkSH0QFjXypdSL6HpMQIlJbR1crsvr38thzbPP3e3k0cy8PQ5AExsLZwUsMD6tYmoKKC+fFMADAxsUV7gZIQhpaOrg/CJmMWVG+YoiIRohJCBGNSE9vF3JLL+C7S/9G8tHN+DTlL7iY+RVqGorErqRHHi5BiAxWvwoik8lQkqp6RSwAcJNIYO+j/2EmWcV1qKhtEcNERsff0xEzuCoWkcaYhBDRkAorriLlyi4kH+vfyyPjM1TUcS8PYyEJjIWHc6AYHlZpWurQSYih5oOwCkImYobEB34ejmKYiEaISQgR3aak+mb/Xh4vIfnYizh1fR/38jBCzg7eGs0FQf9QrKG4R0aJIb3ILOKkdDINsyL1v3IckTlhEkJEQP9eHudufo79372CvcdexMkr/0VB+RUA3ErIWEUFzYeve7gYHlb5+XMokQ5eBbF1c4ebRCKGda6uqZ2T0skkRAV7cFUsIi0xCSEaw2obi3Ep6yA+S9mK5GOb8e3F95BTeh7dPZ1iVzIy9jYukASqvzs6AJRIU9DTOfh+LW4SCew81Z/orq3MolpU1beKYSKjM1PiAwfb8WKYiNTAJIRojGloqcTVnKP4Mu01JB97EUfOvY3MojS0d3JzOFMSGTwfgd6TxPCwqtKvoHiIuSAA4GagoVhZJayCkPGzsrTATK6KRaQ1JiFEY0BLWx1u5J/AobP/wN5jL+LrM2/iRv4J7uVhosaPs9W8CpKWis7GRjE8gDsnpRMNamakL6aFe4thIlITkxAiM9Xe2YKs4r69PJKPv4gv017DlezD3MvDDEQGzccEvxlieFi1t26hZJgJ6XaennA1wHyQmsY2JiFkEmZyLgjRqGASQmRGvt/L433sPf4iPj3JvTzMj4XGK2KVpknRWlUlhgdwl0TCzt1DDOtcZlEtahvbxDCRUXFzssVMropFNCqYhBCZgcKKq0hJ34Xko5v79/L4FBW13MvDHEUGzYckcJ4YHlZjQT6Kh1gRS87VALukg0OxyEQsnBKICX4uYpiINMAkhMhElVbfxKlrHyH52IvYe/xFnLq2DyXVN8VuZGY0rYIUS6VoKh6+Isb5IESqOdiOR1xMkBgmIg0xCSEyIRV1uTiX8Rn2n3gFycdeREr6f1FYkQ6ZjHt5jAVh/rMQGaT+hPSW8nKUpg1fBbH39jZIJaSyrpX7g5DRi48J4nwQolHEJITIyNU0FOFS1tf4PGUr9h57Ed9e+jdySriXx1gUGTQf46ysxfCwSlJTUJedLYZv4x4ZBVtXVzGsc5lFNahvbhfDREbDepwVFk4NFMNEpAUmIURG7Oj5d/DBN8/iyLm3cIt7eYxpbk5+mBK2VAwPq6OuDiWpqWJYJdcI/a+KBe4PQiYgLiYQ8yb5i2Ei0gKTECIjZm/ryooHAQBmRq6BpYWVGB5WcaoU1deviWGVOB+E6HYW/UOxiGh0MQkhMmIT/GbAZry9GKYxxs8jUqMJ6d1tbSgeZl8QOQdfX4PslF5e28IkhIxaXEwQh2IR6QCTECIj5uchQajfdDFMY4wkMBZO9urv3VEsTUHlpYtiWCW3yChYOzmJYZ3LLKpFUyurfWS8WAUh0g0mIURGLtSXSchY5ukagshg9asgvT09KEkdWRUEANwMsEs6OBSLjNz8yQGIi2EVhEgXmIQQGblQvxlwc+KEyLEqKmg+3DV4/EtTpSg9dUoMD8pdov+hWACQVcwkhIxX3NRAjLPiRyUiXeAri8jIuTh4I9R3mhimMcDV0ReSQPX3BUH/hPSRcvT3h5sBJqWXVDWxEkJGa3aULzcnJNIhJiFEJoBDssamyKD58HabIIaHVXrmNEpGOCEd/fNBxjs4iGGdyyqpQ0t7lxgmMgpxMUGwsxknhololDAJITIBkqBYuDn5iWEyY5YWVpgVtVYMj0hpqhS93d1ieFBcmpdooGnh3pyQTqRjTEKITMQMyWoxRGZsWkSCRitiVV6+pNZQLABwkzAJIVIWFxMEJ3trMUxEo4hJCJGJiAicCy/XEDFMZsjG2kGjFbEAoCQ1FV3NzWJ4UM5BwQZJQprbOpGeUymGiQzO39MJaxZEiGEiGmVMQohMhKujLyIC54phMkOSwFiE+MSI4WHVZGSotSwvALhKJBhnZyeGde709VIxRGQUNi6bCCtLCzFMRKOMSQiRCYkImAcHWzcxTGbEynIcojTYHR0ASlJT0FZTI4aHZKj5IFyal4zRyjkTsHKO+otBEJH6mIQQmRA/DwmrIWZOEhiL8IA5YnhYDXm5KElNFcPDcjXAUCwAyGQSQkbG190BK+dMgIUFqyBE+sAkhMjESALnwdLSSgyTmYjUsApSLJWiubREDA/JJSQU7gZIQvLLGzgpnYzOyjkTEBPuLYaJSEeYhBCZmDD/WfD3MMzu1qRb3m4TEB0SJ4aH1VxailI1V8RC/3wQKxsbMaxzmUW16OruFcNEBjND4oOEuWFimIh0iEkIkQmaIblTDJEZ0HRfkBJpCurzcsXwsNwjDZPMsgpCxsTK0gIr50yAl6u92EREOsQkhMgERYfGa/SNORmvEN9pGg3Faq+pQbGaK2LJuRlsUnqdGCIymIS5YVg2K1QME5GOMQkhMkEWsEB0cDysrMaLTWSiJIGxsBmv/jexxakpqL15UwwPy2VCmEH2B8kpqUNmkXoreBHpSqCXE1fDIjIQJiFEJioyKBYTQ+LFMJkgf89ojaognc1NKJGqPxcEANwkEliOGyeGdS6ruA49vTIxTGQQK+dMwKRQTzFMRHrAJITIhEUHx2n07TkZl8jAWDjaqb//S2lqKiqvXBbDI2Kw+SBcmpeMxJxoP05GJzIgJiFEJizMfxaiWQ0xad5uExAZrH4VpLerC8VSzeaCwIDzQTgpnYyB9XgrrJgzAW5OtmITEekJkxAiEzcxJB4Otq5imExEZNB8uDr6iuFhlaRKUXb2jBgeEdeICIPMB8kqruWkdDIKCXPDcMf0YDFMRHrEJITIxAX7TOVKWSbKzckfksBYMTwixRrsCyLnLomChaX+3/4zi2ohk3E+CBlWiK8LJ6MTGQH9/xUiolE3MSQezvZeYpiMXGTQfHi5hojhYZWcSkOJNkOxJBIxpBcZBVwViwzvnoUSRAW5i2Ei0jMmIURmwN8zGhNDOTfElDjaeWhcBSlNlULWq/mO44aYD9LbK0Nuab0YJtKrtQsicGdsuBgmIgNgEkJkJqJD4uHm5C+GyUhFBc+Hv6f6yUDFxQso1nBZXvQnIIaZD1KH7BLOByHDmRnpi3viImFlaSE2EZEBWMg4QJfIbEiv7kba1b1iWGuf/jsdp4/m46Gfz8K0+QEq2+RWb5yExWsiBvSRq61sxdZnjophBfmx+bdqsfPlvg/aHj4OeP61ZQP6bXr4C8QuD8W9T8QMiJsKW2tH3Lvo9wjyniI2Devim28g58svxPCIha9Zi5m/+JUY1rkDqdl485PzYphIL3zcHfCzdTMRO3ng+xcRGQ4rIURmZGLIIni5hophrVw5VTIgyVD27tbTt7Ud3HMDJ77MHhBT186XpYhdHopNry9HTUXLgMuT/774LtWJjimIDJqvUQJSff06SlI1nwsCAK4RhpkPklnM+SBkOPfGRzIBITIyTEKIzIiHc+Co7qL+7tbT2P3/LohhAED+rVpkplcCABJfisPWXXdj9cZJQH8iooq7tz227rp7wI/8GABYvCYCtZWtfX297OHu3bcRY/b1akWfg3tuIHZ5qKLN1IyzstZod3QAKElNQXud5kOaLK2sDLJJYXdPL/cHIYNZu1CCe+IMk3wT0eCYhBCZmdnRd8PJ3kMMq+3draeRmV4JDx8HePg4iM1oqG0D+odLhUb1rTQTIlFvxZnaylZFwpL40vDLDJtDFSTIZwrC/GeJ4WHV52SjRItleQHAVRIJ13D9T8rNLKpFXlmDGCbSuZmRvlgXJ4GVAZakJqKh8VVJZGbGWVkjPuZhWFpaiU1qW71x0m3zMeSmzQ/A1l13D2hXTkxG4sRXfUlF7PJQRSIjr3DUVrUqqiIRkz0BM6iCAEBM2AoxNCLF0hS0lJeLYbW4G2BVLHCXdDIQX3cH3BsfiSBvZ7GJiIwAkxAiMzQlbBmmRySIYbX8aFPsoBPMVamtbFUM3Zq3dPi9L2orWxXzScTKRuJLcTh9NB9bnzkKDx8HLF4TYRZVEElQrEZDsZqKi1CixYpYcq4G2h+Eu6STIayLj8K8SVwxkMhYMQkhMlMx4Ss1WgJWU/JVr+RJw3CUqyBiZSM0yl0xZ0ReaTlzvEDR992tp7Hp4S+w6eEvcOVUyYBjjZkkMBYWFuovD1oilaKxsEAMq8Vq/Hi4S/Q/H6SjsxuZRZyUTvq1dkEE1nEeCJFRYxJCZKa83SYgJnwlLC10+zKvrWzFpoe/XzJ2sOFboqyrVQCAsOjh569cOVWCmooWLL4rAldOlSAzvRKJL8Vh9cZJ2P3/LiiGbRmzCX4zNKqCtFZWoljLFbHQPx/EZcIEMaxzWcV1KKhoFMNEOjMryhf3LoqCJfcDITJquv10QkQGFRO+AjERK8XwqFKugGzddbfYrFL+rVrUVLQA/XNLhnPoo5uIjPGGu7c9cm/2favu7GYLVw87AEBjXbtwhPGRBMbCepytGB5WSZoUdZmZYlhtBpsPUsz5IKQ/fh6OWBcfiUAvJ7GJiIwMkxAiMzctfCV83YcfHqWJd7eeVvw+0goI1JzALq+CLFtnmA/RoyHQa5JGVZCOhoZRmQsCAG4GWJoXnJROenZPnATzJnIeCJEpYBJCZOZ83MMxTQfVEPmwKDn5HA35T21l3+pWyv+Xk1czJFO9FLHByKsg8tWz5MO3GuvaUV/Tl8w4u6lfYdCnyKD5sLd1EcPDKk1LRdXVdDGsNisbG7gZaJPCsxllYohIJ+6Ji8R9iwyTbBOR+piEEI0BMeErRz0RkScSuqSqCjJtfgAiY7yx82UpDu65gYd+Puu2ie3GxMc9HJLAWDE8rJ6ODhRLtZ8LAgBukkg4hwy/Ytlou5Jdgea2TjFMNOrumh+BR1ZOFsNEZMQsZDKZTAwSkfkpq8nC4bM7UFGXKzaRDsVP+yHmT35ADA+r4NhRnH31r2JYI5H3rce0nySKYZ37+LubeOfAZTFMNKqWzgzBE6tj4OM2/PBOIjIerIQQjRF+HhKdT1KngdydAzWaCwIAJWmpYkhjhpoPcovzQUjHYif5Y8OySUxAiEwQkxCiMWR6RAKmhi0Xw6QjkUHz4eEcKIaHVSJNQckoDcUaZ2cPNwNsUtjc1sVJ6aRT0yN8sGHZJIT6qj/fiogMj0kI0RhiYWGJ6ZIEeLmGik00ylwcvBFlBFUQ98hIOAUGiWGdyyyqRVlNsxgmGhWRQe7YsGwiJoV6ik1EZCKYhBCNMX4ekZguSRDDNMokgbHwcQ8Xw8MqP39u1CakAzBIFQTcH4R0KNDLCRuWTcLMSF+xiYhMCJMQojFohmS1Ris20chYWlhhRuRqMTwixdIU9HR0iGGNGWo+SGaR7ldPo7HH08UeG5dNQtxU9Yc5EpFxYRJCNEYtmv4IwvxniWEaBVPDl8PNyU8MD6vqajpKR3Eo1nhHR4NUQhpaOpBVXCeGibRibzseG5ZNxIo5E8QmIjJBTEKIxigP50DMib4H3m78gz6axo+z1XxFLKkUHQ0NYlhj7pJIOPoHiGGdyyyqRUVtixgm0pgFgA3LJuHuhfpPqolIN5iEEI1hIb7TMCf6Ho128ybVJIGxmOA3QwwPqy4zEyVpUjGsFVfJ95s86hOrIDTaNiybhA1LJ4phIjJhTEKIxrjJE5ZgTvQ9Ypg0YGFhoXEVpDg1Ba2VlWJYK+6RhklCuDQvjaZ18ZHYsGySGCYiE8ckhIgwO/oezIpaI4ZJTZFB8xEZpP6E/8bCApRIR7cKYu3sDHcDTEqva2pnEkKjZl18JDYumwQ7m3FiExGZOCYhRAQry3GYHX0PooIXiE2kBk1XHCuRStFUXCSGteIeGQl7Hx8xrHOZxbWobmgVw0RqsbSwwEPLJ+HJ1TFwc7IVm4nIDDAJISKgf3O92dH3IMArWmyiEQjzn6XRUKyW8vJR3RdEzjWCQ7HINNnbjscTq2Pw+J0xsLVmBYTIXDEJISKFAM9ozI66By4O3mITDSMyaD7GWVmL4WGVpEpRn5MthrXG+SBkijxd7PDk6hj8gJPQicwekxAiGiAqeAFmR98DK0t+AzlSQd5TNBqK1V5Xh5LU0a+C2Li6GmQ+SHVDG1fGIo0FeTvjidUxXIaXaIxgEkJEt5kVtQazuWLWiEUGzYedjZMYHlZJagqqr18Xw1pzj4yCnZeXGNa5zKIa1Da2iWGiYUUGuePJ1TFYMZv7FhGNFUxCiEiluRPXYfKEJWKYBL4eEkg0WBGru60VJamjtzu6MjcDDcViFYQ0MS3CGz+6axoWTg0Um4jIjDEJISKV7GycMXfiOoT4ThObSElU0Hw423uK4WEVS6WouHhBDI8KtwjDDGfhfBBS1/zJAXhy9TTMkOh/JTciMiwmIUQ0KC/XUCyf/TQc7NzEJgJgY+2A6RGrxPCwZL29KE0d3X1B5Gzd3eFmgPkglfWtyCxmEkIjt3RWKJ5cHYOJIR5iExGNAUxCiGhIHs6BuHPeL+DnYZghPsZsVuQa2Fg7iOFhlUhTUHIqTQyPCvfIKNh56P9DXWZRLRqaO8QwkUp3zQ/Hk6tjEOLrIjYR0RjBJISIhhXmPwsLpvwAvu4RYtOY5eLgo9G+IABQrKMqCAw4H4RDsWik7omLxM/vmw1vV3uxiYjGECYhRDQi4QGzsXDqBvi6h4tNY1Jk8Hx4u6m/kk/Z2TMo0WUSYqBNCrM4FIuG4e/piJ/dOws/u3cmrCwtxGYiGmOYhBDRiIUHzMHCqRvh7RYmNo0pDnZumldBpCno7eoSw6PC3svLIJWQsppmVkJoSHMm+uFn987CPXGGWTSBiIwPkxAiUktfIrJBoyqAuZAExiLAM1oMD6vyymWU6mhZXgBwk0TC1k3/iwhkFtWiqbVTDBMBANbFRSLpnpmYE+0nNhHRGMYkhIjUJgmcN2YTEZvx9hpXQUqkUnQ2N4nhUWOIKgi4PwgNwt/TCUnrZiJx3QwEeKm/mScRmTcmIUSkEUlgLBZO3QAv1xCxyaxJAmMRqsHeKbU3b6I4NUUMjyo3iWGSEA7FItGcaD8krZuBdfGRsLDg/A8iuh2TECLSmCQwFgumboCny9hIRCwtrDSughSnpqC9pkYMjxoHH1+DJCEl1U3cH4QGuCdOgsR1MzF3or/YRESkwCSEiLQSFbQAC6dugKdLsNhkdiKD5yMicK4YHlZ9Xi5KpLqtgrhKJLBx0f+eC5lFtWht181EezIt/h6OSFw3E0n3zkIgh18R0TCYhBCR1qKC+xIRD+dAscmsaFoFKU2Vorm0VAyPKncD7JIODsWifrOjfJG4bibujY8EB18R0UgwCSGiUREVvBAJ834G63G2YpNZ8HabgOjgODE8rObSEhRLdbcviJy7gSalMwmhuxdKkHTvLMybxOFXRDRyTEKIaNQEek3CmgW/QZD3ZLHJ5M2MXCOGRqQkNRUNeblieFQ5+vnDVaL//Rea2zpxNbdKDNMY4WhnjU0PxeLn93H4FRGpj0kIEY2qiMC5WDLjCUSHqF81MFYhPjGI0mAoVltNDUp0vCIW+pfmtXbU/4fAMzfKxBCNAXY247AuPhKvJi7BslmhYjMR0YgwCSGiUefrIcGSGU9iVtRasckkRQbNh421gxgeVklqCmoyMsTwqDPEqlgAkFmku9W+yDjNm+SP5zbMQ9K6mYgI0P/GmERkPpiEEJFOONl7YMmMJ7B4+qOwt9H/qk2jxd8zCpKgWDE8rK7mZpTocHd0ZYbapJBL844dIT7OeGrNNDy3YR7iY4LEZiIitTEJISKdsbS0wrxJ67Fk5hPwcjXNYRuRQfPhaOcuhodVnCpF5eVLYnjUOQUGGqQSkl/ewJ3SxwDrcVZYuyACz22YhweWTISLg43YhYhII0xCiEjnJk9YgiUzn0Co73Sxyah5uYZqtCxvb3c3SlN1vyIW+odijbe3F8M6l1lUi86uHjFMZmR2lB+e2zAPv1g/G1HBHmIzEZFWmIQQkV6E+k7HkplPYsqEpWKT0YoMmg9XR18xPKwSaQpKz5wWwzphiCoIAGRxKJbZCvB0whN3xuC5DfNwxwzz34SUiAyDSQgR6Y2XawiWzHwCsZPWw8pynNhsVFwd/TSqgqB/KJa+GGw+CPcHMTuWlha4MzYcz22Yh43LJ8Hd2Tz3/CEi48AkhIj0ys7GGYumP4rFMx6Hk72n2Gw0ooLnw8s1RAwPq/TUKb0NxXIODjbITum1Te3IKODKWObE39MJr/xoEZ55YA4mTzDe1yURmQ8mIURkELOj1mLJzCfg56H/TfaG42jnDomGVZCS1BT09uhnroRbZBSsbPQ/UfjsjVIxRCZqVpQvfv3AHLzxqxWYE+0nNhMR6QyTECIymOjgOKyL/z38PfX/bf5QJvjNgL+H+sOcKi9dRImeqiAA4BZhmASOQ7FMX+zkADy3YR5efGwhVseGw9neWuxCRKRTTEKIyKCc7D3wwJL/xeLpj2o0CXy02Vo7YvKEJWJ4RIqlKehqbRXDOmOo+SBZJVya11TFxQTi9z+cj5ceW4iVcybA3ma82IWISC+YhBCRwdmMd8C8SeuRMDcJ0cELxWa9kgTGIthnqhgeVvX1a3qdkO4cGmqQ+SBZxbXcKd3EjB9niaUzQ/DS43F46bE4LJkRgnFW/PNPRIbFdyEiMhohvtOwck4iFk1/FC6OPmKzzllZjtd4RayS1FR01OmvQuAeGQXL8fr/FjuzqBYymRglY2RvOx4Jc8Pw4mNx+N3D8xE3NVDsQkRkMExCiMio2No4IXbSeqyck4jIoAVis05FBs9HeMBsMTysuuxslKSmiGGdcjfUUCzukm70XBxtcdf8cLz02EL85gdzETvJX+xCRGRwTEKIyChN8JuBhLlJWDT9ETg7eInNOiEJjBVDI1KaJkVLebkY1inXCMMkIRcy9Xs7aeSsx1nhznnh+L9fLMOv7p+DmZGGn2NFRDQYJiFEZLTsbJwQO+l+JMz9mcbDpEZKEjgPURpcR1NxEYql+psLAgAuYeEGqYTcKqxFRW2LGCYDsrMZhwVTAvCL9bPx1nOr8MyDc+Dv6SR2IyIyOkxCiMjoyasi8TE/1FlVJDJoPiws1H9LLJZK0ViQL4Z1yj0yEhZWVmJY57g0r/GYEuaFx1ZNxV+evgN/eCIeaxdEINCLyQcRmQ71/+ISERmAnY0z5k95AAlzkyAJnCc2ayXUd7pGQ7Faq6pQmqbfKggMOB8ks5irYhlSiI8z7l0UhVd+tAhbf7IED6+YjEmh3N2ciEwTkxAiMikT/GbinvhNWDTtUYyzGp0N1iaGLoL1eDsxPKwSaQpqb90SwzpniPkg3T29nJRuAG5Otlg2KxS/3TAPf/3pEiTeMwPzJvlj/Dj++SYi02Yhk3GxRSIyTeW1WbiRfxIZ+SloadfsA3KA10Tcu+j3sLdxEZuG1NnYiLRX/oiq9Ctik065SSKx/M1/ABYWYpNO3civxq/fPCqGSQesLC0wM8oPMyU+mBnpiwl+6j03iYhMAb9KISKT5esuwdKZP8Lahb/BtIgEjaoZkUHz1U5AAKA4Var3BAQA3CQSvScgAJBbWi+GaJRNDPHAD1dOxju/vRN/+vEirF8cxQSEiMwWKyFEZDZySs7hRsFJ3CyQQibrFZtv4+0WhnsX/R4uDt5i05B6OjuQ9sc/oPz8ObFJ52b9+lmE3blaDOvcq7tP4+gF/U7AN3chvi6YGOKBSSGemBjigRBfJhxENHYwCSEis3OzQIqMgpPIKj4jNg0QH/Mw5k95UAwPq/D4MZzZ+hcxrHMWFhZY9v92wC1CIjbp3I+2HkRRZaMYJjVYj7PCxBAPTA33wpxof0wM8RC7EBGNGUxCiMgsdXV3IKPgJG4WpCC//PZhUx7OgVgX/zt4uASJTcNKe/kPKEk1wKpYUdFY9sb/E8N60dXdi9zSOuSW1SOvtAE5pXXIK2tAc1un2JX6BXk7IzzAFeH+bop/3ZxsxW5ERGMSkxAiMmutHQ3IyE9BRsFJlFZ/v5JV7KT7sWj6IwP6jkRJqhSnXvkjDPHWGb5mLWb+4ldi2GDaOrqRUVCNjIIa3CqswbW86jGblNjZjEOQtzMig9whCXTDlAleCPJ2FrsREVE/JiFENCZ093TiYuZXOHX9I/T0dOEnd78DBzs3sduwzr76VxQcM8wqUbOffQ4TElaJYaPR0dmN8toWlNU0o6y25fvf+386u3rEQ0yOs4MNAr2cEODlhABPRwR6OSHQyxkBXk6wGa//DSSJiEwVkxAiGlM6OltQWn0LE/xnik3DqrhwHql//F/0dHSITTpnOW4clv+/HXCZECY2mYS2jm6UVjehtLoZhZWNKKtpRkVtCxpaOlDX1I6GFv3fp4PxdLWHr5sDfNwd4OvuAG83e/h7OMHXvS9GRETaYxJCRDRCF/7vdeQe/EoM64XHxElY+vc3xLDZ6OmVobq+FbVN7ahrakNtYztqm9pQ09COnt5eRbuy8rqWAf9XxcrSEl4u3y/d7GBnDUe78fB2s4ejnTUc7azh6WIHRztruDjYwNPVHlaW+l8CmYhorGESQkQ0AlVX03Hq5T+io7FBbNKLiLvXYcbPfi6GiYiITBI3KyQiGoHS1FSDJSAA4BYZKYaIiIhMFpMQIqJh1GVmojg1RQzrjaW1NdyZhBARkRlhEkJENIySNClaKyvFsN64R0bCOSRUDBMREZksJiFERENoLCxAsVT/GxMqc5dEiSEiIiKTxiSEiGgIZWfPoKmoUAzrlWdMjBgiIiIyaUxCiIiGEH7XGsT+z2aELFsBaycnsVnnrGxt4RwULIaJiIhMGpfoJSIaoZqMDJSdPY3ys2dRl50lNuuEV0wM7vjba2KYiIjIpDEJISJSU3ttLUrPnEb5ubMoO3Mavd3dYpdRE3X/A4h56idimIiIyKQxCSEi0kLlpYsoPXMGZWdPo7mkRGzW2rzf/Q+ClywVw0RERCaNSQgR0ShoLilBaf9QrYqLF8RmjYx3cMDyN3fAMSBAbCIiIjJpTEKIiEbZ5SNH8M37/0ZEXQ1kPT1i84i5hodjxY63xTAREZHJYxJCRDSK0tPTcf/99yMrKwsHkpMxxc0V1devofraNTQVF4ndhxT14A8Q86OnxDAREZHJ4xK9RKRXSUlJsLCwUPxI1dgIUCqVwsLCAqtWrRoQz83NHXCZooiIiNuO0YWTJ09i+fLlyMrKwvLlyxG/ahVCVyZg9jO/wdLX/44F//tHRK5/AO7R0eKhKrlLIsUQERGRWWASQkR6k5SUhJ07dw6IxcfHIzk5eUBsMPHx8WIIALBy5UokJCRAXthNSkpStCUnJyMnJwebN29WOmL0HThwACtWrEBVVRXuv/9+HDlyBC4uLop2a2cXBCxYiGlP/wRLtv8dd/xtO6Y89gR8Z82Gla3tgMsCAGsnJ7gxCSEiIjPFJISI9EaegKSkpEAmkyExMRHoryAMJTk5WWWFQy4nJwdhYWEAgPDwcBw+fFjRtnnzZiQkJCAuLk7piNH1n//8B3fffTc6Ozvx4x//GB999JHYZQDLcePgFTMNEx96GPF//ivufPffmPXrZ+E7ew6srK0BAE6BgXDw8xMPJSIiMgtMQohIb2QyGWQymSIhyM3NBQCEhoYKPb+XnJyMjRs3AgASEhLE5iHpowry5ptv4tFHHwUA/OY3v8E///lPscuw7Dy9EHbnasT/6S+4e99+xbAtIiIic8UkhIj0Tj6H49ChQ0hISMDzzz8vdhkgPDwcMpkMS5eq3i8jPDxckdDk5ORg5cqVgB6qIFu2bMEvf/lLAMArr7yCbdu2iV3UNs7ODgELFiIwfpHYREREZDaYhBCR3pWWlip+P3TokCKBUGXDhg3Izs4WwwMcPnwYhw4dUgzZ2rFjh86rIM899xxefPFFoL8aoqvrISIiMkdMQohI7+Li4iCTybB161agf2K5NsLCwhRDveST099//31FFUR5Ra5XX31VPFxtTz31FLZv3w4A+PDDD/Hzn/9c7EJERERDYBJCRAZz//33A/1DqIaqhqhLKpXi0KFD2Lx5M6RSKXbu3Ik9e/Zgz5492LRpk1rLAoseeOAB/Otf/4K1tTW++OILPPLII2IXIiIiGgaTECLSC/kKV0OtcjVatmzZgvDwcMTFxSEtLQ0AEBgYiMDAQABAcXGxcMTwGhoasHLlSnz88cfw9vbG0aNHsXbtWrEbERERjQCTECLSi7lz5yp+l+8L8vHHHwP9E8vlS+xqS14F2bJli9g0JOXNDlX9uLq64siRI5BIJDhy5Mige5YQERHR8JiEEJFehIWFKfYF2bhxIywsLLBp0yagv3IhJ//Qr+mQKXkVZMOGDQCABQsWAP3VD3kFRF4RUdecOXNw9OhRxMTEiE1ERESkBiYhRKQ3O3bsUExGl0tJSVEkDNpSVQWJi4tDYmIiNm7ciI0bN2Lr1q0ql+xVntg+2M/Zs2cRHBwsHkpERERqspDJl5IhIiIiIiLSA1ZCiIiIiIhIr5iEEBERERGRXjEJISIiIiIivWISQkREREREesUkhIiIiIiI9IpJCBERERER6RWTECIiIiIi0ismIUREREREpFdMQoiIiIiISK+YhBARERERkV4xCSEiIiIiIr1iEkJERERERHrFJISIiIiIiPSKSQgREREREekVkxAiIiIiItIrJiFERERERKRXTEKIiIiIiEivmIQQEREREZFeMQkhIiIiIiK9YhJCRERERER6xSSEiIiIiIj0ikkIERERERHpFZMQIiIiIiLSKyYhRERERESkV0xCiIiIiIhIr5iEEBERERGRXjEJISIiIiIivWISQkREREREesUkhIiIiIiI9IpJCBERERER6RWTECIiIiIi0ismIUREREREpFdMQoiIiIiISK+YhBARERERkV4xCSEiIiIiIr1iEkJERERERHrFJISIiIiIiPSKSQgREREREekVkxAiIiIiItIrJiFERCqsWrUKq1atEsNEREQ0CpiE9MvNzYWFhQVyc3PFJp3R9DqTk5MREREhho1ecnIyLCwsFD+vvvqq2OU28mOM2apVq9R6PCwsLCCVSiGVSkf1tinft/KfVatWDbge+e/qPud07dVXXzXoB/5Vq1YNeD7m5uYiOzsb33zzzYB+pki8baQe+f031P04VNtgNDnGkIz5746xnZvy+SQlJSEpKWnA78ox0VBtgxnpMarOBUp/O5KTk4UjBjfUdQ7VZsxWrVo14O+nVCpVtBn6b5S5YhJigjZs2IDs7GwxbNReffVVbNy4ETKZTPHzzjvvDPumt2HDBshkMjFsNOQfVtH/AV8dcXFxo37bUlJSBtzH33zzzYDrkf8eFhYmHjqmffPNN3j++ecHxEztNTYYVbeN1Mf7kTSxY8cO7NixY9iYvsnPQSqVIjw8HDKZDBs2bBC7DcoYbsNwHn744du+mJP/PPzwwwP6ypNG+d/OlJQUxMfHD/sZhbQzZpKQlb9JVvmjivxbDOWsWP7NcURExIAn5apVqxQZv/xbZgsLiwHfygx2eeHh4QCg+PfVV19VmYXLj5f/iN/6DHa9ERERirguv3H7KGG5yh9lmzZtQkpKyoDY+++/j82bNyv+r+r2i5UQVX104dXd96j8EX388cd4+umn8fTTT2P37t1i84BzhdIbXXx8PPbt26eIi9+KJiUlKb51kVfMlC9HHYNVQrS93JF6duPfVf4MRv6akp+X/H4QK0fy85c/B5SPUb4vV/UPq5JflvJtlr+uxft/27Ztg16WqnNTRdX5qHO88utX/JZX+XWgfH6q4sq3TdU5yfsMdV6qjlN+37EYpLqmyeWqoup2YYjjB7veoc55sMuSE58j8ueS+NhgiMdOk2OGOufRsvTtz1T+DCap/5tu+TmvWrVqQKVb+TUp9lO+DOX/K9+/yo93ktI36uJ7lrS/orxx40bk5OQoLk+d41WRP07yH1UGO3/xfOT3gXisckz5uSca7FyGOkbZYP2SkpJw7733Ij4+Hjk5OQPaVd1/8tsrj6lzG1Rd3kgfC22o+pssp9wm/0ynXPmOi4vDnj17sHnzZiQnJ2PTpk04dOiQ4vxXKf1dGer9VR+vX5MmGyNWPLtH5Y9cTk6ODIAsJydHtmfPHhkA2Z49fe0JCQmyxMREmUwmk23dulXxu6zv62VZSkqK4viUlJTbjhns8pSvMyUlRab8cCQmJsoSEhIGHC+/7D179sjCw8MVfVVdtqrzzMnJUfx/NO1buUzlj5x421QR+8hvv/y2D9VHF7buulvljyg8PFyWk5OjeCzFNvnjovx4yB9L5duzZ8+eAbdF+djw8HDZ1q1bZbJhbrPyc0SZ8vXIf8/JyRnx5WrrmQ2vq/xRtnXrVsX1JyQkKM5XfF2Fh4erfB1s3bpV8bt4TEJCgqJNPF75OuX3hfJzTtVlDdambLDzGenxiYmJt71+5c8HVa9/+fuWqrj8tml6uwa7LYPdl8qGutyhzkfZYLdrqOMHu97Bznm4y5I/P+XPEVX3ifJrSdVjp8kxsiGes6NpyVufqvxRpvw4JCYmKh4H+W2Rn5fye4m8n/z8w4d4z1H1PJWp+Psm/13+eMqEc0tReo8b6fHKlN+LZMI5Kxvs/GUq7iv5Yyv/XTmm6vbK2wY7l6GOUTZUP/k5yO+voY7Zs2eP4rGUG+ltGOzxGMljoS0AMgCyrC3xA37kcTnl26JM/tzOycm57bFIUPq7IhviPUQfr19TNmYqIZqQlyaXLl2qyF4XLFiAnTt3Av0Zbnh4OOLi4nD27FkkJCQgLi4OALB582ZFPzlVlycnDs0JDQ0d0I7+PqLk5GSEh4crLlv5epWvQ2bkQ3BGevuH66NP8m9uwsLCEBYWhoSEBMU3KlKpFDk5OYrH5fnnn8dzzz034Hhlc+fOxaFDhxQVCvmx8suRDwN57rnnFP1UiY+PH9G3LufPn1frcvUtMTER6L9vw8PDUVxcDABYuXKl4huskydP4umnnwYAHD9+HFu2bFEck5iYOOCbrpUrVyp+l1/Whg0bVM75eP/997F161ZgkMsa7NyUDXU+IzleHOogr5ai//zktxv9r+2h4nKa3q6hbstw9yWGuNzhzkdusNs13PGDXa+qcx7uskTHjx9XnJP8tS832GOnyTFyqs7Z0BISEhDW/94HAI8//jgAYNGiRQOGMir/XXz66adx/PhxRZsqJ0+eVDwWALB161a8//77iv8XFhYC/X8PVA2Z3L17NxITExXnpe7xzz///ID7WFXVajSdPHlS8VyF0vMWQ5zLUMcoG2k/ZUPd/8rPWWVDXc9Qj8dwj4W+5Obmqvw8IT/n0tJSsQkQ/q4M9R5ijK9fY8EkRE1xcXEIDw+HVCpFWlqa4o9KYWEhDh06pPjwFx8fLx46LOWy66ZNm8RmleQvYtHzzz+PsLCw20qDxmwkt38kffRl9+7dijK2hYUFDh06NOCPnUj+hqaK/EPJ2bNncfbsWcWbuKoPqEMR54QMdp3l5eViyCQ89NBDOHz4MADg8OHDuP/++4H++RsbN25UPBbiFwByYj9VSddo/DEUr2ew8xmMOFQhJydH7DLAYI+zclzT2zXYbRHjqu7LoWh6Pui/XZocP9g5q3tZYn/l+3mwx06TYzDEOZui4ODg2+4HUW5uLjZt2qS4vcrv89988w3eeecdRZuqITxD3T8jOR7CMNpDhw6JzaNKPF/xw7CqcxnuGLmR9lM21P0/mKGuR2yTG+ljoQ9hYWHIz88Xw4pz9/f3F5tuM9jz2pxev7rAJEQDK1euRFpaGt555x0sWLAA6H9zTUhIGPABUPwmcijJycnIzs5WHKf8TcRQgoODxZDCjh07FJe3adMmgz355d+CiW8y8rGSGOHtH0kffdq5c+eAD/05OTlaVROWLl2KkydP4v3338eiRYsAAIGBgWK3UeHr6yuGTEJcXBxycnIUFSf5B7mIiAjs2bNnwGtvsEmT8vY9e/bcNlYbo/TNpzrno0pSUhK2bt2qOFb8ZlwTmt6uoW7LcPflUDQ9HzlNj1d1zupelthf+TU/2GOnyTFyqs7ZFBUWFiruh8E+EIeFhQ24L2T9C2zIyf8GpKSkKKovygZLyOWGOz4pKQmJiYmK6x7s2//Bzl9d4vkqfxge7FyGOkbZSPspG+7+V2Wo6xHblA33WOjLokWLFF9uKTt79izCw8OHvA1y4utbmbm8fnWBSYgGFi1apPh2QP4BWz6cRv5B+9VXXx3ySSkSKxoj+fYB/eU95Q9lW7ZsQUJCApKSkoyq+rF169bbqkOPP/64IpEYye0fSR99kd/fykPkwvqrGR9//PFtiddIng/yoX6HDh1SDOOSV97kj+W2bdtG/KY4lNmzZ+vkcvUhISEBGzduHDBEZ+nSpQMWOYiIiFD5/B/JN1GPP/644rmVm5uLnTt3KpLCkRrp+QxG+Vu15OTkAd+ML126dMCQFov+pTUHi8tpersGuy0juS+HMtLzGex2jfR4ZYOds7qXJfZX/rZ8sMdOk2MwxDmbCuUvZt555x0sXbpU0Sa/3cr3h/LfVygtMoD+5574ZZbooYcews6dOxXXuWnTJsV1juR45ftaKpUOWQlRdf7qEs9XuWo62LkMdYyykfZTNtT9P5ihrkdskz8eI3ksRotkc8qAH5H8763yQgPS/gUG5ENRhyO+vuXvIab++tU5cZLIWKU8AUmcZCVOSJLJ+iY8iZPV5BOw5D9yQ11eeHi44nqVj1WeLCYerzzpTSZcr3Jc+fLkE8AMaevWrQPOSbz/VN1+8bar6mMICUoLDyiT30aZ0nNK/iOX0D9p9h//+Mdt5x8eHn7b5Q52OSL5fSJSvp+UJwmO9HL1Qfk1Id634UqT9GVKrwf5REc5+cRJCJM0lS9Pfqx4m5UnlcqEy1KOD3duylSdz0iPVz5P+aRJ5eMGOz9VceXbpqpd3meo81J1Wwa7L5Wpc7ni+4GywfoNFh/seoc656EuS/78HOy6E/sXA5EN89hpcsxQ56xPe4TJ1sp/EzHIwgnyfsq3TZn87194ePiA+3er0t8K5esR/8bK3wPk72Xy61U+Xvk6BztemXIf5cdelcHOX/l8xMdffHxlKs5X3jbUuQx2jGiwfvLfVf0dVXX/JwqPuXidg12PqjbZCB8LbT300EMDrkP556GHHhK7D3iuQvh7Kj9f+X0gvsfIBnkPMZbXr7GykPW9gRAZpeTkZGzevHnQ8ZakHqlUivj4ePBlT0S6lpSUhNzc3GGH8xDR2MThWGS0kpKS1CqH0tBeffVVxMfHG3wuDRERERErIUREREREpFeshBARERERkV4xCSEiIiIiIr1iEkJERERERHrFJISIiIiIiPSKSQgREREREekVkxAiIiIiItIrJiFERERERKRXTEKIiIiIiEivmIQQEREREZFeMQkhIiIiIiK9YhJCRERERER6xSSEiIiIiIj0ikkIERERERHpFZMQIiIiIiLSKyYhRERERESkV0xCiIiIiIhIr/4/3TDFP1z5SzgAAAAASUVORK5CYII=" width="535" height="327" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Terrenos y construcciones para la venta (Inventarios Inmobiliarios)</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Está representado por reservas territoriales, terrenos urbanizados y construcciones en proceso y terminadas que la Compañía tiene el objetivo de vender. Para mayor detalle referirse al subtítulo de Distribución de Inventario por Proyecto.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Activo Fijo</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los activos fijos con los que contaba DINE al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, consisten principalmente en 2 campos de golf del proyecto Punta Mita, el acueducto que lleva agua potable a este mismo proyecto, el terreno y las obras en desarrollo donde se edificará el hotel Pendry y las oficinas de ventas y de construcción en los desarrollos. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Cuentas por Cobrar</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Conforme a la normatividad vigente para el registro contable de las ventas prevista en las IFRS, las operaciones de venta se registran hasta el momento en que la responsabilidad jurídica del inmueble es trasladada al cliente. Debido al sistema de preventas con el que trabaja DINE, las ventas se registran en general cuando ya han sido cobradas por lo que el saldo de cuentas por cobrar es muy bajo. Los anticipos que se reciben por las operaciones de venta contratadas se muestran dentro del pasivo como anticipos recibidos de clientes hasta el momento en que se registran las ventas. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">DISTRIBUCIÓN DE LAS CUENTAS POR COBRAR POR PROYECTO</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al cierre del ejercicio 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> Punta Mita representó el 95%</span><span style="font-family:Arial"> y</span><span style="font-family:Arial"> Bosques de Santa Fe el </span><span style="font-family:Arial">5</span><span style="font-family:Arial">%</span><span style="font-family:Arial"> </span><span style="font-family:Arial">de la cuenta por cobrar total.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Inventarios Inmobiliarios </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El valor de los inventarios al cierre del 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> fue de $4,</span><span style="font-family:Arial">216.4</span><span style="font-family:Arial"> millones y su composición es como muestra la siguiente gráfica.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">DISTRIBUCIÓN DE INVENTARIO POR PROYECTO</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-size:6.67pt; vertical-align:sub">Nota: No incluye los terrenos de Punta Gorda</span><span style="font-family:Arial; font-size:6.67pt; vertical-align:sub">, </span><span style="font-family:Arial; font-size:6.67pt; vertical-align:sub">ya que se encuentran registrados como negocios conjuntos. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-size:6.67pt; vertical-align:sub"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<img src="data:image/png;base64,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" width="457" height="265" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /><br /><span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las reservas territoriales no urbanizadas, los terrenos urbanizados y los proyectos inmobiliarios en proceso y terminados, son considerados inventarios, ya que la Compañía tiene el objetivo de venderlos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Dichos inventarios son valuados mediante los métodos de promedio ponderado y costos históricos, se reconocen los gastos de acuerdo con el costeo absorbente al cierre de cada periodo, y se valúan al menor entre el costo y el valor neto de realización.</span><span style="font-family:Arial"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">La Política de Inclusión Laboral de DINE establece lo siguiente: </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">No discriminamos por razones de sexo, estado civil, edad, religión, raza, capacidad física, preferencias políticas, clase social y estado de salud.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-left:36pt; margin-bottom:0pt; text-align:justify; line-height:12pt; widows:0; orphans:0">
<span style="font-family:Arial; font-size:10pt"> </span>
</p>
<ul type="disc" style="margin:0pt; padding-left:0pt">
<li style="margin-left:23.6pt; text-align:justify; line-height:12pt; widows:0; orphans:0; padding-left:12.4pt; font-family:serif; font-size:10pt; -aw-font-family:'Symbol'; -aw-font-weight:normal; -aw-number-format:''">
<span style="font-family:Arial">Se fomenta un ambiente de trabajo, en el cual, el personal pueda encontrar la confianza y apertura para desempeñarse en forma óptima, en condiciones de bienestar y con un </span><span style="font-family:Arial">balance apropiado entre trabajo y vida personal.</span>
</li>
</ul>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">DINE no recibió servicios de formador de mercado durante el período que se reporta</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En DINE el proceso de comercialización se realiza de manera independiente y varía dependiendo de cada tipo de proyecto y en ocasiones también de cada producto. Dicha comercialización se realiza a través de una fuerza de ventas externa especializada y con amplio conocimiento del mercado objetivo.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De conformidad con los estatutos sociales de la Compañía y las disposiciones legales aplicables,</span><span style="font-family:Arial"> </span><span style="font-family:Arial">cuando menos el 5% de la utilidad neta reflejada en los estados financieros aprobados por los accionistas debe destinarse a la constitución de la reserva legal hasta que ésta sea igual al 20% del capital social pagado.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Una vez separado el monto correspondiente a la reserva legal, el resto de la utilidad neta se encuentra disponible para su distribución como dividendos, sujeta a la aprobación de los accionistas y los términos de cualquier disposición legal o contractual que restrinja el pago de dividendos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">La declaración de dividendos, así como su monto y pago, son determinados por el voto mayoritario de los accionistas de las series "A" y "B", generalmente a propuesta del consejo de administración, aunque no de manera obligatoria.</span><span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La declaración y pago de dividendos dependerá de ciertos factores tales como los resultados de operación de la Compañía, su situación financiera, sus requerimientos de liquidez y otros factores considerados relevantes por el consejo de administración y los accionistas de las series “A” y “B”.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span><span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha 24 de abril de 2023, se aprobó el pago de un dividendo en efectivo a los accionistas, a razón de $ 0.17 centavos M.N. (diecisiete centavos Moneda Nacional) por cada una de las acciones en que se divide el capital social total de DINE, S.A.B. de C.V., y que se encuentran actualmente en circulación, con cargo contable a la cuenta de resultados acumulados de ejercicios anteriores que a la fecha registraba la Sociedad y, para efectos fiscales, con cargo a la cuenta de utilidad fiscal neta generada hasta el ejercicio 2013, toda vez que la Sociedad ha dado pleno cumplimiento a lo previsto en el Artículo 19 de la Ley General de Sociedades Mercantiles. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha 22 de abril de 2024, no se aprobó ningún derecho.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha 28 de abril de 2025, no se aprobó ningún derecho.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span><span style="font-family:Arial">En la Asamblea General Ordinaria de accionistas de DINE de fecha </span><span style="font-family:Arial">27 </span><span style="font-family:Arial">de abril de 2026</span><span style="font-family:Arial">, no se aprobó ningún derecho.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">DINE no recibió servicios de formador de mercado durante el período que se reporta</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE cuenta con una Política Ambiental corporativa formalmente establecida, a través de la cual define su compromiso de operar en cumplimiento de la normatividad ambiental aplicable, así como de identificar, evaluar y mejorar de manera continua su desempeño ambiental en sus proyectos y operaciones. Dicha política establece lineamientos en materia de emisiones a la atmósfera, gestión del agua, manejo de residuos, eficiencia energética y cambio climático, y promueve una relación constructiva con las autoridades ambientales competentes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En línea con esta política, DINE ha implementado Sistemas de Gestión Ambiental en sus operaciones, con la finalidad de fortalecer el control, seguimiento y mejora de su desempeño ambiental, así como facilitar la identificación de riesgos, oportunidades y áreas de mejora en sus proyectos. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Emisora desarrolla e implementa programas y proyectos ambientales orientados a la gestión responsable de recursos naturales, la prevención y mitigación de impactos ambientales asociados al desarrollo inmobiliario y la incorporación progresiva de criterios de sostenibilidad en el diseño y operación de sus proyectos. Estas acciones incluyen, entre otras, la evaluación ambiental temprana de los desarrollos, la gestión eficiente del agua y la energía, el manejo integral de residuos y la adopción de medidas de protección del suelo y del entorno natural. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Derivado de la naturaleza de sus actividades, principalmente relacionadas con el desarrollo inmobiliario, las operaciones de DINE no implican procesos industriales intensivos; sin embargo, ciertos proyectos pueden representar riesgos ambientales localizados. Estos riesgos son gestionados mediante la aplicación de la normatividad ambiental aplicable, el desarrollo de estudios técnicos y la implementación de medidas de mitigación y control acordes a las características de cada proyecto. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En relación con el cambio climático, DINE reconoce que el incremento en la frecuencia e intensidad de eventos climáticos extremos, así como los cambios en patrones de precipitación, temperatura y disponibilidad de recursos, pueden generar impactos, actuales o potenciales, en sus proyectos y activos. Estos impactos pueden reflejarse en ajustes al diseño y posibles incrementos en costos de construcción, operación o aseguramiento. En este contexto, la Emisora considera variables climáticas y ambientales en la planeación y desarrollo de sus proyectos, con el objetivo de fortalecer la resiliencia de su portafolio y preservar el valor de largo plazo de sus activos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, la Compañía tiene registradas en sus estados financieros las provisiones o reservas contables que se requieren para dar cumplimiento a las IFRS de los siguientes conceptos: pasivos laborales, impuestos diferidos, valor presente y valor futuro de sus cuentas por cobrar por ventas con contratos firmados con clientes.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía no refleja estimaciones contables para situaciones consideradas como altamente inciertas, que pudieran afectar en forma significativa los estados financieros. No obstante, se da cumplimiento a la normatividad contable establecida por las IFRS, que resulta aplicable a DINE y a sus Subsidiarias en relación con el registro en libros de provisiones y reservas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE es una sociedad anónima bursátil de capital variable constituida el 29 de marzo de 2007 bajo la denominación "DINE, S.A.B. de C.V.”, como consecuencia de la escisión de </span><span style="font-family:Arial; font-style:italic">DESC</span><span style="font-family:Arial">, ahora denominada KUO, empresa en la que permanecieron los negocios industriales y comerciales de </span><span style="font-family:Arial; font-style:italic">DESC</span><span style="font-family:Arial">. La duración de la Sociedad es indefinida.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las oficinas principales se encuentran ubicadas en Paseo de los Tamarindos No. 400-B, Piso 28, Colonia Bosques de las Lomas, C.P. 05120 </span><span style="font-family:Arial">Ciudad de </span><span style="font-family:Arial">México</span><span style="font-family:Arial">, </span><span style="font-family:Arial">teléfono </span><span style="font-family:Arial">+</span><span style="font-family:Arial">52</span><span style="font-family:Arial"> (</span><span style="font-family:Arial">55) 5261-8200. La dirección de DINE en Internet es www.dine.com.mx, en el entendido que la información contenida en dicho sitio no forma parte del presente reporte.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE inició operaciones en 1978 invirtiendo en la continuación del proyecto de “Bosques de las Lomas”, desarrollo residencial y comercial de alto nivel ubicado en la Ciudad de México. Desde su fundación, el reto de DINE ha sido impulsar desarrollos inmobiliarios de la más alta calidad. </span><span style="font-family:Arial">Hoy en día</span><span style="font-family:Arial"> DINE es uno de los grupos inmobiliarios más importantes de México enfocado en nichos de mercado de alto poder adquisitivo, tanto de </span><span style="font-family:Arial">México, como de E.U.A. y Canadá.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE formó parte de </span><span style="font-family:Arial; font-style:italic">DESC</span><span style="font-family:Arial"> a partir de 1984, desarrollando proyectos inmobiliarios en complejos residenciales, turísticos, comerciales y corporativos. Adicional a “Bosques de las Lomas”, entre los proyectos más importantes que DINE ha desarrollado en el pasado se encuentran el “Centro Comercial Santa Fe”, ancla para el desarrollo de la zona de Santa Fe en la Ciudad de México, así como, “Arcos Bosques Corporativo”, uno de los centros de negocios más importantes de Latinoamérica.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los principales proyectos que están actualmente en desarrollo son: “Punta Mita”, complejo turístico-residencial, ubicado en la costa del </span><span style="font-family:Arial">Pacífico</span><span style="font-family:Arial">; “</span><span style="font-family:Arial">Bosques de Santa Fe”,</span><span style="font-family:Arial"> fraccionamiento residencial enfocado al nivel socioeconómico alto de la Ciudad de México; DINE también cuenta con una importante reserva territorial: “Punta Gorda” ubicada en Los Cabos, Baja California Sur, la cual forma parte de los proyectos futuros de la Sociedad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE se define a sí misma como una sociedad promotora de negocios inmobiliarios avocada al desarrollo de proyectos de gran escala. La compañía está atenta al reto de encontrar los mejores momentos para construir en el ciclo bajo y vender en el alto. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los productos de DINE tienen el sello de la más alta calidad y el reconocimiento del mercado. Así mismo, cuentan con el talento de renombrados arquitectos mexicanos como: Mario Lazo (+), Humberto Artigas, Carlos Herrera, Javier Sánchez, Diego Villaseñor, Francisco </span><span style="font-family:Arial">Vigil</span><span style="font-family:Arial">, Enrique Zozaya, Teodoro González de León (+), Francisco Serrano, Carlos Tejeda, Javier Sordo Bringas, Alfonso López Baz, Fernando de </span><span style="font-family:Arial">Haro (</span><span style="font-family:Arial">+), Javier Sordo Madaleno de Haro y Alejandro Bernardi entre otros.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Finalmente, para responder a los retos que plantea el mercado, DINE cuenta con socios estratégicos que son líderes en su sector, entre los que se encuentran: Marriott / St. Regis, </span><span style="font-family:Arial">Four</span><span style="font-family:Arial"> Seasons, LCA Capital y </span><span style="font-family:Arial">Montage</span><span style="font-family:Arial"> International. Con todos ellos DINE mantiene una sólida relación recibiendo su apoyo para crear productos únicos y de alta calidad.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Durante 2022 se logró un acuerdo con un operador Hotelero para el desarrollo de </span><span style="font-family:Arial">los</span><span style="font-family:Arial"> hoteles</span><span style="font-family:Arial"> Pendry y </span><span style="font-family:Arial">Montage</span><span style="font-family:Arial"> en Punta Mita. En 2023 se inició con la etapa de diseño conceptual del </span><span style="font-family:Arial">máster</span><span style="font-family:Arial"> plan y diseño esquemático</span><span style="font-family:Arial">. </span><span style="font-family:Arial">Durante 2024, se inició la construcción del cuarto </span><span style="font-family:Arial">muestra</span><span style="font-family:Arial"> y en </span><span style="font-family:Arial">2025 se inició formalmente la construcción del hotel </span><span style="font-family:Arial">Montage</span><span style="font-family:Arial"> Punta Mita, marcando un avance importante en el plan de desarrollo de DINE, el cual incluye el desarrollo futuro del hotel Pendry Punta Mita.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, DINE tuvo un registro contable de ventas por $</span><span style="font-family:Arial">2,971.1</span><span style="font-family:Arial"> millones, </span><span style="font-family:Arial">resultado</span><span style="font-family:Arial"> de operación por $</span><span style="font-family:Arial">230.9</span><span style="font-family:Arial"> millones y un flujo de efectivo </span><span style="font-family:Arial">operativo </span><span style="font-family:Arial">negativo </span><span style="font-family:Arial">por</span><span style="font-family:Arial"> $</span><span style="font-family:Arial">240.6</span><span style="font-family:Arial"> millones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En la siguiente tabla se muestra el porcentaje que representó cada proyecto en las ventas netas para los años 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, 202</span><span style="font-family:Arial">4</span><span style="font-family:Arial"> y 202</span><span style="font-family:Arial">3</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<br style="page-break-before:always; clear:both" /><span style="font-family:Arial; font-size:10pt; font-weight:bold">Porcentaje de Venta por Proyecto de los últimos 3 ejercicios </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="526" height="183" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">A continuación, se presentan los estados de posición financiera y el estado de resultados de DINE para los ejercicios terminados el 31 de diciembre de </span><span style="font-family:Arial">202</span><span style="font-family:Arial">5</span><span style="font-family:Arial">, 202</span><span style="font-family:Arial">4</span><span style="font-family:Arial"> y 202</span><span style="font-family:Arial">3</span><span style="font-family:Arial">,</span><span style="font-family:Arial"> preparados por la Entidad y elaborados de conformidad con las Normas Internacionales de Información Financiera (IFRS). </span><span style="font-family:Arial">Cifras e</span><span style="font-family:Arial">n miles de pesos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwEAAAIdCAYAAABlfHFBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFiUAABYlAUlSJPAAAMaDSURBVHhe7P2/btsw+zf+X/odRlAUgaVj6HDD8ZAh8vgMHexOmQpIcxEvHrNI6PqJgUyZKj1ADyDOkMEWOgTfQ4iEIE/R0+BvuH3xQ12m/vhfYsfvF2C0ISmJFmmKlCjJUUopAgAAAACAo/H/kwGrKIqCHMfRnzRNZZKN9Pv9pb8dxyHP80rhAAAAAADQ3kaDgN+/f5f+vru7K/29rizLyHEcGQwAAAAAAFvgbDIdyPM8yvO8FJbnOXU6nVLYqngA4Ps+3d/fy2gAAAAAANjA2lcCsizTA4AgCHS4vDog8ZQe/phTe+QVgOl0So7jUBiGpWV5mTiO9XqKotDLNcWlaVrKQ91VB5nOcRzKskwmAwAAAAA4GGsPAn79+qX//+PHD3Jdl4iIbm9vjVRlnufRdDotheV5XtsJr/P161f9fzn4eHx8JCIi13VLVyb6/T4Nh0Mj5X85lnsaqvJ1dnaGgQAAAAAAHKy1BwEPDw9Eiyk7nU6Hvn//TrTo1Ns6yHEc6ysH8/mclFKUJImOD8OQut0umbOTfN8npRTd3NzoMFOn0yHf94mMTj8tbljmwQbnixZXADg8iiJSSpFSSg9ghsOhvmoQx7FeLs9znZZdX1/r/wMAAAAAHJK1BgHmVKDLy0sicVbevErA+AqB7/vU7XaJiGgwGBAtOuRVHf0mvP3pdKo78E9PTzrezNd4PCZaXB24urrS4TygIcsVBRnGgwHcqwCwfWEY6ml35tPBzGmE8oodvB/zCXHyqW3mtEuzzHjapyxjEuXvOE7pZAx8TNuuQyyO48o4+Di2XX/qppJ/SGoNQRAoIlJycd/3reF5nuvwKIpKcTac1vf9Ujiv33VdHWZbN6czlzfTBUGgw5nruqVlkiTR6c2PzBMAbFcURUu/aQ7P87yUtkqbdgY2J9tHblvn87kiIpXneen/ZjtsK2Nuh/nTtrzhcMn6sGkdUsbxHsfrj0/WhU3qj+z3HUP9WetKwGQy0f/nEZPjOKX5/m91tk5OCTKnAvFVAun09FQGLRkMBhRFkQxeulkZALaPpwqORiPr9MI6YRjSy8uLDIYtS9OUkiQhpdRSW8lXgzudDp2cnBAtrqj+/v1bTwc1HyhBi7Nz19fX+mqrUmrjJ83Bftt2HWI4Ph+Hbdefu7s7UkotPfXyI1t5ENC2c7+tdwa0YU4JMqfufPnyRf/fPJi07SBcXV2RUorm87mMoslkchyXigDewZcvX3SjfnZ2JqOJxAkIHij0+32aTCY0mUz0pWE5xYRVTT2CdgaDgZ7SydMue70e0eISvfT4+EhXV1d6Oui3b9+IiOg///kP0eKgPRwOUR5HZNt1iBZ9lKoTgPCxbLv+8DTvf//+EdWcSP5IVh4EtO3cm3P0O52OvvnWvIGXFgdtOWrntG1xJaDFmUMyblg28XrNewBoUVl45Hd+fl6KIyJ9w7IcbXJFAYDtu7q60lf55FzPfr9Pruvqszk8UODfbxAE9Pz8TFmW0WQyoSiK9NUFPpExmUxoPp8f1VmfXfn37x/5vl9qi5v8/fuXgiDQB2SzXeYrrrYDOXxM26hDRVHQbDYrnQCE47CN+kOLewL4ePL6+mqk/phWGgSYU234yT3yYz7xxzwrz0/pmU6n+iCcZRlNp1OaTCYbn/mRl3VsIzjzCUbmDWcXFxf6/zyaNG9ENA9E5lUEvsQEALtxf39PrutSnud6gM/tEA8MeHpfmqalM4JkDOA/f/6sHw3MDTsPHn7//o0b/Tf069evlffhbDYrPRDi4eFBH0d48Gd7UAN8TNuoQz9//lz7ISNw2LZRf2hx8olPDI1Gow9/ImKlQYDZINs62STOypvvDLi6uio9itNxnNJlfn5yDxln/VaZf8+XdZhtNGieWRyNRrqTzwWeJIm+emBWDNd1dVq+HyKKoqUrDQCwffLK3ao8z6PZbFY6QUGL3zgPLjY9CXHM4jjW7S+f4LG1jeZV1jAM6cePH0QVy9zf31MQBPT582cdBh/XNupQURQ0mUzIcRzd15hOp3jC1BHYRv0xdTodPQ38w8/4kHcK1zGf3FDHfHrQfD4vxZlPEKpbl+0ObdvTgUwyfRV5B3hVHlRFfpMkkckAYEtsTwHi3yyH+76v2wFub5TxRAh+QgQvlySJTsdPgpDLwOpkW8plwvt0Pp+XnsyhxNOfyGivzeXVolzh49tmHWJ4OtDx2Fb94TTcv0uSpLKv+ZHgyAcAe8McdMvBdhAEpcGB2YibJxvMx/1yw06LgQH/P8/z0t/yEYPQTB5IeZ8z8+DMZWnuc7NcbHFyIAgfz7brEMMg4Dhsu/5Urecjc9R/vzgAAAAAAByJle4JAAAAAACAw4dBAAAAAADAkcEgAAAAAADgyGAQAAAAAABwZDAIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAACODAYBAAAAAABHBoMAAAAAAIAjg0EAAAAAAMCRwSAAAAAAAODIYBAAAAAAAHBkMAgAAAAAADgyGAQAAAAAABwZDAIAAAAAAI4MBgEAAAAAAEcGgwAAAAAAgCODQQAAAAAAwJHBIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAAAODIYBAAAAAAAHBkMAgAAAAAAjszGgwDHcShNUxm8lizLyHEcyrJMRgEAAAAAwJZsNAjgzv/d3Z2MWku32yWlFHW7XRkFAAAAAABbstEgYDweUxAENJ1OqSgKGd0ojmOc9QcAAAAAeGNrDwKyLCPP8+jHjx9ERPT792+ZpFZRFDQajWQwAAAAAADs2NqDgF+/ftF4PKZOp0O+79Pt7a1MQrSYMuQ4jv4URUFZlpHrukREdHZ2Rp7nldIWRbG0HOO/eSoS30cgw2kx0HAch/r9vg4DAAAAADh2aw0CiqKgh4cHPXf/8vKS8jxfmtqTpikNh0NSSpFSinzfpzAMqdvtUp7nREQ0n8/p+flZp2WDwYCUUuS6Ls3ncx2e5znleU6DwYCyLKOzszO9/iRJaDgc6oFAp9MhpRTd39/r5QEAAAAAjt1ag4Dfv3/T9+/f9d+DwYBocXXANB6PKUkS/ff9/X1lh3wwGJTSsu/fv9OfP3/0309PT9TpdIiI6Pr6mqIo0nGDwYCCIKDxeKzDAAAAAACgbK1BwO3tLY1Go6XpOpPJpJSOz/Zv4uvXr6V7B15fX/X/n5+f9f/Z6enpVrYLAAAAAPBRrTwISNOULi4u9BQc/vCUHXNOvuu6pU77OviegziOKU1T+vr1ayn+8fGx9DcttgsAAAAAAHYrDwKGw6F+IpCp2+2S7/ulef3fv3+n0WhUulcgDEP9fxbHsQwquby8pNvbW5rNZnoqEC2mA02n09Lyt7e3dH19rf8GAAAAAICy1oMAftIOLc60y7cE9/t9mk6nRMZbhK+uriiKIjo7O9PThnq9HtHiDL/runR2dkZk3ERMi/Wb7x0YDAaU57le1gxPkqQ0Nen6+lrfo4CnAwEAAAAALHOUUkoGAgAAAADAx9X6SgAAAAAAAHwMGAQAAAAAABwZDAIAAAAAAI4MBgEAAAAAAEcGgwAAgHdme3QywCpQh2ATqD/HaWeDgDiOS28Ulh/P8+QipWW2WSGzLCPHcUrvK/jI+v3+1h6LmqYpOY5TemTrvtt1nrk+VdXjTXiet9W6fyy4zPnT9O6RfcFt3mQyIWfxaOWPzvz92H6nsixtVi3ruvRttheGYWV+39sx1iGylJss17o4Gd/UN2iqs7TC+vr9Pjk7OHas61jrT115ybplU7e81GZ9LAzDpT5Am/q3NrVjRKSiKJLByvf90t9JkuiwJEkUEak8z0tp4G1xORxSWew6z3meK/7Z8P+TJJHJ4I0FQSCD9h7XVWXk3/f9D12f8jwvtf2+75d+q/P5vFSWvu8vHStc1y2lcV23dp/VpW+zvSAIdBr+ze+ibVnHMdYhVvebrytzteiXmHWAiNR8PtfxpqY6q1quj8Nl/XpPx1p/6sqrTZtQt7zUZn2M12Wmb1P/NvFugwDJ9/1W6dqIoqiyQGA13Ehsq8IFQbC1dVXZdp5NURRV/oBXNZ/Pt1bnj1mSJAf5ew+CQNclbvTn8/mHPgDL7yYH0vI3mySJcl1X/83pzfIOgqDyd9SUvu32zHTmoOC9HWMdUg2/+aYyT4wTjma8DGNyX8o622Z93Lmrqqfv5RjrT1N5NbUJTctLTesz8XrM9kWWhax/m9rZdKA6tktzz8/PMmgtRVHQaDSSwbAHsiyjyWQigw/Ky8uLDFrb5eWlDII1jMdj/VbyQ3J6ekrT6bR0+b3b7eo3nn9E8rt1Op3av19fX+n6+nop/s+fP0Yqos+fP5f+Zk3pm7b39PREruuW0vV6PXp4eNB/v6djrEPU8JtvKvPZbFYKp0WZTqdTGUzUos62Wd/l5SUFQUBXV1eldO/tGOtPU3nJ8pVtQtPyUtP6WBzH9OPHDxm8VBZyfZt6l0HA4+Oj/j/PdcrznEajETnGnDTzHgE5f07OsSqKgrIsI9d1iYjo7OxML2POEZfLMf6bty3nYFXNkzPnivI8/KIoSvmyqftu5rb7/T6laao/5nrN7Zj5M+eV274D55nza34HuS6bqrxzvouiIM/zSvFpmtLZ2RkREbmuW7pngdM6Yu4mb6ff71Mcx5X7kkSeXl9fZbS1nKpUpXUW8yan0yk5xn0rZjk4Yn6gjON964g6z9/NWewDuRyvk+eTmnMGzXRyLuExeHh4IKUUBUGg998huLq6It/3aTgc7k2n8r18+fJFBunfijwIRlFEo9FIt4mnp6dLaUxt09u2N5vNltpnIqI8z2XQuzjWOtT0m28q86oO2yrMOlu3vizLKM9zOj091e20rU69h2OtP3XlZbK1CbTC8lLV+vj4vkoH39ZmrkVeGtg2WszPNj+2yyau65YulUVRVPrbN+ZRJcY8NhknLwVyWnlJ13Xd0uXCPM91PF+6Y7yOqssvMj+qYdpL3XfjbfOyctsyXon5aa7rKhJzyqIoWrp8zd9dri8IgqVLX2Z8Vd55Pea+lpet5LbUIr/8t5k+N+bB2ZYzRVFUyjPvA/M7mWUn54uamtLKy355nlfuL/4+vK+jKFJk1BNZ53nfmWGBZaqDWW/N9fP2qr7bMZD19RBUtVHHIEmSpfqtjHmvVHG8CIJgpbrelL5qe/L3rira+/d27HXI9r2rytw2NUe2zXVknW1aH/+f4/exnT6m+tNUXqyqTWi7vFS1PmVMxeJ0dXVD1r9N1ed6C+TOUosvKckOEXfk5IfjzI6aSXa8VEUjEYnOrLk+33J/QiA6x5LMf10h1n03uW2zY6wqOsRmvLJ0XGVHNc/z0v5hXEmrOrWqIe9NeZPxcuDAn2AxgJLfqwo1lLdcP4nvaJLpZFrZKeAfv/wkSaKChrnDss4oy+9lPp8vNUD8vSLL/Qnyux8j/wBvbON6RTU3mH1EVb9Dxu2N3Cfu4iQOWQ6oNm3Ty+3J37va00GAOuI6pCp+83VlbnZ6+SPTVLHV2br12epQm07jWzum+lNXXpJsE9SKy0tyfVEUlY7XfsMgwFb/NvEu04HOz89l0JI8zynPc1oMVPSH4zb19evX0r0D5hQS2/0Jp6entdu9vr7W60vTlL59+yaTaHXfzbbtTXU6HfI8T1+K+v37N3W7XR3PU0zG4zFFUWQsuawu76v6+/cv+b6/tK6bmxvqdDoUBAENh0Nyaqbw1E0RIiNebsO2n1dJy15eXiiKoqVlBoNBY97a6Ha79Pz8rC8X/vnzR18ytN2f8OnTJyIi+vfvn4w6Gm3al310f39Pvu9b54t+RP1+v/a3RRXtoed5dHd3R91ul5RSNJ1Oa6fBrZJebq/X6y2Fvb6+6mmn++bY6hCTv/mmMh8MBrqt5uP6eDw21mBXVWdXXV/VPSzv7VjqzyrltY3yNsn13d7ekuu6eqrYdDrVj2uVfYiq+reJdxkE8M0xVR07Wswbf3p6ksFEizjbvO9VdDod8n2f4jimNE3p69evpXjzvgVW1/APBgNyXZfiOKbZbFbqZEt1321XLi8vrZU0jmN6fn4mpVRtntk28/7p06fauXU3NzeklKIoipYacenv378yiMiYY9f0HF9aMS07PT211hVarE/+iNfx/ft3ur6+pqIolg4eVfvv5OREBh2Nx8fH7c2X3CFbfV5lTughC8PQ2h7ZuK6r6zPPrzbrd5IklfOZV01PYntfvnyhPM9Lv+OXlxf6/v27scT7OeY6ZDJ/86uWeRiGFARB4/GvbZ2V66u6abSuP/FWUH+Wy8vGbBOkNstL5vq4/8Uf3/cpCAJSSpXKom39W9W7DAJoMQCoezrK9+/faTgclhpfrrDfv3+n0WhU6qzZKrO8WUi6vLyk29tbms1mpZ19fX1N0+m0tPzt7W3j6JivBpyensqokrrvdnFxQaPRSMdV/SD5TC/ncTgc1t7QOxgMKM9z6vf7SwMe8wpHVYeW1eV9FXEcU7fbXbpJmBbrK4pCh19dXVVeoeDB3HA41GF3d3dEix9aURQUBIG+KZlV5XmVtLS4oiTrSpZl+mqQjEvTdGmQkWXZUpiJtxGGYemGIn6SgLn/fv36RUEQVNabjy6OYzo/Pz+Y72/WraIoaDKZ1LaLH0EYhtTr9ZauRtrEcUwXFxe6PHmZnz9/6jSz2YwuLi7036ZV08vtdRZXJHn5bPGEs316yssx1iGT/M23LfNi8fAFWpxwqtOmzlatbzAYkO/7pXIaj8eN/Ym3cqz1p6q8JNkmsLbLS1Xrq9Om/q1Nzg/alqq50uZHVcwL5/lRweLGHv6Yc/7k+uWceFrMrZZzt+Rcabksk8vZ0ti0na9V9914Xl6beN4PHG/O2ZfzymxzE9ViH5jLmNs04+rKRaaVf/M8dzPetn1a1Is8z0vbadqv8nuTKGu5T+vmPFallfnk7yDrsLmPZZxZJpxPTm+mk/cKVM0T5HsnbOs/BlX17FDYfksfmfxtyXKT+8NWnnV1nuuD+RusS99me0rkWx5D3pv8Dh+9DrX5zdeVubm87Tgg61BTnW1aHzOPUftURsdcf2zlJfeHrF9Ny8v607Q+SR7rm+rfphz1384HbEkYhiuNCpsURUGu61KSJEuPlQKAj2Hb7caxi+N4r87WvwXUoe06tjqE+rNdh1J/3m060EcUx3HtDcEAADY4+G5HuniXirx35higDm3HsdYh1J/tOLT6gysBG8qyTM8hj6JoqyM/vgrAcDUAAAAAALYBgwAAAAAAgCOD6UAAAAAAAEcGgwAAAAAAgCODQQAAAAAAwJF5s0EAvxKZP7TNlx2AVRiGB72P+S5788Vk/X7/oL8TAAAAwD7Y+SCAO3JRFJVejew4jvVV2rAdYRjSZDKRwQcjTdPSW4DZ/f093d/fy2AAAAAAWMFOBwFFUdBwOLQ+OpMfSmSe5d2VoihKr8Y+Bjc3NxQEgQw+GIPBgJIkkcFbdSj1Io5jyrJMBgMAAACsbaeDgJ8/fxIR0devX2UU0eK5+m/hEDp68PYOoV4URUGj0UgGAwAAAGxkp4OAh4cHcl2XOp2OjCIioqurK+p0OuR5HjmOoztlYRiS4zjkeV4pPadzHIfiONbhPPc9y7KleM/zaDqd0mQyIcdx9BlV2z0KjLeTpmltR5HT9Pt9vR55ZcPchlwX57NqWWauX86H531l+x7M3Eaapjqc9xuvn/eZuT5znbx/eX2yfJjMk7lNG7Nc5T6SPM9bSlO1rX6/T2EY6ilpZnxVvTD3lfx+HJ5l2VIeyNg//OHylPvXxlyO151lmX5Z3NnZmc6PrdyKoiitY9W8AwAAwJFRO0REynVdGWzl+74KgkD/HUVRaVnXdVWe50oppfI8V0SkkiRRQRAoIlJEpHzf18uaX02uOwgCnVYt8hlFkVKLZZMksaYz8TaJSM3nc6UWeTTzbMZxnjkfvGzT/jHzbn5vtcif+b183y99b9435nfjPJn7jfPIy9j2zXw+1+nNbUqcjssqCILa7+i6rs4fL8v5SZKktC7XdZe2b35fc3neF2Z6mRdZL6Io0nnheN4XQRDofMnlJDLKSC3yZa5XMr+zrCf8N8dXlVtTPWmbdwAAADgOBzEIMDug5sfs3JkdV+48Mrluxp0lsnSU2zA7Wkp0QqMoWhpAyE6tXF7i9dlw3nldzPwucr+oRUe6ar+ZbPtGdvCbcEe8qg4kSVIZpyz7S4n8c7z8cH5luZt1yhbPgwz5UZYBRB25HVvdY031RA4CVEO5mb8VcxDQNu8AAABwHHY6Hcj3fcrzXAav7O/fv+T7funpQkopurm5kUlb4akTFxcXpJTSUy5oMUWJjOkTTVNZTCcnJ/r/Ly8vpTgiok+fPhER0b9//2SU1d+/f2WQVrUO13Wt22ZymohUt2/a4mkq4/G49r6P19dXGbSS19dXCoJgqV7Im9DbyvOc8jxfWh8R0Y8fPyjP89K0mipXV1eU53mrumMrq1XrCRlTka6vr3We2Sp5BwAAgOOw00HAeDwmWsyztknTtFVH6dOnT1t9nOjFxQVFUUTPz88yiui/p351B3g4HLbuNHGnjQcDVXk2Bwt1uDNYda8AEdHT05MMotPTUxmkPT8/U6/Xk8Fa075pEscxPT8/k1KKut2ujC75/PnzRoPEz58/08PDgwxem+u61v1JRNTpdEqDgrOzs9pyiaKIxuMxpWlK3759k9Elm9YTWuQnSRLr41NXzTsAAAB8fDsdBHS7XYqiiEaj0dLNiHEc02w2o8FgoMPMjsloNKI8z8nzPOp2u+S6rvWm2FUURaEHHXwGtiiKUkc0jmOd5vn5ufFM+N3dnf7/9fU1BUFAnU6Hfvz4QSReiPbr1y8d3wZ/74uLi1J4GIbU7XbJ930aDod6v2VZRnmel86Emx1MHoyZ+9ymat+0ZS7z+PhYijNxPsx9VBRF5aBRGgwGlOd5qR6ssjzjevH9+/fS/iSjjoVhqAeD8ky7DV8NGI/HtYOhVepJ0/fiKyty0Lpq3gEAAOAIyPlBu2Cb0y9vlJRp5Lxq9d/eS+mjjHnntJh7znP6+ZPnuQ7j9ZlzyV3X1esIgkBFUaQC4+ZLmU8TL8Np5Txtc149p7WF121DWeaqm8zvL+OUuJHUzJ/cb6xq38iPOUddMtOZ269ipreVES3K0dwPVfuSlzfT8tx/M50y7v+Q8/fNdDyvnufuy/A6kXGTeR35HeQ9BPxdZB7MfJv13vf90jJyuTZ5AgAAgI/NUTg1uDbHcShJksYz63CcwjBc+74VAAAAgF3a6XQggGOFOfcAAACwz3AlYA1FUZTuFYiiaO0n0sDH4nke5XlOruuufXM1AAAAwK5hEAAAAAAAcGQwHQgAAAAA4MhgEAAAAAAAcGQwCAAAAAAAODIYBBwxz/MaX0AFcEj6/T45jkOe58ko2BNZlpHjOPojn6SVpmkp3iYMw8rlqziO0/iCyTAMl9K0yQ+8raY6RIvy5o98gWKb5U1t6oAZbzuuynXY0sDbqSsPGVfH1mbUaUpfdQxbp81rA4OAI8VPsQH4CPigTvTftyLjyUz7qSgKur6+JqUUKaXI931yXbf01vPZbFaKr3pTvFJKP4mr7qDIB/QmWZbRZDJZCmvKD7ytpjpExjt8lFI0n8/p7OxMDwTaLG9qUwc8z6MgCHSa29tbStO0lMZch1IKTxR8Z1Xl0aa8ma3NqFOXvu4YtmqbtxL59rBjNJ/PG9/a+xHxG5YBDhm/bRx1ef/Jt1Xz27I5PM/zUnySJKU3Y3N6M10QBEtv2bZxXbc2XRAE+u3irCk/8Paa6lCSJMr3/VIaLluON8nlpaY6wMvP53MdFgRBqT1KkqQUD++rrjyayttkazPqVKWvO4Zt0ua1gSsBRHR5eSmDAOBAXF5eUhAEOLN2AOTb1TudTu3fr6+vdH19rf9+enoi13VL6Xq9Hj08POi/1xHHMf348UMGN+YH3l5THZrNZqW/aVFHptMpUYvlJRkv6wDH//nzx0hF9PnzZ/3/8XhMZ2dnra5Iwe7VlUdTebOqNqNKXfq6Y9iu2jy2V4MAOU8vyzIqikL/zZfXPM8jR8zvNNPxsoznvsdxvBTvOA7leU6j0YicxVwrmQ/zUpC5nSzLKuf1cbosy3R+HVHh5HbMy4ccx3mW88NM5jpkfnh+Wd06zDTmJSbebxyXZdlSns19w5fdeZmqS2gA25JlGeV5Tqenp431HPbXly9fZJBuD81O22w2s5bvJlMb+VggD/6SLT+wP8w6xB3+VdjqoFRVB6IootFoRGmaUpqmdHp6Wkrz8PBASikKgsB6nIa31bY8qsq7bZvB6tI3HcN20eaVyEsD74Uvh/AljyAISpdg5OU685JKnueltEmS6HW5rquIqHSpxff90uVCOS3G/JvzxZeOfN/XeZTLMb58wx9OT0R6u7xexnnmy1S8bNMlH3O/mN9bLfIqv5e5n3jfmN+N82TuN1PVvuFtU8UlLYBdiKKoVOf4t9f0u4H9kCSJtb3gtoiMNlOJaR2M254mVdOBzDDbpXoOt+UH3p+sQ7apFdxO2MjlqzTVgSAIWrU98jgN76uqPOrKu02bYapL33QM26TNa2M7a9kC2WGVqGYQwDtRfji97KzLnSrjmdmxNTvKskBsbPMEzcpm+76BMfCRgyKbKIoq8yIHGcoy91F+76Z4k23fbLNiArQhf8uq4YAP+8U8KWEjT1TYyrttu2MbBERRVGpj5QFakvmB92erQ+bxiT+y3jDb8nWq6oDruvq4W7Ut5vt+qT8D76uuPGR5r9pmNKW3tWnmMcwW37bNa2NvpgNt8jSPl5cXiqKIzDu9lVJLl3Da4mkts9ls6ZLLeDym6XRqnT7T5NOnT/r/tu97enq6tL06Ly8vMkj7+/evDNKXol5fX2UUUcWlKqlu3wDsA3MuLuyvfr9vbQdNMr7X6y2Fvb6+kuu6pbC2bm9vyXVd3Z5Pp1OaTCaVbbvcNryvqjo0GAx0P4CPU+PxWCarXL6OLb3neXR3d0fdbpeUUjSdTmsfA3l+fi6D4B3VlYcs71XbjFXTkziGbbvNk/ZmEOB5Xm2nts7p6Sk9Pj7K4LUURUHD4ZDm8znd3NzIaP0j54ZllYLgjjl3tm15XmV9p6enS5VDMu+NYFWdJK6QVXMjm/YNwFszb/gzrfI7grcXhqG1U2bjui6dnJwQLdqmPM9LB8+Xlxf6/v27sUR7z8/PpRNHvu/rRz1WnRQx8wPvp20dCsOQgiCgbre7FN5meRuzDvCcbrNOJElSe+Pm4+Nj5XEW3l5TeZjlvWqb0ZS+6Ri27TZP2ptBwOXlJU0mk9LNsXEcl744n8HOskyPpsIwpK9fv9J0Oi3d3JFl2dJzeptkWUb/3//3/xEZHfanp6dSmn6/T0VRUKfTaXUm/NevX/r/4/GYoigiIqLr6+ulPN/e3lrvQq/y9etXyvO8dMaBv/dgMCDXdens7EzHpWlKruuWrpCYAxFuLG0V2VS1bwDe2mAwIN/3S7+B8Xi80u8I3lYYhtTr9UqdsqqHCMRxTBcXF7pN6nQ6FAQB/fz5k8h47rbtqRq7IPMD76NNHeKHcxDR0kmrNstXkXWA18F1khY3c15cXOi/TXEc0/n5OerQnmgqD1ne29Z0DNt5myfnB70nOY/PnI9uzvvnefnmvCrzZlpzTp4ZxnOr+G+eCxgsbujhZfhvXob/nyxuIOI5YmSZF8jMmzvMdZnk9+U5aTK8ahvKchOynDtm5tU299GMN/e3uU45f80MN9dtLlN3LwPAtpn1r2puJ7w/s/01P9z2mG2KGS6Z6zHbGm47zXZQHhuo5rAnjytt8wNvp6kO2e5XW2d5W3+gqg7I47BZh+Tx3LY8vJ2m8mhT3ibZZsj6I8n0rOkYVtXmbcpR/+3wwZYVRUGu69J8Pl+6DAkAALsTx/H2zpTBUUIdgk0cSv3Zm+lAAAAAm+AHF1Td9wTQBHUINnFo9QdXAnYgy7LSXPwkSdZ+UhEAAAAAwLZhEAAAAAAAcGQwHQgAAAAA4MhgEAAAAAAAcGTebBDAb0vjD63wXF5YTxiG2McAAAAAsGTngwC+UzqKotJb0/j1ybAbYRjSZDKRwQAAAAAAux0EFEVBw+GQoihael4q349svhF4V4qiKL2N7Rjc3NxQEAQy+Cjg6gcAAABAvZ0OAvg1x1+/fpVRREQURZEM2oljGwAcszRNcYUJAAAAoMFOBwEPDw/kui51Oh0ZRUREV1dX1Ol0yPM8chxHd9bDMCTHccjzvFJ6Tuc4DsVxrMN57nuWZUvxnufRdDqlyWRCjuNQlmVEFfcoMN5Omqa1AwhO0+/39XrklQ1zG3JdnM+qZZm5fnmWm/eV7Xswcxtpmupw3m+8ft5n5vrMdfL+5fXJ8mEyT+Y2pX6/T2EY1uaxal28LJeX53k0HA6JFt+B93dRFKV1cB0w1x+G4VL5AAAAAHxYaoeISLmuK4OtfN9XQRDov6MoKi3ruq7K81wppVSe54qIVJIkKggCRUSKiJTv+3pZ86vJdQdBoNOqRT6jKFJqsWySJNZ0Jt4mEan5fK7UIo9mns04zjPng5dt2j9m3s3vrRb5M7+X7/ul7837xvxunCdzv3EeeRnbvpnP5zq9uU2J03FZBUFQ+R05v2YeOV95nteuy1yW45VSKkmS0j7I87y0fY7n9fN3kcsBAAAAfGQ77fVQi04ukx11cxBgdkDND6eXHVfZoZPrZtypNjuhcgBRh4wOuTLyOZ/PVRRFSwMIswOqLMtLvD4bzrvZAVZiQCP3i1oMVKr2m8m2b2SnvAl31OvqgK1szG0y27psy8qy5/KUnyRJSuUFAAAAcEx2Oh3I933K81wGr+zv37/k+37p6UJKKbq5uZFJW+HpIRcXF6SUItd1dRzfwGybftLk5ORE///l5aUUR0T06dMnIiL69++fjLL6+/evDNKq1uG6rnXbrGoKD6vbN23x9KLxeLzWfR/mNjdd18vLy9KTqZRSNBgMqNvtku/7dHZ2Vpo+BAAAAPDR7XQQMB6PiRZz0m3SNG3Vyf706dNWb/a8uLigKIro+flZRhH99zSy7gAPh8PSHPI63DHnwUBVns3BQh0eNFTdK0BE9PT0JIPo9PRUBmnPz8/U6/VksNa0b5rEcUzPz8+klKJutyujW8nznD5//ryVdZ2entLj46MM1u7v70kpRUEQ0GQyqayrAAAAAB/JTgcB3W6Xoiii0Wi0dJY1jmOazWY0GAx0mNnZHY1GlOc5eZ5H3W6XXNe13hS7iqIo9KCDz5YXRVG6WhHHsU7z/PzceCb87u5O///6+pqCIKBOp0M/fvwgEo+r/PXrl45vg7/3xcVFKTwMQ30Wezgc6v2WZRnleV56HKs5EOEOrrnPbar2TVvmMnUdcGa+zyCOY3JdV+dx1XWZ4jimr1+/0nQ6LXXusyyjNE0pyzJdh475kaoAAABwhOT8oF2wzemXc75lGvOeACbXocQNoq7rLs0Bz/Nch/H6eN44h/E6giBQURTpm1M5H1V4GU4r59eb8+o5rS28bhtqMY/fTG8yv7+MU8aNtjJ/cr+xqn0jP3Xz6M105vZteF6/uYypal3mPjG/l7lvOY+ybnF6vjFYhgMAAAB8dI76b0cL1uA4DiVJ0nhmHar1+33qdDpr398BAAAAAKvb6XQgAAAAAADYP7gSsIaiKEr3CkRRVJqHD+14nqfn/Pu+T/f39zIJAAAAAOwABgEAAAAAAEcG04EAAAAAAI4MBgEAAAAAAEcGgwAAAAAAgCNz0IOALMvIcZzWb/StE8cxOY4jg99EmqbkOE7tm4EBoMzzvKUXCDLHcfRnG+0DvK225dfv98lxHPI8T0aV1K2P21/+VHEcZ+UXVML7q6sjbcvU87xSHbGtr66OyXi8mX6/tW0TqKF+2YRhuFTnuC/LH1tfUOZpW3XoYAcBWZbR2dmZDF7b1dUVvcc90mma0nA4lMEAUIEbzKq3WTuL93copWg+n9PZ2Zn1oAz7qU35cR2g/75dkJ6fn0vxprr1ZVlGs9mMlFKklCLf95cGlnzwhcNSV0dWKdMsy+ju7k7XEaUUJUlCFxcXOk1dHaPFICIIAr387e0tpWmq42F/tGkTOF1V/aqSZRlNJpNSWFEUdH19Xdqe67pLAwEzT0qp7T2RUr497JDwm2Dr3l57CPgtvXmeyygAqOD7/tJbnpMkWQoLgmApDPZTm/Ljdr/pTeuqxfpkm5skydKb6pnruvqt77Df2taRNmVq618EQaDD29Qx2U8JgqAxb/A+2rQJbeuXxPXCrHNJkpTScH0xw5MksdbDbTjYKwEAANJsNpNB1Ov1aDqdymDYQ23K7/LykoIgaHUmrGl9nU6nFPf6+krX19elMDg8q9SRJt1uVwbRZDLR4W3r2J8/f0ppPn/+XPob9kObNmGd+hXHMf348UMG02AwKP0tt09ENB6P6ezsrPXVq1XszSCgKAo9z4nnPDFzPl7TPChOJ9dBlnlX5uW6MAyX5nSFYVi5rjAMqd/vl9Zp5k3O35JzwMzv+fr6WoqT+TQvRZlxWZbhkiKAgA7/YasrvyzLKM9zOj091e2gbLeluvWZuC2VB2U4LOvUkVWkaUpBEJTCmupYFEU0Go0oTVNK05ROT09Rzw6ArU1Yp35xX9PWwa/y5csX/f+HhwdSSlEQBOS06AevYi8GAeYbeB8fH/WcJ1oMAHgH5Hmuf0g2YRiS7/ul5XlnZYt7CPI81zvz8vJSLyfnaXGn3Zyn5SwGApx+Op3quVz8I2fD4VDPEUyShCaTiZ7jFccx3d7e6nXf3t7q5WgxyoyiiNRifuF0OtWV6PLyUi+3zXsiAD6Cb9++ERm/e1qcyYHD0FR+5tlUPibkeb50koU1rY/1+30aDoc0Go2s83/hcKxaR1Y1m810vaKWdezq6oqCIKDhcEiz2WylM8jwPqrahHXq169fv1qXeZqmFEVRacDA/7+5uaEkSWg0Gi3dM7A2OT/ovdjmzfG8K/nh+VRV9wTwusw5W77v187fCoJAz/vi5eXcMHN9cp4qz+uXoijSeeH1yTxX3RPA4Wb6NnMYAY6B7Z4AJX43/LGlg/1UV36y3VVGG1ulbn2S67ql9lbGoe3df6vUkXXK1LaeNnXMdV3dZ5FxsL9km7BK/VKLOLNvJ+8JkOT9Bza+7y/dS7CuvbgSUOXv37+lM/v8ubm5kUmJjClFFxcXpJTSVxeIqNWd2+zfv38yiIiIXNell5cXGWxlPnJ0Pp/r8DajN55KNJvNlp6Acn19TZPJRF+GAoCywWCg2wr+/YzHY5kM9tSq5dc0t3qV9a1ynIDD0VRH2rJNBaIWdczzPLq7u6Nut0tKKZpOp7VnjmF/tGkT6urX7e0tua6r+2zT6VT34WR/sN/vt9re+fm5DFrbXg8CPn361DjXznRxcUFRFFl3oud5rTvw7OnpSQbR6empDFqSZRmNRiPK87zyEtDfv39lENFikDAcDmk+n1sHO9zY8MCiaS4awDELw5CCILDe3Af7T5afvEmYmSd86sj12biuSycnJzIYDsSmdaTObDajXq8ng0tkHeM55GadSpKEHh4ejKVgn5ltwqr16/n5uXQS2/d9/bhYc8pPGIaVJyekx8fH0j0Dm9jrQUC32yXXdZfmaNaNoLmjXxRF6Sz65eUlTSaT0v0EcRwvjcRosV3f92k4HOp4/iFXdept+IqCOYes0+nodbO7uzuiRSX6f//v/xEZgwQ5EOFOf7fbLV1hAID/xVcFaTGPEg5LVfkNBgPyfb90DBiPx0tP75Cq1ifFcUwXFxcr3cAH+2XdOtLGZDKpvKG3qo7xYODnz586bDabld4zAPtLtgm7qF9hGFKv1yudnJD9XhbHMZ2fn2+vjZLzg96DnPsv5zrJuXa2ZebzeWlenuu6yvd9RcY9BHLenjm/31yO8fLmdmW467qlef+0mNtvpjHXb87tl/E8b8xMb/4/SRLrtgCOiXnPj/wd2O6jgcPRtvzM9lM+T5uMOddN6zPbV6p47rc81tB+HDahQVUdUQ1lKuuQGW6by91Ux5SlzbKtB/ZDmzZB1dSvqvrD5D0Bsp8pt1vVb90WR/23kw0AAPAhxHG80lVbAAl1CDZxKPVnr6cDAQAAtMUPVai7UQ+gDuoQbOLQ6g+uBAAAAAAAHBlcCQAAAAAAODIYBAAAAAAAHBkMAgAAAAAAjszOBgH8zFzzk2WZTHaQ+v1+5TNcN8H7zHyXwVvr9/u172HIsmypLD3PKy3DN8bY3sHQlvnGZYA6nucttTV4id77iOO4sW3kNoQ/Ve2E4zi1bREt2qtVyjsMQ+s6uc3iTxzHpfi6ONiuNnWozW8+DMPKOibLu41N1tcUD9vTpv60LQ+nog1q24bZVLVBdfWLdtgG7WwQ0Ol0SClFQRCQ7/uklKp9S+Mhub+/p/v7exm8Md5nVS8j2bV+v299E56JX3vOZel5XumlbGS81XiTl1lcXV0R7lmHJlmW0d3dXemNjEmS4EU876AoChqNRjK4pCgKur6+1mXl+z65rls66PEBug4fhImIlFLWt8RLWZbRZDKRwUSLlzeZdch8tJ/nefoNn0opur29fdcTNR9ZmzrU5jfPnSylFOV5XqpjWZaVytv3/cZO4ybra4qH7Wlbf5rKo64NatOGValqg+rqF+24DdrZIGBfpWm6tZ330dzf35Pv+zK41vPzc+XrsgHegjy5MJvN6Nu3b6Uw2L2fP39SEAQyuOTp6al0AoXfrGq+GZ1PIlS1K1mW0dnZGUVRtNLJmF+/flnbtzRNK+tLsXjzvBl/cXFBr6+vpXSwHW3qEDX85ouioMlkQj9+/CBanFwLgkC/sffk5KT0Rt/Ly8vaQeSm62uKh+1pU3/alEddG9SmDatia4Oa6teu26CjGwQMh0MZBAAHSnYGiIgmk4k1HHanriNtklc517laeHl5SUEQrPQinjiO9UFWGo/HdHZ2Zj3zx/n78+dPKfxQngF+SNrWIdtv2/zNPz09keu6pbrV6/Xo4eGByFLnXl9f6fr6uhRm2nR9TfGwHW3rz6blsW4bVtUGta1fu2qD3nwQUCzmvWdZpudzcuNbNc+K5//xPKiqdLSYN5Wm6dL8Kt4uLQYC/H85N8ycqxXHsZ7vbsbJOfBkzE11LHMTeX57v9+nOI4rLxvx98oW8+3r9lVVPG/b/P68PlaXV1a1PO+vqu9Alvn8nE/bNnl95j6ixfZl3sw8mesnYz2e51GapkvfGY5DmqaNZ4Jgu4qioNlsZu2ctfXlyxcZZJVlGeV5Tqenp9b2xIbbgqqD9cPDA6nF1FVui0xRFNFoNNJXkU9PT5c6ArCZTeqQ/M3PZjNrnZDTVmmxLFk6dqZtrq8pHtazbv3ZZnnUtWF1bVCb+rXTNkjtWBAEyvd9pZRSeZ4rItKf+XyulFKKiFQURXoZ3/dVkiT6b6WUTjufz/X6lFIqiiLFX8NcNy/vuq4KgkCnN+Pk30mSKCJSeZ7r9cr0rusqIiqt0/f9Uv5d11Wu6yq1+M6c3/l8rtcvcRzvl6Z9ZYs3wzjPvu+X9lddXjneXD4IAp1n3j/yO5j72Nxv5jo5nvOYJElpfWaeeJtmvoIgWNrn5jbM/c37A45PEAQo+zdm/i7N9r6NJElKv32TbLuV0b7wMvx7l+lMst2oS2seA0zcJtUtC+vbpA7J37xteS5XEx9DiGgpvWlb62uKh/WtU3/alIetDZLq2jBW1wbZ8murX7tqg950EKAqOmmu65Z2YpIkpS9qdsJ5R8iP2Uk208sdLuOZ2XnlA0AURaWOKDMrBnfeTWZH1/x/E14Xf5emfdUUr8T+b8qrsuwvJQZptoOk/KHwvpTMgQ5vz1bZ1SLfsmMvD8xmvsz/w/Gy1SXYnSRJGjtgdWztK5PtiqpYf1V7oxZxZrtha98k33ISynVd3X7J7cNmNq1Dsuxty1cdZ5RxYq/q5MG219cUD6vZtP7UlYetDZLq2jDVog2y5ddWv3bVBr35dKA2BoMBTSYTPeXEvAGiKApKkoQWAxj9WfUyEDOnrszncxnd6O/fvzJIX/J5fX3VN3nwFCR5F/pbasprFdvNMavgaU58R/2q/v37J4OIFvl6eXkhMi6XtZkeAB+TnBYAu3d3d6fn0zuOQ5PJhKbTKTmWaYhSv99fuiFvHXVzY29vb8l1XZ2/6XRKk8mEnJopjefn56W/Pc+ju7s7/WS06XS6NB0U1rdJHbL95nu93lK9en19rTyOybTSttfXFA+r2aT+0Ibl0aYNa2qD2tSvXbZBezkIICJ9d3SWZfSf//xHh3c6HZrNZqW068qyjEajEeV5vtJNZja2ysYHp5ubG1JKURRFWy28ddXl1SbP81IZrOrs7IySJFnpSR42trvvT09PiYxHiiZJQnmev+tgC97HbDajXq8ng2GH7u/vSydjgpaPhA7DkMbjsQxu1Ov1rI8xruuQmfnzfV8/as82P5eI6PHxUc/v5XsQTk5OdHySJPqmPdjcunWIKn7zX758oTzPS4O8l5cX+v79eymdyXXdUhmbtr0+ahEP7W1Sf9g65dG2DWtqg5rq167boL0dBHz79o0mkwn9+vWrVJAczjd00OJsgK1jWydNU32Gmf+Vd1+3MRgMyHVdOjs702FpmpLrujQYDKgoCt0hvbq6oiiKjKXfVlNemVm5wjAk3/db/5iq8JWGVcuJFk+D8H2fhsOh/qHwD4MHb3z2fzAYUJIkpeXhOEwmk+3dLAU7E4Yh9Xq9UpvSdtA+GAzI9/3SiZTxeLzS0z3qxHFM5+fneoDAeeTH9dGi44n3UOwH22+er75zmWWLZ7NXneiL45guLi4qB4XbXl9TPLytdcpjkzZMaqpfO2+D5PygbeF53Obnf/7nf0p/87wn/si5V3J+O7MtJ7fH8/n5b55D5S9uBuFt8d8cxv83lyVxA6qZ3hZuzhHL83xpvTbmfHlqsa/+z//5P7XxPM+M/za3W5VXJvcJk9vI83xpf5j3VtBiv5lhvu8v7VtzfUrc92Hmz8wXr5uZy8g4+PgScR8RvA85v5XbNf4dy98wf8x2XraFtt+z2YaY8/e5jaqaMyvn48o2zXa8kccW1LPdknWoqkybfvNmXTPnZMtjhSzzqu2tu76meNiupvrTpjzq2qCmNkxuT5JtkBnO65L3P+6yDXKUWmOSNgAAQEtxHFeeOd2Ft94e7N5bl+lbbw92663L8623t669nQ4EAACHjR8K8FbSxftC6u5xgsPy1mX61tuD3Xrr8nzr7W0KVwIAAAAAAI4MrgQAAAAAABwZDAIAAAAAAI4MBgEAAAAAAEcGgwAAAAAAgCOzs0FAURT6Ncn8WedFUbsWhmHtSx746Rb7mPc6cRzrF2hVcRyH4jjWf4dhWFqGy9B8MduqDnX/VfE8793f+EzGfuWPLKM4jvf+t7dN5nc16zTsp6a62VSeTfFS3fY8zyvFO45T2Xb2+/3aeNiM53m1x2NTGIa6vMy3rbaNZ23LtK4OmcIwtB4jzOXb1FnYrabybCovfgpQXRrJcRxr3ZDHc1t9bVufVyZfHLBt8sUN+4RfGlGVP/OFEfP5XEbvLX45l+1FYFV4X6yyDLw/8yUi8gUjavECko/Odd3Sy1Nc1y29QAr2Cxkv+OI21mxfm8qzKV6q2958Pl9q220voeLljuH39B7MY22bfRwEgS4jbgPlC7zq4tWKZVpXh0wcJ+vPqnUWdqupPNuUlyzjOuZLCeVyeZ6X6iC/NGzV+ryuox4EqBb5s1WQQ8BvTF5FEAQrLwPvKzfeSG0ru7q6LQWLN28fEm4Qzd9nsHhzNeyfJEmW6qTZBjeVZ1O81LQ9W7seBEEpnI8BVduA7fF9f6m8JFsnqKmTZMarFcu0qQ7Zws1trVpnYbeayrNNeSVJYm07msjBhVqsy8Tb5/A29XkTO5sOBABvZz6fU57n1kuNbWRZRpPJRAbvvU6nQ0REf/78KYUfyotajs1sNpNB1Ov1aDqdErUoz6Z4qWl73W5XRtNkMimFX15eUhAEB/H2z2Pw9PREruvqukCLMn14eGgVTyuWaVMdYnEc048fP0phtEadhd1qKs825TUej+ns7IycLbwIcTAYlP426y21rM+bePNBAM8zz7JMz8Uzd6QtnufqmXOieA4Xp+F5hOZcaJM579M2d8tcTs6vlurmb/F20jRdqUPmeR7FcVzKR1EUpXlnMt9y3rdtnljV8m3m+9vm88v5s7xNXp/c/7x9M29yLp1tPh6J8ubyNe81sX1fEvtFzvM0y67f71OapvpjrtfcjrmPHLEfudxsddNMI7/HtnW7XYqiiCaTSW2Z2vZNmqZ0dnZGRESu65by+BZ531QURTQajXQ5np6eLjWssD9k50lqKs+meKlpe6Y0TSkIAv13lmWU5zmdnp4u/W7gfcxmM2sZ5HneKn6dMm2qQ9zmyw4cW7XOwm41lWdTeT08PJBSioIgWOoTbMuXL1+IWtTnjclLA9tmu8zCH76cwpflbPFmGF8ekZcM5aU5nn/FXNfVl1LkpZZgMZWCL/XwfHrOm5wONJ/PS9vi9Px/c73yklMV13X1d+R8cBhf8jG3w3/LfUDGJSNOz8vzPkmSxLpPeR08pYS/t/ndIzHFiC9tmeuzlYOZryRJSuuQ+1uSZakW+TQvjZmiKCpdtjPrCn8nMy/mPpDxSswd5O8iy8hM4y/m8zE5l1Duo03li+lAjLfP30HW1bb7Rr1B3reJ6/+2LpHCbtimYci2TbUoz6Z41nZ7LBBTgTgtL89tXdN2YT3y2G5jO7aax4mm+FXLtE0dkm2wbV1t6yzsVpvyVCuUF9etqj6JyTYdSEqSpJS3pvq8qe2spYb8AvyDMxta13WXfpBV8cqyTvm3uYPMzqz54YKQyypRULw854crhvzM53NrRWqr6TvKQpf7SIl8R5Z7AswGVg6G1GKb5jLyu5vkfrSVm7L8QGTHUrVo+G37porZMTc/arEdcz1yH9g6wnIfkWg8ZN7MdSZiwKNq9mlVPTU/tkZGDgLUIo+8XXO/1u0b+d1Xyfs+cF1X56+uLsH74zbB/MgyayrPpnhTm+0x/j0w2Q6rig4DbEfTsUBVlIl5fFwnvqlM6+pQtDiByfyKQcAqdRZ2q6482Srl5fv+Ur/GxuyjVZHHXVt9lf3BTbz5dKC39vfvX/J9nxYDHv25ubmRSTXbpRdWFAUlSbK0vm63q+cX2qaRbFPVNBjP8yrjqOZS5Sr4uymlyPd9Gd3Idgmr0+nQ8/OzDNaur69pNBoRLS7Xf/v2TSbR8jynPM+XyoeIarexLeY+fn19LcUREZ2cnBAt6qWp2+0u5Vl+2pZf1f0BdftGWiXv783zPLq7u9P7cDqdLn132B+DwUDXPW4PxuOxjm8qz6Z4qWl7TE4FqoK53O+r1+stteWvr6/kum6reJumMq2rQ7e3t+S6rj42TqdTmkwm5BhTVlets7BbdeVJa5TX+fm5DFpLv99fqrvr1OdVfPhBwKdPnxrnf0nPz8/U6/VkMNGik2e7sYRxxXJdl4bD4dL88G2SN65QQ0e/KIqNKmu/36cgCCo7jm3Z9l/dwGswGJDruhTHMc1mM+vNfMx1XXp6epLBb4Yb/U+fPhEtOt62gRnH74J5f4Bp1X3zHnlfFc/v5QEKEVGSJFu7aQp2KwxDCoJA/6abyrMpvoncnmk2my21+7YbQGnxW4L38eXLl6W26eXlhb5//94qftMylXXo+flZH/fV4uQYHyc7nc7GdRZ2S5bnOuX1+Pio5/CvKwxD68mJpvq8qQ8zCDBHSrwjHcehbre7dLMjLXY4MxsEvsGj6qadb9++Ld18maYpZVlGcRzr8Ofn59aNyqo6nQ4FQUCj0UgPMoqioOl0Wno6gVlx0jSl6XTa6mkIdcyKaGtIm9huXp1MJtbKb+KrAaenpzKq5Pv37zQcDkv55LK+uLig0Wik46oGTP/+/SMy6sJwOKy9qnN7e6v///PnT/J9v3Rl6OLiQsf//v1bx+/S1dXV0pWaun1jiuP4XfO+Cs7Lz58/ddhsNivlG/ZPsbjxnohKV2WbyrMpvkrV9kyTyWSp3R8MBuT7ful3Mh6P6fr6upQO3g4f/7gOZIsnm3Gb1RS/bpm2qUM269ZZ2K2q8ly1vOI4pvPz88r+RBthGFKv1ysdW7nP2lSfNybnB20Lz402P//zP/9T+lvOy/o//+f/1Mbz3Cj+m+dOyW3Z5veZ8TLOnOdvzr2S87R5LrQtX2oxN9BcF88V5/XIuV5Mrkt+R/4+/OH5h+a2zHBmLmduW+6vZPFyHDOt7bvLMLl9c33Ksp84f/L7tJ1jXrX/JJkvc66euW+b4jmfHG8uw2XLc/w43JZHczk5t28T8nvK8lfingBlWcb87nVh2877Nsn63DTnEt6P2SZU/e6byrMuntfPdbXN9tQindyOybU8BAC2R5YpWR7gINsfs62uavvq4qvKVG6vbR1ivuWeAPn9ZDy8nTblWVdesl9j3hNoxtf1Jcnog9r6JLb1NtXndTlq07kd0Jp5hhVWF4bhSmdgmhRFQa7rUpIkS2cA2/I8j75//45yBdgjaGs/nrcu07feHnwsh1J/Psx0oH3Gz6aH9cVxXHtDMABAunjfR9ONnnA43rpM33p78LEcWv3BlQDYW1mW6ZdYRVG01VE1XwVg61wNMAd2QRBs9SoFAAAAwC5hEAAAAAAAcGQwHQgAAAAA4MhgEAAAAAAAcGR2NgiI41i/QU9+3kK/3196N0BbYRjWvryqDn/vXeIbjdd9Edkm+2bXqvLGz/S1PdceAA5P3e85DEN9vDDfa2GqW97EN+pVHX+4Pd3W9uDtVJVJ2zKlxTHHcZzaY77neaX1yfRNdYxV5RfeR1V5HFP92dkg4OrqSr9ZNooi/TY9WnyRup26Dff393R/fy+DG4VhuPSm1bbiOKbRaCSDt8q8WXZd6+6bt1CVt9+/f+PmW4APgA94Vfggp5SiPM/Jdd3S8aJpeVOWZTSbzUpvczVPMhRFQdfX16X4TbYHb6OuTNqUKYmn9imlSi8cNWVZRnd3d3p9SilKkkS/PKqpjlFDfuHt1ZXHsdWfnQ0CqiRJQrTo1O2jm5sbCoJABrdydXVFURTJ4K3qdrs0n89l8FHAAADg8A0GA1JKWd+oXhQFTSYT/eZz+bZMalheOjk5KbUbl5eXpYP109NT6aQDp316etJhq2wP3kZdmbQpUz6ZFkWR9aSTJN+SPpvN9COrm+oYNeQX3l5deRxb/XnzQcCXL1+IiOjl5UVGAVTa5uNBAWA/PT09keu61Ol0dFiv16OHh4dSurbM9RARvb6+0vX1tf5bPhZYpofD06ZMLy8vKQiCVscV2YEjIppMJjpcrl/WMTgsx1Z/3nwQ8O/fPyIiOj09JVpMofE8T88B5UvBck5WmqZ6HRzH88Qdy3wsXqcM4/RxHJfi6uZ1yfsb5LLm/FUbXrf5/Uh8xyzLSt9RMueM/fnzR0aX8mj7Dia5bzzPoziOS+vIFvcbmN+b88ff17xkZUtHi+8eLu6x4Li67y3zxuuo+m51eQeAwzKbzZZ+40REeZ7LoJVxOyMP8jZ8sgo+Di7TLMsoz3M6PT2tPK7USdO0crbAKnUMDstHrT9vPgi4vLwkIqKvX7/qOfR5nlOv1yOlFN3c3OhLLeb8qeFwqDuQPCfedV1Si3mjeZ7rzqPneUsHDc/z6OHhQacfjUZ6h/f7fep0OqSUooeHh9I9AUVR0Gg0ovl8TkopiqKoNO8/DEMqikLnVd4T0O/3aTwe6/jJZKIHEZeXlzq8bp5/mqY0HA512sfHx1I8r4/jPc9bmlPG5L7hvznfajEnjUei/J2DINAV8+bmhubzub4M5jiO3vZ8PqfhcEhZllG/36fpdEqTyUTv+8FgUPm9Zd5osf/Oz891ek5npq/KOwAALdqR4XBIo9Gosm2kRVsbRdHS2Tk4XLJMzZNoytJ/aGJO5TC1rWNwWD58/VE7RkRLn/l8ruOjKFKu65aW8X1fRVFUCguCQKebz+eKiFSe5zo+iiJlfh3XdVUQBKX08hMEgY4zmduS4bysUkrleV6bD46XH9/3lRJ5rOO6rkqSRP/Neeb96Lru0jbkdzLJ7bquW9rfQRDoPKrF9zD3R57nettJkixtl4j0+nzfX/qOcvsmW7mZeJ/y/mjKOwDsJ1s7YPv9chsj2ZZvwm2leQwy2dp9ts72YLfalIksU1sdk/2HOk3p6upYm/zC22lTHh+9/rzJlQDz6UBKKescKZO8KYIW04fkWWLT58+fZZD29+9f8n2/lAe1uOrw9+9fmXwJT3/p9Xr6xmYypjZV+ffvn75aYX74DPr19TVNJhN9SalK3femRXye50vb2ZZOp0Oe5+krJ79//9Zl+Pr6SkEQLG27bq5c2+9tKxsejb++vsooADhwvV5vqf1/fX3d2g1xct2mfr9fGw+Hp22Z1vUfTHVTOVib7cFhOIb68yaDgHXIKS+0mP5Tpe5A8enTJ5pOpzK4RD7+iaVpSpPJhNRiKotN1WDg5OSE8jyvXDff8c1P+6mbV1bX6XVdt3Tn+i5cXl7SeDyWwfT58+eVb9pb5XvTYg6e1PZHBwCH48uXL0tt5svLC33//r2UbhOu69LJyUkpLAxDa/sGh6uqTHu9nrU/UNV/MM1mM+r1ejJ4ia2OwWE5lvqzl4OA6+trmk6npRtwb29vl+Z6m48ZHY1GS/Gs2+2S67pL86zCMNQde3M+12QyoTzPS51TPijNZjMdxuvl+xxokU9azJPvdDrk+75+Hiwz712gFo/9DIKARqORzsOvX7+IiOjs7IyyLKPv37/TcDgsHTjbzk9razAYUJ7n1O/36evXr0vh5vaKoli6edrU9nsPBgNyXbd030CapuS6buWADAAOl3wkaJZlNJlMaq8sriKOY7q4uCjN+Q/DkHq9XukKtTxWwGGpK9PBYEC+75eOWePxuLL/YJpMJo3HHlsdg8NyVPVHzg/aFp4jZX6kwJhjL+PlXHPbnHhzeXNeOM+p4jSsKj9y7n4g7gmQ6+P/870Acllz3XJ5czm5j8x7CyTf95e2Yc4Zk/vS3F+mqu/Cf5vbaTMXTln2Hy9nbstcrup7y7wxM9zMk7mOprwDwH6w3aMlmb9l2S7WLc/HDW5vZBsn7zUzt1OVrm578D7qyqRNmSpxXDGPl7IOmeG2+dhNdUw15BfeXl15HFv9cdQ2J4+/EX5CUJ7nbzdaAgCAgxDH8dauHsBxQh2CTRxK/dnL6UAAAACrShfvU8E9Q7Au1CHYxKHVn4O7EsDPzGfz+bzxaUMAAAAAAPC/Dm4QAAAAAAAAm8F0IAAAAACAI4NBAAAAAADAkcEgAAAAAADgyLzpICAMw62+hMXzvK2/FGtf8R3nVW8f3iXP82pf/rWpfr+/1XoBx8dxHP2xvWEaDkeWZaXyrGrzHMdp1f63WR+3r/wx2zvP80pxjuM0vuUc3ldTmcvybiMMw8r1tYlnYRi2qrfwfprqR1P9spHrlH2quvh1ttfWmw4CJpMJTafTrX2B5+dnurm5kcEfjnwi0lvyPI/yPJfBW9Pv962v4AZoy3EcSpKElFI0n8/1m7Th8BRFQdfX16SUIqUU+b5PruuWjhl8sGyjzfpo8SZ4TqOU0s/3zrKM7u7uSnFJkiy9BR72R1OZZ1lWKm/f9xtPQnGnXSlFeZ4v1aGmeMZvwIb91VQ/mupXlao2pil+3e21Jt8etitRFOk3o9neiNYkz3Pr29aOBb+FTr498y24rrtWmbXl+/7S2/UA2kiSZKnuVL3ZGvaffNM5v41chqtFu9R0TJDL2daXJEnp7esmW3gQBNZw2A9NZS6PoUmS1L5hnpc3lwuCQNe9pngTt022ONgPTfWjqX7Z1LUxqiFerrfN9lbxZlcCbm9v6cePH+T7Pt3e3sroRrh8BgDSbDaTQdTr9XB16UANBoPS35u+Eb7N+sbjMZ2dnVmvLtjeQTOZTKzhsB+aylz+/fr6StfX16Uw09PTE7muW1qu1+vRw8NDq3gWxzH9+PGjFAb7p6l+NNUvm7o2hhri19neKt5kEJBlGV1cXFCn06HLy0vK87zycr1tTpTneTSdTmkymZBjzPk105jLpWlKZMzRMy/lmPM75SXAfr+v11k36Oj3+xSGIcVxvLRNMw3HyfmjvDznRS7LzPW/vr7K6NIcRPO78OVyXp7jiqLQ6R0xd1rG2fJk5keWX91+teH0VWmb8kJGGq4DvM/NdfI+ss3DNPefY/nxwWFAh//j+/LliwzaiLm+h4cHUkpREASl9sQmTVMKgkAGwwGw1SE+tsiOlmk2my0dw4lIT5NtiqdFH4h20IGD3WpTP5itfrGmNqYp3qZueyuRlwZ2wff90qUOIrJeDjMvcSRi+ou8hEZES1OLeMqRydyu67qlSyhEpKcNJEmi1xVFUeXlQd/3l7bN05zMvJr5cl1Xr89cXl52Msk8uK5bWiYIgtJ34UvjvN/kvsnzfOmSFq+PLy/xvoqiSJFRNXjbvD5ZFnX71cacXjSfz5fSm9vm+KpLZXKqkjkVZD6f63zy9zXTmd+BywUOC9cP2Q6gLD8Gs12W2kwHkurWpyzHHSnAVKCDU1Xm5rG47nhlHlOYeTxpiuc0TB4/YT+1rR9V9atKUxvTJn6V7TXZ+ZFSdj6V0Wk2RVFUu6NtPxx58JfbyvNcN9iJZd6f2cFs2vGmurzwOk1yDpdteYnzxWT+uHKaH/5+sgFSRsdIfpIkWeoQS3Ud7ab9KtnS+8Y9AZx3+amq9HV5q8oHl4cs67rtwP6y1Zm6tgQOh2wrTOsMAurWx3zf1221RBhcHpymMncXJ7nkcYI1dfKb4qMoKh1r2hz/YX801Y+m+mVT18aohvh1tldn59OBfv/+TXmel6Zd8N3x5jSPl5cXY6n1dDod8jxPr/f379967qZtOs3JyQkREf39+5cGgwG5rkuu67a+HGNyXZdosS6JLwHa8mDTdNc3xy8Gcfrz/Pwsk2ovLy8URdHSMoPBoHF7dWzfydyvki296fX1lYIgWMqnvJO+jW63S77v67l2PB3o379/MinRogy3UQ/hbQ0GA11P+BL8eDyWyeDA9Pv92jZtVW3Xd35+LoOIMBXoILUp86b4Xq+3lOb19VUf85vib29vdb/CcZzS1OZNjr3wNmTZmtrUL5uqNoZVxa+7vTo7HwSMRqOlDp1SilzXpbu7O53u9PR0K1/u8vKysgOQ57n1R/fp0yeiRWGrxSOYRqNR5Vx0mzzP6fPnz/pvOWeeiErxbdg60WQMKmzbqHJ6ekqPj48ymGixPtt+aatpv0p1jxz9/Pnz0g1Vm7i/vye1mGs3mUxKg7unp6dSWlrsJzhcYRhSEAS4cfPAhWFY2Y6vY5X1PT4+WufbzmYz6vV6Mhj21Cpl7rquPnklffnyZekY9/LyQt+/f28Vz/0K/vi+r0904R6Bw2CrH6vUL6mqjWG2+E22V0teGtimIAgqp1fw5TK+5MFTNMzLZDxNRxmX0PI812FV0zd4OoBtuod5KcWcgpSIeVZ1l2N8MX88qpi/z+QUmDaXA+U2+G9aTGOxTanidZqXIhnvX/M78v61zavmcNUw5UY17FdJljP/zWWmFusz90+e59ZyVmJKgFzX3LgnQIn6yPuT64htGhccDi77qnoHhyMQ9zupxe9VajsdqO361KLtqmpr0D4cjlXLvKkeBcaUWduxoine1Ob4D/vDVj9WqV9SXRujKuI32V6T6pq6IbPTKjPLnVQZb3bi5HLRYk47dzbNdLYdJrfJqtafLObGc5wsdBP/iM11STwQMPMsw6vyyMy0vD05t9DMw3w+1/uJP2Z6bpxs25dx/P1lmLlN83tVrdfG3JbrusoX7wmQ9aBuDpxZl7hTwOviQUBVvuT+g8Njln/VnE04HPI3yR+zjZdtlfnb5frAv/Wm9cljkTyWMD4+wP5rKnN57JZlLusQM9crTzC2iWc+BgF7ral+NNUvWX+a2pim+KbtbcpR/+3AwQr6/T51Op2jeFsxAMChieN4rfuIABjqEGziUOrPzu8JAAAAeAv8jpRV778CYKhDsIlDqz+4ErAiz/P0ja2+79P9/b1MAgAAAACw1zAIAAAAAAA4MpgOBAAAAABwZDAIAAAAAAA4MjsbBBRFUXpLsOM4K73c6q1UvR2Yb+5Y5YVhx4r3le2FYfvMfIswHB7P86jf78tgosWLVbjdObR6eQzM44Jsf7k94Y+UZVkpvql8m9ZHLeqLXIfMM7wtz/NK5eE4DnmeV0pjxlX1PZyWx4C2da5pfU3x8HbqftNt6hfr9/u18dRyfWacrb7W5XcTOxsEdDodUos3tfq+T0qpvXyLp1LK+hinu7s7SpKEBoOBjAJhMBiQOsC3Hyql8JjXA8QH5Ko3T/NBVilFeZ6T67qVB214e57n6TemKqXo9vZWn2zJsoxms5mO832/NNArioKur69L8XXl27Q+allfzHVUHTPgbWRZRnd3d6XySJKELi4udBrHcShJElJK0Xw+p7Ozs1LHijtUbbSpc03ra4qHt1f1m25Tvzgdl6lSip6fn0vxrM36muor1eR3Y/LFAdtW9+KufbatFzHA8eA3OcPb8MVL5pTxojnzZT2B8TZPeF9cPuaL3QLjTd7yJUuJeNu6fGsmr0+Gs6b1takvifH2dHh/trIIgkCHJ0my1C5U9UPavHVa1q26Ote0vqZ4eBt1v2lbuFm/lPHCwjb9xKb1tamvdfnd1M6uBBy6rY2y4GjgMu/7e3p6Itd1S1eler0ePTw8lNLB++By+fPnTymcn6ktrya+vr7S9fW1/ltemZXpJRkv19emvozHYzo7O8OZ3D1hm1EwmUx0+Gw2k9HU6/VoOp3K4FZWrXOw/+p+0031i4jo8vKSgiBo1U9sWl+b+lqX3029+SCA7xXIskzPpeIvVjXvjudT8RyoqnRkzPE34/jvfr9PcRzr9JwXOe/fXLfZsavLe5WmvKZp2jgflTWl5/zxx7ycJPPBH/O7m+GyQyvXbS7H+9dkloEj8mnmJcuypf1vkvPg6r6vOUeuTVl5nqe/J9cx/pv3sTlvr9/vUxiGpTxx3j3Po+l0SpPJRG+XLPk3y8TMf5ZlW5vjd8xms9nSXEsiqpw6BG8viiIajUaUpimlaUqnp6dLHS1a/HbI0gmz+fLliwxaYltfm/ry8PBAajG1VbYz8P7SNKUgCEph63b4V9GmzsF+WuU3LetXlmWU5zmdnp7q47etDaki10ct6usq+V2ZvDSwbeZlDb6Mxh++vCEvq/i+v3SpjdPO5/PSZZIoihR/DV6vvNzL6fkSTp7npbyY2zLzxWmCIGidd1ObvJrbr7tU2JQ+z/Oly+byu/JyHGdeXqr63ubfHG9+D/4//81h5vcOgkDnRS3yzcx8SZxPZk7/kJfxzctzbcrKdd3Sd+T1m39HUaTz6vu+Xh+nCYKg9F3k8omYesD7ivPj+35pn1TVI7Az6wOTl1GVpR7B++M2oaq9M39vsjxNSZK0+t1UrW/V+mK2q7AfghZTNcxjlqnumFulrs41ra8pHt5e029a1i+uS1wHZH+piVzfKvVVtcjvquxb2SLZyMoOpbJ0gJIkWepMMT54yI/Z0TPTyw6wScbJzquq6EzX5d20al5lJ1KqS8+VRn6SxVwy/g62dTV976BhTrWssOZ3ZGbj17YhdF3XWm5qsW/lOsx8tCkrmQ+5/yNjELBOvC3/ZsfV/D+szrb/ZHujGjp18D5c19Xtkiwvk7sYrMv2hJm/vzbk+tapL77lJBW8H1tZcRmaH1nOynIMaKOuzjWtryke3kfdb1rWL1ubIftAdWzp2tZXVpffVb35dKA2BoMBTSYTPfXj9fVVxxVFoe+iNj+2eVe0mL8XBAENh0NyFlOCqry8vMgg+vTpExER/fv3T0Y1WjWvm3h5eaEoipa2NRgMqNvtkuu69Pv3b6LF5SwyLmc2fe+6KUpSVVrP83Tc9fW1njbj1EynqpvCYdsOzyu2xb0HW/47nY5+isB4PKbpdKr3w77k+5D1er2lpzS8vr6S67qlMHg/nufR3d0ddbtdUkrRdDpdmn7IZFma+v1+bbyNTL9OfTk/P5dB8E5sUyvIeGKdWjzxiRbt7abWqXOw/6p+01X1S+K+R5Oq9a1aX6vyu469HAQQEQVBQD9//qQsy+g///mPDu90OtYbKerc3NyQUoqiKKo94FDN3KyTkxMZ1GidvK7r9PSUHh8fZbB2d3dHo9GIHMehs7MzSpKkdINT3ffudDord1DljX9k3FDFFX4+nxMtOgU2ruuWBoBS1c2e+3Tjlq38+ftyJ4h/9HUdD2jny5cvlOd5qb6+vLzQ9+/fS+ngffB8WrM9TZKk8rdMi9+FbH/DMKw9SNYx17dOfXl8fMR88D0xm82o1+vJ4JIwDCkIgo1Pvm1S52C/Vf2mbfVL3rTL2hy/beuT2tTXqvyuY28HAd++faPJZEK/fv0q7QwON28mTdO0dMOlqSgKffb/6uqKoiiSSbQfP34QLUb77NevXxQEwVody1XzuomvX7/SdDot3TBi3nR7eXm5dIWANX3vb9++La276nvwlZfRaKTji6Kg6XSqt2N2gnkgYPP9+/fSesh4As94PKY8z0sDuru7u9rybcPsDIxGI8rzvHKQUqUoCkrTlKIoWir/yWSiDyT9fp+KoqBOp2O9agCr4/r38+dPosVvYDKZtHqKA+wet+VcPrQ4MMpncLM4juni4qLU/oZhSL1er3RcqLvCa5LrW7W+xHFM5+fnax0PYPsmk0nljePF4sELtDgRuIlN6hzst7rftK1+DQYD8n2/1PcYj8elp45Vsa2Pta2vdfldi5wftC3y5kwiUv/zP/9T+lvOg5Jz5eQcbmZbTm7PvGkjMObm83w+mZ7nV8lwzhPPXzXT29JJtnRyGzy3nP+Wc8Happd55HC5vPmp2ob8PnLdHC/vRWDmPidxP4JcxoyTZFpzHpzME5e5DLeVgbLMz5TLmXP+5f6W308ZeTXnjMr8m3ObZTlWzXuGMllXyVKHfONGUBkH70uWn/kblL8r2f6b5WpLx791bvua1seq6otsO6qWh7eXiHsHzXAur6o2Vbb1ZBy7ZB1qqnNN62sTD2+n7W+6qn4x89ht9ktk/THDbetrqq9t87suRyml5MAAPp44jpfObhVFQU9PT5Uj04/O8zz6/v370n4BgMNma+8AVoE6BJs4lPqzt9OBYHuqLluGYXi0AwBm3m8CAIctXbyXo+2NegAS6hBs4tDqD64EHAnbU3jm83ntzScfked5ev59kiRHPwgCAACA44RBAAAAAADAkcF0IAAAAACAI4NBAAAAAADAkcEgAAAAAADgyOxsEMAvPjA/tpdLQb0sy95039m253le6cUYfPd71VuEbetoa9Vlbellfs3wTepiv9+vfNISLZ62tOqLxWB9nudVlgfXUf6YL7qD3agrDykMQ102tnakKX7dsu33++Q4jvV36jiOtd0whWHYmAbeRps6UFembZZnsj2xaaqzDHVod7bZBskyN+uI2Zfgj61NYU3p5baqODX1eV07GwR0Oh1SSlEQBOT7Pimlju5JNJvKsozOzs5k8E51u91SWZlP02GDwYCUUtY31m2S51WXrUr//Py89Ma9fr9P19fXpJQi3/dbvd1Pur+/p/v7exlMtGhQJpOJDIYd4IGfrJem2WxWekP2ITyv+VC1KQ8TH8SUUpTnObmuWzoIN8V7nkdBEOiyvb29Lb2V24bzSIv1Pj8/6zg+ADfJFm8ThvfXVAeayrRpeVOWZaX2xPf9pY5mU51lqEO7se02iGqOIVmW0d3dXSkuSZLKt543pW9Tv5rq8yZ2Ngj4CGRBvLVut0vz+VwGb1Ucx7VnxZ+fn8l1XRlcaZM8r7ps2/RFUdB0OqUvX74QNXTm13Vzc0NBEMhg2AEeqPq+L6OIFg3mt2/fZDDsSFN5mIqioMlkQj9+/CBanCwKgoB+/vzZOj7P81L5Xlxc0Ovrq/5b4pMFURRZf/d8UqOpnfv161er7wi71aYO1JVpm+VNJycnpZNKl5eXpUFkU501oQ7txjbbIGpxDJEntGez2drpm+oXNdTnTWEQUCFNU5pOpzL4QymKgkajkQz+cP79+yeD4AMbj8d0dna2szMnsL6npydyXbd0FbHX69HDw0OreA7/8+ePjiei2hfzXF5eUhAEG10NiuNYdxrgfa1TB0yrLi+veL++vpauJDfVWYY6tB/alFfdMUR26ImIJpOJNZxapG+qX7v25oOAYnGvQJZlS/MzzTla5tnpMAyp3++X5k3x/CxeB5+1j+NYpzGZc7LMuV28Ts/zKE1TyrKM4jim4XBIZJmDxeuQ4WTkJY7jpTiTmUeZnzbMZeX3ZHx5zDH2pbm9LMv0qPLs7EyXAe8PeWnMxPk3mWUjG1cuc/7IuXN1y9o0pefvSIu6w1OGXNct5ZvLyxFlGccxeYv7Csw4DjPJOiyZ25BpeD/2+32K47h2n0N7Dw8PpBZTEc26AO9vNpst/Q6ISF/Gb4onIoqiiEajEaVpSmma0unpaeVL/7IsozzP6fT0tPJ32ITbT3mwhvezSh2wWXf5dDFlyEzbps6iDu2PNuW1yjEkTdOVZgHUpbfVr51TOxYEgfJ9XymlVJ7nioj0Zz6fl8KSJFFKKeX7vl4mCAIdHwSBUkqpKIr08nIbSimVJIkyv5rruirPc6WMPPC2XNcthfM65TqUUqV4Ts95SpJERVGk1CJ/vF5Jboe/S5X5fF77XYlIb1eS21KL78vpZTx/ZyLS+4uXkfvezLPcV77vl9br+75eXu7/pmWlpvScN3Of8D40v5Pv+6Vt8DLm9+M8qsU+IKO8VcX3Msvd9/1SPlzXLdU3Lkdb/qCZ2U5U4fqCfbt7bcpDtl9K/Kab4hkfF8zfow3/nmWbZ1vObOdMVb95eF9t6kBVmaqWy5v4WENEpTraps6iDr2NbbRBUtMxJAiCyv6KTVX6qvplqqvP63rTKwGdTkePtubzOXW7Xep0OuS6LkVRpEc/5miZ51r7vq/nTV1dXZHruvTr1y+drgqfCeKzwHz2ezabES1Gf3EcU2dxI7Pt0g0tztr6vl+6hJMkCU0mE30GdzQaUVEUdHV1tTSni5nbCcNw5ek4Nzc3dH9/r8+ub9NgMKAkSWRwydXVFUVRVAobj8el5cbjcSn+/v6ebm5uSlcfWNOyUlP6//bn6/E9Any5j/fj4+Oj/n6u65ZG4/LeiCzLaDqd6jrZWcwrlPHmFISHhwfK81yP9qfTKaVpqucz4izR9g0GA/J9n56enmQUHLCHhweaz+c0mUxq7916eXkh3/f177DT6VAURa1vzowxhWNvta0DVVZd/v7+nnhe9nQ6rb2XzoQ6dNiajiF1U4FsqtKvW7829aaDgG2yXc6x+fv3r346kfnhzhtfFmy6TPzy8iKD6NOnT0SLOeeDwYBc19WDjbrLRzzNpNfrNXa6Je78X1xc6Arz3pruyOepSfx0HlPTstKq6W3+/ftHrusu1QnbTYNV/v79K4NKbPHcyX99fdWDhuFwqKcEwW6cn5/LIHgnvV5v6QTJ6+urbsea4mnR9t/d3enB83Q6XZqmV6dq7rfN7e2tbtMdx6HpdEqTyYSchimTsFub1oFNlpf1s6nOog7tl6bysqk6htRN7bFpk17mbdcOdhDw/PxMp6enMnjJp0+fam/wvbq6IrV4ZFOe57Wdsar1nJycEC3ypBZ3qPN8QylNU5pMJqSUWmve18XFBUVR9OYVpUnVkxVocc9BkiSVney6ZW1WTS+dnJxQnudbaYCb1mEbzXMn5ObmhpRSFEXRSgchWM3j46N+MhS8ry9fviz99l5eXuj79++t4vnKLre5RERJkizdhMl6vZ613a474Ju4TeeP7/v60ZK4cvc+Vq0D0qbL06L+8PJNdRZ1aL80lZdN1TFkNptRr9eTwZXapjfr164dzCBgOp3qQkvTlPI8L021MDvFPEXEcRzqdrvkuu5S59682ZMapsKYl/PM9fz69YuCIKBOp0Npmuqz//f3942PquLvwtOSVsFXJYrFo86a8Flp3m+j0WjpSoX8exVBEOipULTYL7To/HMnmDvuslPcZlnTqultOp0O+b6/9FzfVTrhPIAzl5lMJpTnOXmep68Mme8xSNOU3MU0o6IodF2yTbGC7YjjmM7Pz3Gw3RN8BYwfx5ctnptuTtepi+fL6Obj/Gaz2dJvmfGlfPN3Oh6P3/TpG7Bdq9YBadPl4zimi4sL3aY01VnYL6uWV90xZDKZrHQyt016Wb92Tt4ksC18A5b5+Z//+Z/S3+aNqLS4Qce8OYJvouRwvjmTxE0aclu2m23NeDOObw6S4eY65c3A/DFv0EiSpLSuups3zO9hLiNvPOEbRs18mPvMdV29v6q2J/Nk3hisjLxEUbRUHnmeL+XVvHGWLDfocjqy3PxMixtezG02LWtTl97MWxRFS+Vr3nBjfjdafF+Z3paW97WtPpg3BsvlzDi5LbkcVJP7nctOiZvbqeamedieuvLgNkzWb/M3LNu9pni5PdkOk+XGOvN3aN7wryztLNUcFn3c1LkX6uqAalGmdcvLOiSPCVVtSl2dNaEObZ8sT7MMZHmyqvJqewzhPp9Utb2q9G3qV1N93oSj/ttx2mthGFJRFJXTSQAAYH/FcVx5pm0X3np78PGgDn0sb12eb729dR3MdCAAADgs/FCAt5Iu3iGyys2/ACbUoY/lrcvzrbe3qb2/EtDv9/WNXa7r7t0NsQAAAAAAh2bvBwEAAAAAALBdmA4EAAAAAHBkMAgAAAAAADgybzYI4Lfl8cf2Iq1D1u/3l95FAAC743le7W/OcZyV3v0A+8HzvKXjhXybuxnX9v0gtGinbevjt7g7NW9xRX3aP01lUhdv1qGm9+TwzZ78qROGYe02q+Lg7fADC7bxm68rb5uqNohVxbdpo9ax80EA/3iSJNFvzMvznIbDYe0B/NDc39/jEaYAb4Ab8KoX5XGbA4cnyzK6u7srvWE1SZLSi5zM48l8Pm/1okDzKUVKqdIDJvgAzscm13VLB1nUp/3TVCZN8Z7n6bf2KqXo9va28sRklmU0m810Wt/3K/su/OIpqSk/8HaKoqDr6+tSea77m68qb5u6NqgpvqmN2oh8ccA28QsObC8/4Jc7mHHz+dyadt/wi54A4P34vr/0QhaT67r4nR4Y20sCgyDQ4UmSLJV5sHiZZJU2xyHzZUFBEFjrDerT/mkqE1s8l7lZ14LFizBt5Iu/kiRZevkd47oot8ls+YG3JV8WyPVBhqsW5dVU3qyuDVIN8au0UevY6ZUAfjW77YUJnU6HfN+n0Wikwy4vL0tp9tUql34AAKCdbrcrg2gymejw2Wwmo6nX6+nHSNtcXl5SEATW49DT0xO5rkudTkeH9Xo9enh4KKWDj4PL+s+fP6Xwque6m3WDiOj19VX3bUxxHNOPHz9kMOyZwWBQ+luWb1urlHddG0QN8btuo3Y6CHh+fibXdWWwdn5+TiQu749GIz3nKY5j8jxPz4XizndRFOTUzOfjOaVpmtZ22M05VpzeZNuG53k0nU5pMpmQY8xH5XzK5XidvC3zMqI591VeXjS/c913AAD4qNI0pSAISmF1HX4pyzLK85xOT091W2vOtZ3NZktzb4mocqoZfAxRFNFoNKI0TSlNUzo9PV3qHNrw8Vym5X7Auh1KeH9fvnyRQZVWKe+mNqgpftdt1E4HAatkUilFrutSFEWklKLfv3/TaDSiPM+p1+uRUopubm6oKApyXZfyPNdzQkejke6kx3Gs53vNZrPKeVM8l4vXEwQBjcdjHe8Y806TJKHRaERFUdDz8zP5vq/nE3a7XfI8r/RdlVIURREFQaAbi5ubG5rP5/q+Ac/zSvPSptOpHghwBVNKUa/Xaz3nDADgI5nNZvTt2zf9N//fPPHz+vqq/y+ZZ3t5Pm2e5zixcuSurq4oCAIaDoc0m82sZ2Clfr9Pw+GQRqPR0km7X79+tVoH7J80TSmKolYderZKeTe1QU3xu7bTQUDdVYAmV1dXFEURua5bGnX//PmTgiDQBdbtdvWong2HQ6JFx7vqZt1ut0tKKep0OtTv90sd7TiOyfd9vd3BYKDT2tiueHz9+rV0uUbedELibMJ8PqfpdKoHAJPJhLIs09sGADg25lQgWrTbfFKGz5qNRiPyfb+0HHt5eSHf9/UBu9PpUBRFOLEC9PDwQPP5nCaTyVKn3ub+/p7U4mSleaxeZVoI7J/xeNy6Q09rlHdTG9QUv2s7HQTwGfKqs/GPj49EFfNAq9jWxXP5iqLQO1JOx7HhRzGNx2OKokiHv7y8lNKto9PpkOd5evu/f//W39N25urk5ISIiP7+/Uvdbpd836ezszM9JQgA4JjYpgKRcVKGz5rR4kDeljn3u9frLT2l4/X1demkDnwsnufR3d2dPhk4nU5bH2dlfbm9vSXXdXWfw5wubOuvwP7o9/tL5dlkG+Vddf8Je8s2aqeDAG6Yf//+LaOoKAqaTqelzndbVTdE8Jl6PkC4rkvD4VCP2E1xHNPz8zOpxZQe0+np6dJOX8fl5WXlwalqcPTp0yci46xDEAQ0mUyW7nsAAPjIZrMZ9Xo9GVwShiEFQbDUhrOqm4b5APrly5eltvjl5YW+f/9upIaPhOdg84k3IqIkSSr7FTau6+rluR/BH3O6cNXsAXh/YRhW9s/qrFreTW1QU/yu26idDgLMqTrmGXme129eAjFlWWbtuNNiYCHnS93d3enBRBzHelu2aTomcx4/X5WgxVQeuY0sy5auKhRFsRRmGgwGlOc59ft9+vr1qw7n72w++/r379/k+z51u13Kskxv++bmxno2DADgI5tMJks3YDJ+OAQt2sgqg8GAfN8vteXj8Vg/3aXT6VAQBPTz508i414x23EJPgYeMHKZ02LAaR6P68RxTBcXF9YOHxyGMAyp1+uVTh60mRK2jqY2qCl+522UfGboLvBzTs2P7ZmsQRAoItLPXTXTm/iZqvwxn60aRVFpWdtzV5m5DnMZZcmz+RzqKIoUEelnBbuuW1qPiZ8ja1O1/vl8XspP1fIAx0j+Nkk8Q1m2D/Q2zRxsUZIkS20ph3OZ2t4pwPGyzTTbaNuxx/d9a11SqE97qalMmuJlG2LWNVmHZF+krk+hFnVJ1t2m/MDbMX/rVeW6SnnJ8pb1hzW1QU3xdW3UJhz1384oAADAhxDH8fbOlMFRQh2CTRxK/dnpdCAAAIC3kqYpOY7TeOMdQBXUIdjEodUfXAkAAHgHPKcdDtd7Hz5Rhw7fe9Yh1J/Dt2n9wSAAAAAAAODIYDoQAAAAAMCRwSAAAAAAAODIYBAAAAAAAHBkMAgAAAAAADgyGAQAAAAAABwZDAIAAAAAAI4MBgEAAAAAAEcGgwAAAAAAgCODQQAAAAAAwJHBIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAAAODIYBAAAAAAAHBkMAgAAAAAAjgwGAQAAAAAARwaDAAAAAACAI4NBAAAAAADAkcEgAAAAAADgyGAQAAAAAABwZDAIAAAAAAA4MhgEAAAAAAAcGQwCAADeWRiGMghgJahDsAnUn+O00iAgTVNyHKf2k2WZXGxjRVGQ4ziUpqmMquR5XutKHYYheZ4ng3eC92FRFDIKAI5MHMfkOA5NJpOV27h90e/3l44DjuPIZCVmujiOZTTRIk1TGx6GYWMaky29PK7V4e/6VseLNj5CHaLFMZvLQJaRjSw3sx7JuCptt0WLusPrsx2/5TZt9XqV7b2VY60/TWVFLcurTZuQZVlpe7L+NMWbbG3YJlYaBLy+vlIURaSUIqUUua5LQRDov4MgoL9//8rFNlIUBbmuK4NreZ5HeZ7LYKswDGkymcjgnRkMBqSUok6nI6MA4IikaUqj0Ui3nUopuru7O6iDcFEUdHl5qY8BSimaz+fk+75MqnmeVzpu3N7elr4zd6aaZFm2UtttS59lGc1mM50X3/ep3++X0nA6zpNSip6fn2WSd/ER6hAtOlKe5+lyKIqismPGzHJTStHV1RVRyzJtW8cYd7qUUpTnObmuu9RRq8oPrbG9t3Ks9WcbbVDbNqEoCrq+vi7VR7P+NMWbbG3YplYaBBBRqWJLP378kEGV0jRtVdE6nU7rDj17fn5uPXC4ubmhIAhk8NbIxgcAgBadBtlZHo/Hpb/33b9//2gwGJTC/vz5Q5eXl6UwVhQF5XlO375902EXFxf0+vqq/+YTJU1t+K9fv5b2Xx1b+pOTE7q5udF/X15eLh3Msyyjs7MziqKI7u/vS3Hv7SPUISKi6XRaqjPn5+f08vJSSmNK07RUh0xtyrRtHaNFnZ1MJrp/0+l0KAgC+vnzp05Tlx9acXtv6RjrzzbaoFXahKenp1IarptPT0+t4k22NmxTKw0C6gYAtPhxyANCleFwKIM+nDRNaTqdymAAADo9PaXpdFo6GdLtdlu3ofug2+3KILq9vaUvX77IYKLFMYIWAwXT58+fS383ieN4pZNOVenlFdnX11e6vr4uhV1eXlIQBI3Hv/fwEeoQEZHrujSbzUphp6enpb9N4/GYzs7OrGdr25TpKp6ensh13dJ6e70ePTw86L/r8rPPjrH+bKMNWqVNkPtS1s+meFbVhm1qpUHAqsw5Tnw5rVjM76fFQID/z5dfZPpV1C27ypwrSS4rz+6bcwV5Xlgcx3qgY+aJ59/J5Xid5rY4j7yMDAeAw3V1dUW+79NwOCx1KA5ZlmXkeV7lgYyIKIoiGo1G+mrw6enp0oGwDt93VrcNU9v03BEy85JlGeV5Tqenp0tt/D74KHXo+vqaJpMJxXFMWZbRy8tLbQfr4eFBT2FxauZ028p0VbPZzFrm5gyFtvnZN8dafzZpg7bVJlSdKGFmfNs2bC1qA67rqiAIZLBSSikiUvP5XCmlVJ7niohKaYlIJUli/TtJEkVEKs/z0vJmesm2PG9vPp8r3/d12iiKlPnVgyBQruvqvyXXdVUURUot1mV+tyAISusmIp2W88F4u2YYfzcTr1stljHXHwRBad8AwGHjduIj/K6jKKptpxm3Y1XHD1VzfDHDfN+3pjG1Se/7vi4D27GC23TbsWwffIQ6xPva3P9tyP4CqypTU1UdM8ljvLIc201V+VEtt/cejrH+rNsGbdomJEmil7Wxxbdpw9Zlr8Ut2XaQsnRcleWHQRWderOj3HYQYNuemTcubPkxO/J1gwBm/lDm87nOV9WPxtZQ8Pcz+b5f6vib39PMJ6va7wBwmLijYfu9HxLXdSvbQ5PruvqEimy7ma2di6KotP6mA+Kq6V3XXTo2yPzZ2vB9cOh1iOsOEbU6Hpt836/sH8gylXF19UFV1AHbsd1UlZ8223svx1Z/1m2DbPVhlTahKW8yftU2bFU7mQ5kuyHj06dPRIsbyWzMaTLz+VxG17Jtz1QUBSVJQnz3NX9s81lteKrSbDYrXQKs+i6rury81HMWsyzT+6pq2o/neZVxAHCY7u/vyff9jeYvv6c2U4Fo0X7d3d1Rt9slpRRNp1PrFE6b29tbcl1XX4afTqf60Ya2NnHV9PIGUptV5g6/tUOtQ/1+n66vr6nT6dB/z32t9lCN8/NzGaS1KdM6vV5vaR2vr6+VN41SQ3722bHUn03aIJu2bUK/31+qSyZb/Kpt2Kp2Mgigxd3aNicnJzKIsiyj0WhEeZ7XzuOqI3ecqdPpLN000lZRFDQcDmk+n5eeOEDGd9l0MDAYDGg6nVKWZfTnz5+lwYm8gYV2NTcMAN6M7aBzyL/rP3/+NHZ+eD6teRxIkqT1fOTn5+fSiRzf9/Wj/mz7btX0tLjJkPPX6/Wsx7K6DuBb+gh1qCgKmk6n+uQXEdHd3Z11v1d5fHysnWNtlumqvnz5QnmelzpcLy8v9P3791I6U1N+9sUx1p9N26B124QwDGufvFQVv04btoqdDAL4DmZzJPbr1y8KgmAp02ma6k40/2vr9Nb59u0b5Xmub8bhQp5MJhSGIX379o0mk0npDvg0TfXNFm3w+w/MxzZ1Oh3yfZ/Ozs6MlPYfVtONQkEQLI2+O4tHkY1GI51XrvC7uEscAN6W2VYUi0cRVj1ec9/d3t7S169fZXAJn+AwH684m83o4uLCSPV+4jimi4sLfZwaDAbk+36pnMbj8VJb/Z4OvQ51Oh1yXbe0T//8+dP6UYhxHNP5+flS34LJMl0VH4e5zmaLZ7VXnbBsys++Obb6s2kbtE6bEIYh9Xq90gles3/cFL9Tcn5QG+bceP7IeaA8N4s/cg4Tzz3jcP6bw/j///f//t/Semzz7JTIk+/7S3O5ZJ45ztyWnIvFzDTm/zkvZt7Jci8DLebYmfc7kOVmYHNZk7nNqjQAcHjkb7uqfdt3c/HwBTOcRNvadGzgZaraSpOcH8vtvC0vypJe7n95Qx7jeeX7WEbyO+xb/toyv4NZfrJM5bFclpncHzJeNdQxuT1mHufNY3BTflTD9t6b3F8fvf6oLbVBVW2C3J7sH/KH60lTvCTbsE05iidQAQDAm+F7oOBwvffhE3Xo8L1nHUL9OXyb1p+dTAcCAIB65jzPj/rhhzxEUbQUt4tPkiREizm+Mm4Xn/cm8/MRP29dpm+9vfck8/IRP29dnm+9vU3hSgAAwDvAWbjD996HT9Shw/eedQj15/BtWn8wCAAAAAAAODKYDgQAAAAAcGQwCAAAAAAAODIYBAAAAAAAHBkMAgAAAAAAjgwGAQAAAAAARwaDAAAAAACAI4NBAAAAAADAkcEgAAAAAADgyGAQAAAAAABwZDAIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAACODAYBAAAAAABHBoMAAAAAAIAjg0EAAAAAAMCRwSAAAAAAAODIYBAAAAAAAHBkMAgAAAAAADgyGAQAAAAAABwZDAIAAAAAAI4MBgEAAAAAAEdm5UFAGIbkOE7lp9/vy0V2Io5jvc2iKGQ07IDneZVlnKYppWkqg1s55LIMw3DtPNftTxveR2EYyigAAACAlaw8CGgynU7JcRwZDB9YGIY0HA5l8IfneR5NJhMZDAAAALD3tj4IYHEcy6Cturq6IqUUKaWo0+nIaNiB5+dnUkrR/f29DkvT9Cg7wmEYUp7nMhgAAADgIGw0COBOOH/m87mOe3x8LKW1TSOyTWsoimIpnW2aiJxCkqap/jvLslLaujjb9mQaxtM3zE/TFJgsy2rTrjolROahajmZT9v3MstE7gfP80ppyZJXeQVgOBwubUfm16nYD6uS663aD0RE/X6/lNZW72R9ksuY9U9eAXBdlxzj6pfcl7Z1SGY9cRxn5UG03B/b2McAAADwgakVBUGgiEhVLer7viIi5bquDjOXkZ8gCHS6PM+X4s1Pnuc6bRRFS+G2daqaPJvrkB+5Dtd1l9LwJ0mSUlqJl/V9vxRuft+mdSjj+8mPua/r0hGRms/nOl1dufDHJL9H1fK8jbb7zFaWdeS6+CP3Q1N9MtXVBZm+6nupFts0v1/Vevgj66AtvG57cnkAAAAAttGVACnLMppOp0SLM5O0OCvKZ02TJNFXDXzfJyIqnVH9+fOn/j+nM6dcmPE2QRAQEdHDw0MpnLfB8bTI12g0IiIi3/f19jjNZDLRZ1PTNNX5mM/nOq3rukRENB6P9Xptvn//TrS4X8I8G/z792/9/y9fvuj/25hnr/M8J6UURVGk/+Yzx+YZZNs+/PXrl/6/xOl5vdQwrevm5oaSJNF/c/l2u93SPuP8/rcf+193d3f6/6toux+q0ppXq6quHriuu1QfaFEPaDEtygzndZNRR811mNs0y9wUBIFOb/425NUbib+juT0ukzbLAwAAwJGSo4ImVWd/5SeKIrmoJtMyc91NZ8ZtZ4/n87kO47PRtjAltiXPPssz3kmS6LTrnF2tOuMvt1PHtn1eb92+MvMulzf3gblvlJE38+y6Lb/m+uvyYZaDXIetLKvYvodtP5jbk3XRtj0zrGo9Znhd/THJKwxmXswrASazvpjpOYy/e1W9Usa616mvAAAA8PFt9UoAc12Xrq6u9N9yjnSV09NT/X+eX+5UzOG26Xa7+v98xpv/dV23FM9XC1zXXbqx+OLigmhx5p6I6NOnTzpuMpnofNnmzdt0Oh19dpfPgBdFoc+UX15eltJL5tncXq+n/9/pdEgpRYPBQIeRmN/e9qk95r4hYx9scvOreS/G2dmZjF7ZKvvhz58/+v//+c9/9P/l309PT6U4qrkq8/r6KoOszHst+GpTHa4brNPp6KtM8t4ak5l38/fiOI4ut7r7EAAAAOB4bX0QEAQBPT8/67+LotAdGjKmLZjTKdjV1ZU1nDvedVNTmJwSxFOBeEqO1KYj3+12S9NeWJ7n5DTclMrOz8+JjIGFOS1EduI3EcdxqeMZRZGeqvKW0jQtDUB4uotZF97KycmJDNqZMAxLU9ySJNloIAUAAACwCxsNAngOsvm5ubkppTE7u3melwYINjc3N6V5zaY2Z1W/fftGZJkfLs8Gc+e/KT9sMBiQEvPr2XQ6bZx7/fXrV/3/NE31GV7boGcTt7e3RMZ9DuYVmTrbPmPMVzx40Cfrxa59/vxZ///fv3+luF0y7z+RVyd2ybxXxfyYj3MFAAAAYBsNAtp4eXnR/zen3TR1OrnTrcRVg6blut2uPtvMgwY5FYiMvOR5vrROvoogp2mQMfVEDlT+/v1bSieZU4LG47G+ImBOa6li5n02m5XiPM8rDXZ4kLLKvibLtBhzulQdc6qUiQdX8kqLbRDV1ir7wcyXOTVI/l019aeJOXWNmfvZjG8ahHBdYOZUMb6CZGPmXX5HAAAAgDo7HwSYnSHzaTuy40PiWecms3Ml5+/byKk/8m8yrhiQeIqM+RIonqtvzvE2z/ibc8SrOsMmXp/ZEW57pth8ahHngZ/AMxqNSk+J4XSszT0V5tSdOI51Hm37rg3u/JtPRGqTjyZt94McDHIesiwrPRWqTX1qy1wXX5GhFvd8kHhSkbmf5BUskzmwlN+R6yveFwAAAABW8k7hJuZTUdqoe445f2xP97F92j5bXm5TxjP55BbzI5+qIuPr0laR+Wq7HJPbNT+2p9zYPuZTeZqe9CSfu297OpD8TrR40pB8KpH8mOuuK0sbuS7zYy5vy5v5MVXloeopQ7bvp1rsU7PMd/2eAFl+AAAAAGznVwI6nc7SFJAgCEphfN9At9slVXHz6Hw+b33W3Hy6iu3pP+zq6mopb7TYlpzDLqclsSiKltJWMc/ckrga0YZt3/Cce/6OV1dXpef80+L7cJh8VwHL87y0bt/3W90v0el0lu7f+Pv3Lw0Gg6XwJEl0WJ7njfdRVGmzH8iYuiWndfF8/U0MBoOl+lAUBd3c3CyF53leuoIh+b5fepcArVCv+DtK8gZ9AAAAAJOjbD0I2Jl+v6+nQr33rjefZJPneeVgCQAAAAA+lp1fCYD/Zb5RWZ4tBgAAAAB4KxgEvAF+aZb5wqwfP36U0gAAAAAAvBUMAt6AfHLQfD7H1BsAAAAAeDe4JwAAAAAA4MjgSgAAAAAAwJHBIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAAAODIYBAAAAAAAHBkMAgAAAAAAjgwGAQAAAAAARwaDAAAAAACAI4NBAAAAAADAkcEgAAAAAADgyGAQAAAAAABwZDAIAAAAAAA4MhgEAAAAAAAcGQwCAAAAAACODAYBAAAAAABHBoMAAAAAAIAjg0EAAAAAAMCRwSAAAAAAAODIYBAAAAAAAHBkVhoEeJ5HjuMsfcIwlEnX4jgOxXEsgwEAAAAAYItWGgQ8Pz9TkiRERJTnOSmlKEkSmkwm1O/3ZfKVKaXo6upKBgMAAAAAwBatNAiwGQwG5Ps+TadTKopCRgMAAAAAwJ7ZeBBARHR+fk5ERP/+/ZNRAAAAAACwZ7YyCHh5eSEiopOTEyIiCsOwdM9AmqY6bRzH5DgO9ft9iuNYXz0oikKnzbKstDyn4XsS+L4BXoY/8n4CTp+maem+hX6/X1ovAAAAAMAx2XgQkGUZTSYT8n2fOp2O/pvvGQiCgMbjMdGi0/74+EhKKRqPxzQajXS467p6nd1ul5RS5Ps+JUlCnU6HaHFPwnw+p6urK70Mb2c+n9NoNNIDgTiO6fr6mpRSNJvNSh3++/t7Ukrp9QIAAAAAHJO1BwGu65LjOHR2dkau69L9/T2R0YHvdDrU7/dpMpmUlptOp5SmaSldp9OhPM9L6YiILi8vaTab6b95OSKinz9/UhAEuiPf7XYpiiI9sCAiGg6HRER0c3Oj8wcAAAAAcOzWHgTwGXilFD0/P5fieLrNeDymKIp0eKfToSAIaDgc6ilBdQaDAU0mE30W//X1VcfZpvJ8/vxZx/FThmxTkgAAAAAAjtnag4AqcRzT8/MzKaX0WXvTzc0NKaUoiiKaTqeN7xgIgoB+/vxJWZbRf/7zn1Lcw8ND6W/GVwd4kOK6Lg2HQ8qyTCYFAAAAADg6Wx8E0OIqAXt8fNT/L4pCn/2/uroqXSWo8u3bN5pMJvTr16/SoGI8HlOe56VBxN3dnV5nHMf67P/z83PpngMAAAAAgGO20iDA8zw9z951XetZfDkNh+f7O45DtDhLz3G3t7d0c3NTujF4OByWpu50u11yXZdOT091GIfP53OaTCZ6fefn56WXjc1mMx33/ft3PYjA04EAAAAA4Jg5SiklAwEAAAAA4ONa6UoAAAAAAAAcPgwCAAAAAACODAYBAAAAAABHBoMAAAAAAIAjg0EAAAAAAMCRwSAAAOCd2R63DLAK1CHYBOrPcXqzQQA/r58/tHheP8C+yrKMHMfBm6ZhZ+I4Jsdx9PtOzHekHKs0TZeOFZJME8exTGLF74jxPK8U3rS+pvj3hDpUz1bmsjybeJ5XSi/XR5Z1mnWEjyX82ad3FKH+1LPVHxJ92qY+Qpvyb1qfGb/V9kftWJIkiohUFEWlcCJSb7B5AIC9xG2jUkoFQaCUUsr3fZUkiUh5PObzud4XarE/fN8vpVHG/mprPp8rIrKuS7VYX1P8e0EdqlZV5m3rGJvP52o+n5fCkiRZqhPyb5bneWn9vu8rIlJ5npfSvQfUn2pV9Uct+q+8jzidrCOsTfk3rc913VL9cl13a2W00ysBRVHQcDikKIpKb/Kl/9Y6nWbXiqLApa4PLo5j6+h5FWEYrl0ft7F9OC6z2Yx83y+Fjcfj0t/H5uTkhG5ubvTfl5eX9Pz8XEqTpil9+/atFFYnyzI6OzujKIro/v5eRjeuryn+PaEO2dWVeZs6JnW73dLfs9msVCfq6sjT01MpD7ztp6cnI9X7QP2xq6s/aZqS7/s0GAyIFnUjCAK6vr4upWNN5d+0vqIoKM/zUv26uLig19dX/fdG5Khgm4IgWBrxmKIoqozbJt/3K0fpcPjyPF8aOa+KR9/r1MdtbB+OTxRF+gwQ2ie7KIqWzni5rqtohSvJ8iya1LS+pvj3hDpk11TmJlsdayLrwqp1hMvsvaH+2NXVnyAIlq4OmFdU2jDLv836SMymCYJga/Wnfa7X4Lqucl1XBi/hHxDvdB48yGXNH5rcIb7v646cGW8uQ0ZHzQyThcfLNP0wOA1f3iFLJ9LchlwX57NqWWV8N64UvAwzl5dxyvL9ybi8Za5T5i+KIv1DkHEmue46ZvmQpdNclReO4/LgNHmeL62T6wzvNy4bHnDa0sr9IPcPl4u5/Hw+V1EUVW6/rlx4ve7ikp7cD3A8uH7Ktg7++zuR7Zla/A6VcZywpWH8+zR/j3JfN62vKf69oQ6VtSlzVlXH6tj6BavWEao43r8H1J+ypvrDZWySnfYmZvm3WR/nJUmStepsnfa5XoPceXXk2XruhDLXdZc6Y7JTyJ033mFMrps7iIwLXImzAjKdibdJRmfWFYMeM47zzPngZev2j/ndeDn+bvP5fOkMtO17y+9p7gcyRqNmh9es/BxvI/cP1TR+/MMyK/6q+8rMj2uM1OV+MPeb2cE264FZh5Qlf7w/zDDf9/X/XdfV31VuX/4ty4W/t0wHx8lW144dd0yoYk4uM9stG/7tyd+q2Q6amtbXFP9eUIf+V9syb1vHpCAIatvspjqy7U7cNqD+/K+m+mMOEuQybcjyb7s+7tfIerypdrleEzV0ck2yox4ZgwDeSfLD6WVnlCs0k+tmXLhmAdh2fhUSnWTO53xxllg2LLJxkMvbyO+mKi5VmR1fM51ZsWzrUuKsNefN3P9NbPtR8n2/Mm6dfWXr0JsNc9V3VaI+8TrlIEBZ8uBX3EBm2z6zlUvdfoLjxPW1qh4dK3dxJbNun/g1NzLa2oGmNr5ufapF/HtBHfqvVcu8TR0zVa3HVFdH2h5X3xrqz3+1qT/moIk/cpkqtvJvsz7XdXU/RcZtYqc3Bvu+T3mey+CV/f37l3zfp8WgRX/Mm3tWURQFOY5DFxcXpJQi13V1HN/AzI9iWuVxWScnJ/r/Ly8vpTgiok+fPhER0b9//2TUSsxHVYVhSI7jUK/XoyRJSum+f/9Ot7e3+u+Hhwc6Pz/Xf/OjwYiI5vO5Dm+rbj9KdTde7XJfmfgxXdfX1/Tftnw14/GYptNp7WO+WF25RFFEo9GIHMtjx+B43d/fk+/7lTeYHaO6doOZbVobnz9/lkElTetrin9PqEN2dWXepo6xNE0pCAIZvKSqjvT7/ZW299ZQf+xk/RkMBrofyn3cNjdUV5V/0/o8z6O7uzvqdruklKLpdLq1h93sdBDAX6LqmaZpmrbqZH/69Imm06kMXtvFxQVFUWQtDPrvcE93aofDYeunvnCHlQcDVXk2BwvreH5+ptPTU0rTlCaTCSml9J3lJjmg8TxPh2VZRqPRiPI8X3pyU1tN+9HkeZ61s892ta9MZ2dnlCTJ0t3+bfEPkH+kVYOeNuWilKIkSSjPc7wv40jZGvFOpyODjp7rurXtwOPjI3358kUGExFRr9ezti1Vv11qWB+1iH9LqEPL1inzpjrGZrMZ9Xo9GbzEVkfCMGzVUXxLqD/LVq0/YRhSEARLT5CS2pa/XF+WZZTneal+JklCDw8PxlLr2+kgoNvt6rOesrLFcUyz2azUSTLPrHIH1fM86na75LruUmdJrrNJURR60MEdUn78EovjWKd5fn6uLHh2d3en/399fU1BEFCn06EfP34QiRei/fr1S8evYjqd6n2TpulSx53jZrOZDqPF/rm7u9ODGlvnlwcuf/78kVGtVO1H6fLykiaTSWnQF8cxFUWx1X1VNeBk/FituoFd1Tr6/T4VRUGdTqfyu5rLVpULn/0fDAZLVwnguJhtWFEUNJlM6PLyspTmmMVxTBcXF5XtQBzHdH5+Xhk/GAzI9/3Sfh6Px5VnOpvW1xT/HlCHytYp87o6ZppMJtYTOyZbHQnDkHq9XqmjKPsz7wX1p6xt/eGZEGQ89rNKm/KvWh8v8/PnTx02m83o4uJC/70ROT9oF2xz+uWcaJnGNiddrkOJm3t4DryZJjdudOX1mfOvXNfV6wiCQEVRVJrHLfNp4mU4rZynZc6V57S28Lpt8Pw0nrdIYt66GW7mJV+8oMLcDn94rqIZby5rrpNqqkjdfrSR897M7y33Sd2+MvPH+5zD+P4CM1/MrBvmPuV8cFyyuAPf3C7XI3Pb5rxJua66cjH/ppr9Cx+frAtV84iPhdwfsm2Uv8uqeNkWm79Hcx+3XV9V/D6Q++zY6xCrKnO5v2SZVtWhxPJUIA6vW1/VcVimey9yf6D+/FdV/THL23bvhKw/TeXftD5l6QfZ6uG60APZgKwcu8CDgHVUNTJV4QDwPrbZqMNxtnGoQ9t1bHUI9We7DqX+7HQ6ELyfNE1LNwWb4fImFwB4X02Xk6GdNE3JcZyjbONQh7bjWOsQ6s92HFr9cdR/z2jDCoqiKN0rEEXR2jfX1un3+/oGFdd1W92AawrDkCaTSSksCAL82AEAAACOHAYBAAAAAABHBtOBAAAAAACODAYBAAAAAABHZmeDAH4bbdWnzUvCNhGG4dpvY+33+yu/g+C9bPI9AQ6Z53lLz1om48Ys/sB+chynsp2VZWi+f4Pf/M2fujd306KeyOOPrc2syk/b5QEADs3OBgH8VlRa3DjLL6xSSpHv+zQcDnfWkNpuiG3LvBn3ENzc3Kx8wzDAIeNOoO2FbVmW0Ww2K7U1toECvB/u4Ncxy1AppR+8UBQFXV9fl8rXdd3KgUCWZaUXJqrFm7rNF+3U5afN8gAAh2png4A69/f3FEUR5XluPfOyqZubGwqCQAa3cn9/T77vy2AA2BPdbld3AKWTk5PS068uLy8xSN4zg8GAlFKVb2NP05S+ffsmg4mI6OnpqfTmcy7rp6cnI1WZ+ZZOWgwwzPU35adpeQCAQ/UugwBaXClwXXftM/YAAFKn0yn9/fr6uvS6d9hv4/GYzs7OrGfnB4NB6W9Z3pLswBMRTSYTa7iNLd0qywMA7LN3GwQQkb6kmmWZDjPnXfJ9Azwnk68ahGFonZfZ7/et4WQsI9ddx1zGzKO838GcrxqGIfX7/dK8VTOejHw6jlOaqiDnwZpXSeI4Js/zdJ44rt/vl9ZRlzeAY8K/cdlxhP328PBASikKgqB1G/blyxcZZJWm6dpXiWkLywMA7BX5CuFtI6LK1ydHUaSISM3nc6UWadl8Pi/F+b5feq11FEXKdV39txmf57kiIh3P68rzXKnF67HNZSXf9xURqSRJlFqk5+V53Zwv/g5mOiJSvu8vxfO6ZT55O+b/kyTR2+R1mPG8LnNbdXkD+Gh839d1X+Lfhvn7gP3ium6pTbcx20GbJEkqjy82QRDo9lFqk5+65QEADs3Oe4hUMwjgTvN8PteNvfzwsnWDAO7km6o6+tw5sMUxuS1V8T3MTr8ZZnY6+HupinzamJ1+PvjJQQ+r6gjZ8gbwkVTVfZPruoqMgTHsjzadbrUoZ/Pkh8nWJtapaw/b5KdueQCAQ/Ou04EeHh6IFvMuX19fKQgCMp/CoIynQtT5+/evDFrCU3DG4zFFUSSjG5k3jfGUnF6vR0mSlNLVaconT+UhIprP5zK6lXXzBvAR4abgw3d+fi6DiBZt+irlu+lUnk2Xh+2QU3vbTBcDYKg/Ze82CIjjmPI81x3yz58/60HBuqoeExfHMT0/P5NSau0buvI8p//85z+UpilNJhNSSq081/jTp09EFfnMsoxGoxHled5q4GOzSd4APirXdenk5EQGw4F4fHxcmvMfhiGNx+NSWJPZbEa9Xk8Gt7bp8rAdNzc3K58oBGCoP2XvMgjo9/s0Go3I931dAIPBYOmRoUVRlEZpZueZO8ye5+kOr7nsZDLR8bToxLPHx0f9/yrmgCQMQ/J9vzSA4LzMZjMd1qTb7ZLrukvPmDbz/e/fPyIi+vPnj5FiNevkDeAjiuOYLi4uGp8iA/spjmM6Pz8vlV8YhtTr9UrtcZt3QUwmk41Ojmy6PADA3pHzg7bFnNdu+9jm6PKNrfwx53vyfHr+yDnycll5T4CM4/9XMW8slPNEeZ6xXJcZ7rru0j7g+f1mOjMPcpu29Val57nRVXmrurEO4NDI37pZv806T5b7eOD9ybacjDZN3hsmy89s82zpeHl5r0iSJEvtOKvLD6tbHgDgUDnqvx1kAACADyGO46O/zA8A0ORdpgMBAABsG79r5fPnzzIKAAAEXAkAAAAAADgyuBIAAAAAAHBkMAgAAAAAADgyGAQAAAAAABwZDAIAAAAAAI7Mmw0CzNc0O45D1PIFLwAAAAAAsF07HwTwI9uiKCq9qtlxHJpOpzI5AAAAAADs2E4HAUVR0HA4pCiKll7cwk8mLYqiFL4LRVFQGIYyGA4cyhUAAABgPTsdBPz8+ZOIiL5+/SqjiIgoiiIZtBPoKH5MKFcAAACA9ex0EPDw8ECu61Kn05FRRER0dXVFnU6HPM8jx3F0py4MQ3IchzzPK6XndI7jUBzHOjwMQ+r3+5Rl2VK853k0nU5pMpmQ4ziUZRlRxT0KjLeTpmltR5PT9Pt9vR55ZcPchlwX57NqWTK+G0+r4mWYubyMI7HP+MP3YpjrlPmL45g8z9NlIfPO5LqrFEVBzmL/m3kyybya+8MR+8pZTCeT5Sq/k4nDsiyr/D4AAAAAR0HtEBEp13VlsJXv+yoIAv13FEWlZV3XVXmeK6WUyvNcEZFKkkQFQaCISBGR8n1fL2t+NbnuIAh0WrXIZxRFSi2WTZLEms7E2yQiNZ/PlVrk0cyzGcd55nzwsnX7x/xuvBx/t/l8rtfJ27B9b/k9zf1Ai32olFJJkigiUnme6/WY8TZy/5CxH02cT/5wOZIoM1neTftKlivXBxYEgV4mCAK9n+RyAAAAAMfmIAYB8/m81InkD6eXnVHu0DK5bmZ2Ts1BgLlsHRKdZM7nfD5XURQtDSDMjrayLG8jv5sSHWRmDhjMdGan3LYuZXxnM2+yU17Hth8lOWBRlv3BeF1VAxYmy9X3fb2s+cnzvDQgAAAAADh2O50O5Ps+5Xkug1f29+9f8n2/9HQhpRTd3NzIpK3w1JSLiwtSSpHrujqOb2DmqSNpmhpL1js5OdH/f3l5KcUREX369ImIiP79+yejVmJOk+LpOr1ej5IkKaX7/v073d7e6r8fHh7o/Pxc/83Ta4iI5vO5Dm+rbj+2wfuD8T5XSpHv+6W4Np6fn2k+ny/Vk06nQz9+/KA8z0tTggAAAACO1U4HAePxmGjR2bRJ07RVJ/vTp09bfZzoxcUFRVFEz8/PMorov6fSdad2OBy27jBy554HA1V5NgcL63h+fqbT01NK05QmkwkppWgwGMhkSwMaz/N0WJZlNBqNKM/zpSc3tdW0H5v8/fuXiIg6nQ71+30KgoD+e9J/PZ7n0Z8/f2Qw0WIbXK5ERGdnZ9Z7MAAAAACOwU4HAd1ul6IootFotHQjZhzHNJvNSp1Xs1PGHVTP86jb7ZLruksvF5PrbFIUhR508Jn6oihKVyviONZpnp+fG89u393d6f9fX19TEAT6zDOJF6L9+vVLx69iOp3qfZOm6VLHneNms5kOo8X+ubu7053f+/v7UjwZA5eqznOTqv1Y5devX/r/4/G49IQos/yrBlA2XK6Xl5c0Go1Kg7Y4jvWjRDl8k4EGAAAAwIcg5wftgm1Ov5w7LtPY5qTLdSgxD5znwJtpzBtdeX08F53DeB1BEKgoikrz62U+TbwMp5Xz7eUNsTx/XYbXbYPn8buuq9Obc+jNcDMveZ5XzpHnufVmvLmsuU6qqSJ1+1Hi72xux0wny5/TybyY+0qWqxkm0/M9Ghwu7y8AAAAAOCaOwmnRtTmOQ0mSWKfibEsYhlQUhfUsfpM4jq1TfarCd6koCnJdl+bzOXW7XRkNAAAAAG9op9OB4P2kaVq6KdgM//z5swwGAAAAgCOCQcAa+Kk4RETD4bDyxudN9ft9mkwmNJ1Ol16c1mQwGNDFxYW+KZg/8j6Mt5Blmb634uzsrNXN4AAAAACwO5gOBAAAAABwZHAlAAAAAADgyGAQAAAAAABwZDAIAAAAAAA4Mgc9CMiyjBzHaf1G3zpxHOubfd9amqbkOA7eYAuwAs/zll4gyMyb4bfRPsD2cHvHHxuZRj58IQxDHdfUbvJxoiq93JbNKtuDt1FXP5rKtCle8jyvlN5xnNLDOprqmCkMw5VfdArb1VT+TeVNKx5jmrZHljSyTtNim9uuOwc7CMiyjM7OzmTw2q6urt7lTbJpmtJwOJTBAFCBD7hVb6h2Fu/vUErRfD6ns7OzxkYa3kaWZTSbzfRbzH3ftw7kzDRKqdJ7TfggqJSiPM/Jdd3KTldRFHR9fV3anpm+TX5W2R68Dc/zKAgCXW63t7f6qXNNZdoUL2VZRnd3d6X6mCQJXVxcELWoY3Jdk8lEBsMbair/pvKmFY8xTdtjdW0eDxB2Qr497JDwW2bn87mMOij85l3zTcAAUM/3/aW3dCdJshTGb92G9yfbuCRJlt4MnyRJZZvObx431xMEgfUt5WqxLhMvz+FN+Vl1e7B7XCZmHQmCQL8dvk2Z1sVLtroYBIEOb6pjJm6LUH/eT1P5tylveTypO8Y0bY/DbNuVXNfdet052CsBAADSbDaTQdTr9Wg6ncpgeAedTqf09+vrK11fX5fCxuMxnZ2dWc98PT09keu6pfX0ej16eHgopWPynShy+/JvmZ9Vtwe7x2Xx58+fUji/BLOpTJviJdsb7ieTiQ5vqmMsjmP68eOHDIY3JstHln9Tea96jGnaHjW0ebu2N4MAfgEXz803d4Y5P8s2T8pkzqmSO1TO2zMv34RhuDTny5wHKtcVhiH1+/3SOs28yfldch6X+T1fX19LcTKf8lKVmX+8eAugrKoxhv3CbZfsRD08PJBSioIgWGpXZ7PZUjtNRJVTw6p8+fJFBlnzs63twXZFUUSj0YjSNKU0Ten09HSpHlFFmZqa4m3SNKUgCGTwErOOcV9DdgjhfbUpf1t5r3uMqdpeXZu3c/LSwHvgy2dEtHRJxXVdfTlFXmaT04HkJRki0pcIOS2vKwgCfUkmCAJFRKVLNPKSr+/7incXpzfzG0WRjleLbXM+EzHdJ4qi0rZc1y3Fu667lG/+juZy5jYAjo1tOhD/Xvj3oyy/TXh/3J6abaiNbDtlG2+maSNJklLdYFX52XR7sDt8HK6aHlFVpm3jq5hTQ2xsdUz2JaryDG+nbfnL8l73GNN2e7LNM+1iOlB9rt+QbZ4f72z54Z0gO8jMHFRwQfm+v/TDNJmDAl5eFoK5PnlwqDowcOUw1yfzXFXoHG6m30UlADhEvmUQoMTvhj+2dPD++ASIbMNNvu/rkx2y3VU1ba+NnIsryfxsuj3YHdd1dR9AlpFJlqnUFC81lb2sY1EUlY7tGATsl6byt5X3JseYpu0p0eaZdtH/25vpQDZ///4l3/fJvGNaKUU3NzcyKZExpeji4oKUUuS6ro57fn4upa3z798/GURERK7r0svLiwy2Mh85Op/PdbjtiQESTyWazWZLl52vr69pMpnoKUEAUDYYDHRbwb+f8Xgsk8EeaNMun5+f6//3er2lZV5fX0ttfZV+v7+0rCTjN9ke7I7neXR3d0fdbpeUUjSdTpem3DJZflJTvMk2NcRkq2O3t7fkuq4+Zk+nU30Mb9MfgN2S5WWqKu9NjjF122Nmm7drez0I+PTp00pzry4uLiiKIutO9jyvdQeePT09ySA6PT2VQUuyLKPRaER5npce82T6+/evDCJaDBKGwyHN53PrYIcrHw8sbPNVAeC/wjCkIAisN3vBfnBdl05OTmSw9vj4qOdXf/nyhfI8L3WeXl5e6Pv378YSy8IwbH2QNvOz7vZgd7IsozzPS3UmSZLam7Wb6lhTPJvNZtTr9WQwUU0de35+Lp3E9H1fP94U9wjsh6ryrytvts4xpmp7zGzzdm2vBwHdbpdc1116pmrViJ8WDTQtOtPmWfTLy0uaTCalG2njOLaOxLvdLvm+T8PhsPQ86bpOvQ1fUTCfYtDpdPS62d3dHdGiYvy///f/iIxBghyIcKe/2+2WrjAAwP/iq4JEZB1Mw36I45guLi4qO0NxHNP5+bmO73Q6FAQB/fz5k8h47npduxyGIfV6vdJBWh5TmMzPOtuD3eJy5DKhRWfNfI67SZap1BRvmkwmSzd10op1DPZLXflXlTdtcIyp2x5Z2rydk/OD3oOc+y/nQsm5V7Zl5vN5aZ6W67r6RgyeQyXncZnz+83lmHkjB29XhruLm3jNdHmel9KY6zfn9st48+Y3GUeL/WLbFsAxMe/5kb8D2300sD/M9ozEzXWqpo2WzPbVbAN5eZ6fK9twud6m/LCq7cH7kG2AOU+6qUyb4mUdMsNt87Gb6piEewLeV1P5s6rybjrGyPrTtL02bZ7s79IWu+6O+m8nGwAA4EOI4xhn62EjqEOwiUOpP3s9HQgAAKAtfqgCvzgKYFWoQ7CJQ6s/uBIAAAAAAHBkcCUAAAAAAODIYBAAAAAAAHBkMAgAAAAAADgybzoICMNw68/OdRyH4jiWwVZ8w4bt3QC7sMvtye+9y20BAAAAwMfypjcG84sV8jx/uxchvJM0TfULwbb9fXk/RlF0EI+gAgAAAID98mZXAuI4piAIiIjo9+/fMrqVLMtan/V/b4PBgJIkkcFb8Rbjtm1fsdmFoihq3x79URxCWQAAAMBhebNBwO3tLf348YN836fb21sZ3crl5aUMgh1I05Sm06kM3jvHMACI45ien59lMAAAAMBG3mQQkGUZXVxcUKfTocvLS8rznLIsk8nI8zyK45jiOCbHcchxHJ3OcRzK85xGo5Ge+14UBTmOQ2ma6nVwGH/MOF6v+bfneZRlmU4vO5ZmXtrMuTfTv76+ymgKw1DHN53hNdN6niejS+R3o5pt8f0DtNivZnwcx3oak7k/5H41y4+3E4bh0v5jnufpZflqDuej7rv1+33rPvA8j6bTKU0mE50fLkfeF5zeXMc6eWfmenh/cZi5/zhN1bLmdrgOmvuX48MwpNFoRHme6+9FYl86ok7yduI4bvw+AAAAcMTUG/B9X83nc/03EakgCEppXNdVRKSISEVRpNRiOd/3S2k4Ls9znT5JklIYbyuKIsVfkf9v+5u3kSRJaX1RFJW2HwSBIiKV57kOM0VRpFzX1X/zd+L0QRDodXO83A8sCILSts39Iv+W303VbIu/o5l+Pp+X9hunYXmel74Xx+d5rubzuf4OcjlJfie1KOMqvu+XvrPruqV8+L6vt83fgUTdknky69QqeTe3xfWM96/8XnJdtvofRVGp3Ph7mftWWeqU/NusQ0mSlOqEmQ4AAADAVN3r2RLZgVRGZ1oyO/nK0rmS8bbOWFWnWolBAf8t82Z2EsnoGLO6jrtMLzt03OEzP3L7yvheVYMNZRkUyO8mt2NuS3ZS5eBJxpudVfOTJMnSAKKO3M58Pi8NVEy8XpMsb7NjroxlqvabuxiUmYOANnm35cUk66m5/zjP8sPpZR2U30HGm3hdciBT9f0BAAAA2M6nA/3+/VtPZ+DPZDIhWkwH2aamqTpt8FN8qtbFUzckW5iJ4xcDL/2xzff+9++fDFrJKttq4+XlhaIoWlrfYDCgbrdLvu/T2dnZ0lQXqdPpUBAEdH19TUREv379osFgIJMREdHfv39lkC4b2zSrOjx95uHhQd+cTkSt827LS1v//v0j13WX9t39/b1M2hr/jpRS5Pu+Dh8MBuS6LrmuW5o+BAAAACDtfBAwGo2WOkBKKXJdl+7u7mTyjXQ6ncbOeJOiKEqP8/zz508pnozOqE1Vh5GXsd0LIZ2cnBBtMBhYZVttnJ6e0uPjowzW7u/vSSlFQRDQZDKp7Xz++PGDptNp67zZ0n3+/FkGVQrDkDzPI6WUtdza5P3Tp09ELQZ6NicnJ5Tn+VrL2vT7fQqCgFTFE6Ken5/14GA0Gm19oA0AAAAfw04HAWEYUhRFMpiIiK6vr2k6na7VSeGbQKVv377RdDotdeTSNLWmZeZNylmW0XQ6pR8/fuiz1qPRSMcXRaHjpU6nQ77v65tqiUgPclzXpaIoKAgCOjs7M5ayP+GG19UmbZW222oSxzF9/fp1ab9mWab3La/35uamdKbdhvfr2dkZffv2TUZrfFbb/A5pmpLruktXD4qiqK1H5hWQh4cH/f+2ee92u+S6Ll1cXJTCzf1pbmM8HhMtzthzWdYt2xbvf3NAYT7FKU1Tneb+/r50lQAAAACgRM4P2hbf95fmPzOeu2zGm3/zHGv+m+dE870Evu8vzbXmeeLmDaK8LmWZ185hruuWtiXnh/M2+dM035rnnfO25TLyu8rtmWRa270FkbjBlMQNqXJbMq0siyRJSvvWnL9vpjPn1Zv7SJa1TZ7nrdIpsT/l3Hj+Lq7rLn0PzresJ5xX13VXzruZF7LcU8EfeX+Gbdk8z5fqlu07mPs9X9yIbaYxfxNJkpTWWXXvCgAAAMCbvjF438RxTLe3t2vPlYf1ZFlGf//+XTqjDwAAAABvY6fTgQBsrq+vMQAAAAAAeEdHOwiQL2KC3TJfosVz5gEAAADgfRz1dCAAAAAAgGN0tFcCAAAAAACOFQYBAAAAAABHBoMAAAAAAIAjg0EAABwkz/Oo3+/L4JIwDNd6MRu0l2WZvunfcZzGt2N7nldK7zgOeZ7XOt7U7/dr41mapqX12d4MThXrk8vCbsVx3Pi7blPnzHjbC0PDMKxdXmqqP3Xxq9RpWI+sE23b/aZjhK1NoBXrzyrlX5Ufc1lZvzaBQQAAHBRu7PM8l1ElWZbRZDKRwbBFRVHQ9fU1KaVIKUVBECy9HduUZRnd3d3p9EopSpJEL9MUb67HWXTIlVKN73qZzWaldV5dXZXiq9aXZVlpWd/3GzuosL6iKGg0GsngElnnfN8n13VLHTHHcShJElJK0Xw+p7Ozs9JAgDtZSinK83xpecnzPAqCQG/z9va29Jb6uvi2dRo28+vXr9I+vrm5kUmW1B0jqtoEWrH+rFL+Vfmpq1+bwiAAAA5Kt9sltTj41/n161djGtjc/f29/v+3b98aB2fdbrf092w2o2/fvrWOz7KMzs7OKIqi0rarpGlaWl6qW9/JyUmpM3F5edk44ID1/fz5k4IgkMElT09PpXLi8nl6eiJalLfv+/pdNN1ul4IgoOvra6LFIGIymdCPHz+IiKjT6VAQBPTz50+9TlNRFJTneakOXVxc0Ovra6t4alGnYTNZllGv15PBjaqOEXVtwqr1h1Yof1t+2tSvTWAQAAAfThzHupGG3el0OqW///79S1EUlcJM8mBIRDSZTHR4UzwtOuJBECydza8yHo/p7OxMn9WT6tYnv9/r66vuTMJ2NQ3WmHzRpCyj2WxW+puIqNfr0XQ6JVoMFlzXLS3X6/Xo4eHBWOJ/cbo/f/6Uwj9//twqvk2dhs1cX1/TcDhsNTWH1R0j6tqEVeuPrZxt5V+Vn6b6tam9GQQURUHOYu6eOX/KlsY2L4rjzJdS2fT7fQrDsJTOvKxihsttkJiXxR++NFS3bBiG1O/39fwyuV4A2A6+7C87B7BbPHXGduCskqZp7ZlfGZ9lGeV5Tqenp7qdrZpbyx4eHkgtpirJtneV9fFxQnZCYXNFUdBsNlvqGK3iy5cv+v/c4beZzWbWMq67ghVFEY1GI0rTlNI0pdPT01I9aIo3yToNm7u5uSGlFEVRRK7rWufUm+qOEU1twjr1x2Qr/7r80Ir1a2VqD+R5rohIf/I8V0opRUTK9/1SGo6bz+eKiFQURaXlOb3N/7+989dtY1ca+Og1jCAwRD2Di8BW4cK7D3ALOVWqANz6IGpUutlF2msBqVR59wLnAawUKSThFHkGr2DoBnkNfsXV7Dc7IpdcSZaleH6AkJj/l5wdksshGUVRFS5NU2OMMVrrKl1MZz6fG2OMSdPU0CpSShmttTGkPJhOU1zMg/oLgrAbURRZ33d8R806DP1beBmojlNKcW8nWutGncj9Ua9yvRvaxnmeV/retEiP9h02mRN2g9a31rpVHed5XrWfYWMDhPfHPH2UiyZQxrlsID5/hMu0sF+w/ZvquKmP8OmEbeUHsbV/U3mQUPlqS1ipDwAfRBumsLXWGw9PX2xbfBu2CuYKw7BOjYbL87z625aWccS1CY4gCNtjmwTgRwEaxvaOCi8DDpapnmzC13Fyf5se5R9rfERRVJWvbXpKqaB+Rggnz/NafdrapAnbpBPHDvSHadrSDxnEKaWqASaPH+KP+PIRdkdrvTGmQ3x9hE0+9jGJRHg4X3mQUPlqy9GYA9l49+5d9X+bnRfaRNn82qCUqv6Pxz71+33I87wWTmsNk8mk+ns6ndY2ozTFFQTh5fn27Rsopapl3Ol0CuPxGDotbEWF7Xl8fKzp0yZsy+IUnz/S1jb2+vqaO9VoSk82Be+fyWRS7dnodDowHo9hOp1Cx3G0JyWOY2ubDAYDwJNU0ExjNBoBrO23eZzVatUot71eDyaTSXUowXQ6rZmc+PyRUJkWdqNpk/A2fQTVCdvID2Jr/5DyhMrXNhz1JODXr18AxE7KtfHCZUcVSlmW8P79eyiKAsbjMRhjrPZW9/f3lXLqdDqgta7C+eIKgvDyPD09VZ2/WZ8gpNdHq+2qJ4Qwer1e7QOOi9ls1thZ2/zpBk9KSAeM/Pjxo7If3yY9pRScnZ1xZ2FLHh8fa++s1hqiKAJjTOMegSRJqoF9E0mSgNa6Suvi4gLKsqwN+J6fn+Hz588k1v+DNuK0zfM8r8YjPn+KTaaF/TObzeDDhw/cGSCgj/DphLbyQ7G1v688beRrG45uEvDw8FD9fzQaVSdNjEYjKMuyNvuZTCaNJ1G4oOewZlkGSqnawB0bl58yEMcxlGVZNZbtHFpXXEEQhD8d3DzbNHhDxuNx4wcTm/9gMIAoimr9wGg0Cj6xJ8syuL6+riaEbdPLsgxubm5kQvnKJEkC/X6/Jmf8/gY8LATIMaJgOdJxsT6b3bWhHfOgR0DOZrPqnHefP8Um08J+aaODbPh0Qlv5oWzT/m3kayu4fdBrQTdfoA0ft4tCeyj8oc0Xd2+yR0V7KxqegjafvCxlWdb86A/tGV1xqbvNflEQhHBQV9AftamkuOwrhf2AtrJU71FQN3O9l+f5RliKz5/qVKrv0TYXbWa5bbjLTtiVHu8rXPGF/cFtrnmbRmSTtq1taJs37d2g6VD9wfMzFp3DZdPnbwJkWtgOPv7jdWxrT4qrj3DpBKSN/KC7LR+OrTwh8rUtRzcJaHpp94GtgkNxdQAud0EQBOHwOvLQ+Qkvz6Hb9ND5CS/Lodvz0Plty9GZAx0rWZbBjx8/uDNkWea0PRMEQXjLLBaLyiTjEBRFAZ1Op3Fzr3BaHLpND52f8LIcuj0Pnd+udIwxhjseGryiGcnzvLXdVAi9Xq86KSCKoo3roH3EcbyxYSRN0yBbMEEQBEEQBEE4Fo5iEiAIgiAIgiAIwuEQcyBBEARBEARBeGPIJEAQBEEQBEEQ3hgvNgnIsqy6VIv/9kEcxxvnAgsvB252cd2otysoL4KwDVS/+G4ZFY4b3EyMP65zUBeF9ie+9ChJklhv4hT5Oi3atHkcx9DpdKDX63EvK67wSZI482srs8Lr4msvnz+n1+vVwtvkh/o16RiXjtqWF5sEfPnyBXC7QZqm1QVbsH5Y/pK05fHxsfXGXmE7iqKA29tb7rxXqLwIQhs6nQ7keQ7GGJjP53B1ddWoRIXjZblcwt3dXe32TKVU1V8sFguYzWY1/6aPQb70KHjpD0fk67QIbXN6cpUxBp6enmr+nKbwOCgzxkBZljvJrPC6+NrL589ZLBYwmUyq8MYYyPO8dtlXqI5x6aid4GeG7htgF6zgRQqncoaq8D+w3VyXMh0b/KIO4c8kz/ONtuaXDQmnA7+UB++PQXeuf/I837iIjOJLj4JyQ++REfk6PXjb2tocL5gKHYc0hcf0qWxqrSs5aiuzwuviay+fP8d295XWunJvo2NsOmpXXmwlwMXFxQUAADw/P3MvQdgLWZZ5v+oIfwaz2Yw7Qb/f3zjKVzgN+NHQ3W638e/VagV3d3c1N4ovPSTLMvjrr7+4s8jXCRLS5p8+fQKtdfDx3k3hf/78CUqpWj79fh++f/8OYMnfJ7PC6+JrL58/5/LykjvBeDyu3EN1jEtH7crBJwG/f/8GAIDz83MAi+0eX3ahNlJFUVR+vV6vWoKj9lZZlgEQG3Nqd4W2fNydho/jGLIs21g6RJIkgTiOazZhmCcNQ5+J++F+BltcWC9n0vi0rFgn/Pl6vV5tHwYuJdFnpnZkWZZBr9er5cXtzGh6q9Wq5tfUbra08Tnxb17/SZJsuG1T9iRJYDgcQlmWtXx5ndrqXThNuLIU/jzw4xEF+wM+6AuBpoe6knfuiMjXnwG2+WKxgLIs4fz83NkfUXzhZ7OZNT7eSUTZRWaFw+NrL5+/jaIoQGtdc/PpGJ+O2gm+NLBv+BKaUqq2dKaUqvxxyQ2XSegSC13OwzR8y7Z0GSaKoo1yYPplWVZxsQx8ycesl2IAoJZ3mqa1MtNlQLPOF6uZxrctESF0uYcuZWLZ+LNjfWA+SBRFtXxg3RZYZgCo6iBn5j5pmtbqP7TdbGlTN2NZnsV6ofnts+x8ubZpaVc4LWxtiTIinD55nlvfU9SrALCh95uwpcf1Nf1b5Ov04W2O7Ydu2D+4TCx84W2mG9gnUbaVWeF18LWXz9+FJqZAJlDHNOmoXXlxTYaVRH+2ATC+NNRfKeV8WJsff+lwkImVTKEDUT4obcL2wmNZ+GAToQ1si++CDvr5s/A86KDckOfjP8w7ZQNlni5tB2MZaHN3Gt6XtmGTOrOuFzop4+VuU3bur9nEDMOAdOR/BFQGuawIpw19j23gxwlbn2KDp5emaU0v2TpYka/Thre5rQ9u6g984W3+tkkA0lZmhdfF114+f45NLpp0TIiO2oWDmAPR04GMMTUbKTSrmc1mG8tnd3d3MB6PqyU4H1rrmjkQLtH8+vWLhfz/ZZXVagXdbhe01nB7ewsdZtoSAi4FoqkTRynVag8EmtrgCQfb8Pv3b1BK1erdGBN0opLLFIrS1G67skvZbdie5/37904/4bQYDAaVjKAsjkYjHkw4MeI49u7t8flTbOl9+/YNlFJVHzOdTqs+B3WDyNfpYmtzG9gfhELD9/v9jTxWqxUopWpuCA8rHDe+9vL5U2ymQODRMSE6ahcOMglwsVwu4fb2FubzOdzf33PvqmLm8zkAGWy7+PjxIwyHQ+5cYTtyCV/m+/t7MMZAmqYwnU437OObeHp6qvY4wHqjEIf6+7i6uoI8z7ce9AIAnJ2dQVmWOwmJbfIEAe22K/soOwc3aXFexMZOeDWSJAGttXUzlnA6JEkSPNBWSsHZ2Rl3ruFK7+npqfahIYoi0FqDMcaqG0S+TgdXm9s2XcJajmz4wl9cXGz0V8/Pz/D582cSuk6IzArHg6+9fP7IbDaDfr/PnWtwHdNWR7XlVScBCA42+eAZB/2Xl5fVRKCJy8tLUEpBHMfw4cOHyn0wGIBSCq6uriq3oihAKQWDwQCWy2X19f/Lly+QpmkVzsZ0Oq1e+KIooCxL+PLlC1xeXkIURXB7e1v546Yi26kCTeBGXNvEJYRutwtRFNXOogVynnETGJfeDTCZTADWwv7f//4XoKHddmWXsnOyLIPRaARlWdbiTyYTbzsLpwNu/Ib1hF44XZIkgX6/Xxtou1ZnsyyDm5ubxs6wTXouRL5Oi6Y2HwwGEEVRrT8YjUbOE1584dGS4OvXrwDkLHdXnx8is8Lx4Gsvnz9lPB47NxG/mo7h9kH7Am3m6M+GZptt8f+4mYfGR7sotMHCOBRuD06h8WiYsixrebviG2L/R9PidvJ0wwiQ56buTXnQ56Z50TyB2KBRN14fPA5/VljXtS1dXs8Y3zS0G//xtPnfaZo6637bstO9FFhe6ob5CqePbU+KcLpw3cnfV/7+8/cY5QHtaX3pcbi9rcjX6RHa5rR/ofvTuAz5wiM0Xzom8MmscFz42svn75KfPM83xmfojmmF6Biuo3alY/43iBQCSZIElsvlTqY6giAIwsuRZZnzS6wghCAyJOzCqcjPUZgDCYIgCMKu4IEFbTd6CgIiMiTswqnJj6wEtCCO42qDkFKq1a5wQRAEQRAEQTgWZBIgCIIgCIIgCG8MMQcSBEEQBEEQhDeGTAIEQRAEQRAE4Y0hkwBBEARBEARBeGO82CQALz6gv20vvnrLLBaLg9adLb9er1e7KAV3v7tu9LWlEUrbuLbwvLzUfRdZjOO48ZKhJEm8t1oL+6PX6znbA2UUf1mW8SDCCZAkifVdRuI4hk6nE/TedTodZ1pJklSyYtNrPn/huODvvw3q7+sPsJ9pkoGm9Gjfg78QmRWOFy5jvj6mKXwb+Wij80J4sUlAt9sFYwxorSGKIjDGyFXrLVksFrVbjg/B5eVlra16vR6UZVkLMxgMnFdW71LmtnFd4Z+enjZu3IvjGO7u7qprt123Qzbx+PjovB8iSRIYj8fcWXgBsEPmckmZzWa1q9ZP4bxmoc5iffOqDZQBAABjTONJbdj5usCJgTEGyrIEpVRtkOfzF46LxWJRe/+jKNr4WNDpdCDPczDGwHw+h6urq42BO7JcLqu+A9PjMtCU3mKxgMlkUtNHeZ7Dzc0NyUU4Ndr2Ma7wofLRRue1gt8etm/wht1T5BjKjTfdhtwktw1pmnrTVkq1uqFulzK3jRsSvixLA5abnfeN1rrxJmhhv0RRZH1H8zxvlAfhNMC+g+sefOf5TZ0+bHrMphu01lU4n79wfHA9n+d5TS/neb6hN5rGKfx2YJQJdPelZ9NFWmuru3AatO1jmsLb3Ll8bKvzQnixlYBTpyiK6k6AP5XlcgnD4ZA7/3H8/v2bOwl/MKPRCK6urhq//grHTZZl8Ndff3FnAAD49OkTaK29X95C+PnzJyilaqua/X4fvn//HuQvHB98hXq1WtVWfmezWc0f1m3q6u8Hg0Htb56+Lz2bBcR4PLa6C6dB2z6mKbxNDrh87FPncQ4+CcC9AovFYsO2idpd0qW5JEkgjuOaTRXaU2EauNyXZVkVhkJtrqgtFqbZ6/WgKApYLBaQZRnc3t4CWOxIMQ3uDqQsWZZt+FFoGXl5QqBx+XMiuHTUIXVJ81ssFqCUAgCAq6urqg189v5Ayk+hbfPPP//U/Pj+EG7L1hTXhi88PiOsZQdNhpRStXJje3VYW2ZZVu0roH7oRuEyzKF58DBYj3EcQ5ZljXUuhPP9+3cwa1NEKgvCaYD6ig+20K8sSzg/P3e+V22YzWbW+Ghq5vMXjpuiKAAsA3nXgL8NFxcX1f/bpFcUBWitubNwQrTtY9qE5/Kxb523AV8a2Dd0WQyX0fA3n89rbri8Rpf5tdaVPy7BpmlaMwHhS3l5nhv6aEqpaomQL+XhMiG6Y5o8DWNMzR/DY5nyPK+WatI0dZqF8HzwWVxwcxf+rNCwRMTzMuvnxfDcH58Z2PI3XUbH8tIy87qKoqiWLl3S5/Xvi8vxhcey0TrBOqTPFEVRLQ+MQ5+PLgMrpQyQ9jaO56LtHkVRrRxKqZq80eViXj7BD9UTLlBepG5PB9c7Zoj+4TqMhnFhMwfi+tQwHePzF44X7BsAoNaGNtMKXz9MoX292SI9LaZAfxRt+xhfeC4fu+i8EOxSuke4EuUDT8MGpsYSh/9tmELn/lRJ4wvKfxiXv7wIV/Rpmm6UgTamr2FtaDLBccEnAQjWo6v8JqCubf625+CdJ1dwSqnagNlVZtoWGD40LhISntcJhsFnonVHf9i+qWMSR+sB06RosifA5o/55nle+7+wHSGTALMOJ/V8GqRpWtM9fBLAdb2x6CMXXI8ZR3pU9/v8heMHP+DY+jmb/vdh6xvapCey8+fRto9pCs/lw6aDQnVeCAc3B9oXocshv379qk4noj88PSZNUxgOh94llufnZ+4E7969A1jbnA8GA1BKVSYnTcs9aGbS7/chz3Pu3Qia1tzc3IAxpjLpeU18S+NomoQnLFB8cTltw9v4/fs3KKU2ZMJ18o+NX79+cacaNn80b1itVtDtdkFrDbe3t5VJkPAyXF9fcyfhSPn27VulQzudDkynUxiPx9BpMFF8//49dwqm3+9vnLKxWq0qverzF44f3n5ATrgz6xOfYG237SOO453S46Yewp9B2z7GFT5UPnbReZyTnQQ8PT3B+fk5d97g3bt3jfZ6X758AbM+kqksy8bBmCuds7MzgHWZzPoIseFwWNkjUoqigPF4DMaYDTvFEG5ubiBNU6siek1WqxV3qri6uoI8z52D7Ka4NtqG55ydnUFZls5BRRt8adiOncMX+P7+HowxkKYpTKfTjf0Gwn748eNHzX5XOF5Qh+IviiLQWoNZH0ns2sC57aD84uJiQxc8Pz/D58+fg/yF00ApVfXTnCRJQGtt3aBJSZLEOrDnNKU3m82g3+9zZ+HEadvHuMLb5GPfOo9zMpOA6XRaKeKiKKAsy9pOaTooxhe10+nA5eUlKKU2Bvd0syesZ/Kur/IZOamCpvPw8ABaa+h2u1AURfX1//HxEaIoqsLZwGexnSzgA1cllstl0Jdx/CqN9TYcDjdWKvjfbdBaw3A4rJ7p4eEBYD34x0EwDtz5oDgkLqVteBvdbheiKNo4h7fNIBwncDTOeDyGsiyh1+tVK0P0HoOiKEApBYPBAJbLZSVLX758gTRNq3DC/siyDK6vr62bTIXTYzAYQBRFtfduNBptde8HrHWB1hq+fv0KQO4mwL7F5y8cP1mWwc3NzYYOwFV1WH+QaSJJEuj3+7WBPR9ThKQ3Ho+3+vgnHC9t+5im8Db52LfO24DbB+0Lm931v//979rf3I4ObZ/wb7S9Q3e07QNms87zstlLUX/qR+3yqTtNE20JeT7UvjTP81pa3PaUQp+DxuH7CagNPZaD1plSqqovV368THRPgCFlSdN0oz3KstwoK9Yt/hDabpgn1huNQ9sRy9EU10ZTeFq2NE032pfa1tFng/Xz8vC2sFjXNnng9qI0HvXjefF4ghte79h2xmKb69ovI5wGkeWeAMPeK2pbi+1P33OuR8HS7VGdwvVwiL9wPHAdznUA1RG2fobLEG17W7q+9BAcIwinja+P4fLjC4/45MOl83alY/43cDpqkiSB5XLpNCcRBEEQBCTLMvlaL+yEyJCwC6ciPydjDiQIgiAITeAdIvvcOCe8LUSGhF04Nfk5+pWAOI6rTRFKqaPbECsIgrANaD8snC6v3X2KDJ0+rylDIj+nz67yc/STAEEQBEEQBEEQ9ouYAwmCIAiCIAjCG0MmAYIgCIIgCILwxpBJwA7gBpCmX+jZ9W3A84htl5G56HhuMaYkSdJ4e/JLEcfxxtnLgiCcDlmWed9hrjdtUP8mvZUkSdD9HjxPW5qdTsebVmh+QnvwZnn8NdUzD2u7tDGkzSGwTUPyQ+I4hk6nU+tDeVmE/cPbyNemNGzTOM0lHyGyhfR6vVp4Lh8Um/y0id8WmQTswGq1gjRNq9stlVLV7ZbGGNBaVxd17Yvlctn6prhOC6WTJAmMx2PufBAeHx/lGFhBOFGWyyUMh0PuXGOxWMBsNqt0ZBRFG5OGXq9X06Pfvn2zfvDAi7tCoHkaY2pH9+EAzUeb/IT2PDw81NrIdeHWcrmEu7u7mgwppTYG5k1tjoS0aWh+OAiF9WZNPMQkROaF3QmVH1iPifI8B2MMzOdz52WjLvkI1VGwTmMymdTKluf5xmWlTfITEn9bZBKwIzbFguAtwyEUReEUIkq32w26JZhiWuz9vr+/B601dxYEQWjk69evXt1xdnZW65w/ffpUO/Ftub4F/ePHj5Xbzc1NdeM45eHhwXszO6x1K02PMxgMwKw/4jQRmp/QnsViAf1+nztb+fnzZ+1jEcrTz58/KzdfmyMhbRqS32KxgKurK0jTdONDlk/mhd1pIz9FUUAURdXNvJeXl6C1tt7Aa5OPNjoKoTdNw3qCSuM3yQ8ExN8FmQTsQNMEANYDdn4FtIvb21vuJAiCcBKEDrq63W7t79VqVet80f+ff/4hoWDjzO0sy4I/soxGI7i6ugr62u+iTX5Ce+7u7uD29hY6HlMbWE/aKFymILDNQ9s0JL9Pnz6B1to6JuDhucwLu9NGfmazGXeCfr9fHUWPuOQjVEchfAAPADAej2vuTfITEn8XZBJwQKg9F9qYoX0/rCcC+H9uQ2izSWsC0+047NVw6Ql/vheHkiQJxHFcKyPNo6nsNN/FYlFb/ej1elVYGh/DJEkCnU6ntpRKbeVkiVUQDs9yuYTZbNa6U8L3mg+y0jSF4XBYrY6en5/XwuCyPR9cufj+/TuYtXkm11UhtM1PaM/9/T0YYyBNU1BKte7vAAAuLi6q//vafB9tivktFgsoyxLOz8+rvshlr+2SeWE32soPH/BzfPLh01FNFEVRWzFtIz9gib8zRtgbSimjtebOxvzPHsfM53NjjDFlWRoAqIUFAJPnufXvPM8NAJiyLGvxaXgK+mN+aZoaADBpmhpjjJnP5yaKoio8+iNaa6OUqv6maK0NANTKj/Exv6ay03RpOKXURp2kabpRn5iHWcfhdUafSxCEl4e+o1rroHcwiqJKj9jCo57h7z/6IVEUWcO44PqI4tLfu+QntGc+n9f6Ex95nld9mw1bm+/Spjw/3r/a+ncTIPPCfvDJD/rb2hAJkY8mHdWE1rpWtlD5QXj8XZFJwB5xdSJpmm689FwxgWNQjwJCw/omAVrrjXJQIUPh5T8ULN0wCTCOjt727Lay28Ih3K8sy1o5yrKsypjn+UYZfS+/IAj7Jc/z2vtm0w1N4OSfv7NKqep95h8s6GDO1UE3EUWRVXdy/WP2lJ/QHq1148CewvsBG7TNd21Tnp9N5vmgkuKSeWF/+OQHx1/0h20YKh8uHeWDy0Vb+XG5b4uYAx2A5+dn7gTv3r0DAIDfv39zL4C1PVpnbRo0n8+5dyM+057lclntjKe/tsv5FLp81VT2u7s7GI/H1bJXE91uF3q9XrWE+vfff1dltG3COTs7AwDY+4lMgiDYmUwmle11p9OB8XgM0+kUOp5j9xDbBslerweTyQQuLy/BGAPT6bRa3v/27Rsopar8ptNppU98eg+5vr7mTk72kZ/QntBNnnEcW2WIQ9t8lzYNzc9lHw4OmRf2i09+8DAAY0x10MpoNAIIlI8mHdVEqCmPS35C47dBJgEHwmWDhgNXymKxgOFwCGVZWjeKhNCkzLrdrnVzzC48PT3B+fm5t+z48uHkoMn2DdYbZvDl5JRlaX1OnGAJgvCyPD4+1j4kaK0hiqJWHxWUUpUeRPtYqhfzPIfv378DrPUMzS+KouqoPpf9LufHjx81+/Em9pGf0J7ZbAYfPnzgzjWSJHH2DRza5tu2qSs/26ZSWMu1Cyrzwv4JkR8kSRLQWlf6yicfPh3VxGw225igtJEfW/xdkUnAAcAd5nTj6sPDA2itN5ROURTV6gD+y3eh+/j06RNMp9PqCzr+OxwOIcsy+PjxI4zH49qm3KIogr7cIdPptBqAF0WxMeh3lR0H/ZeXlxurBDYGgwGUZQlxHMO//vWvyh3zomfl/v333xBFUfDgQxCE1yXLMri5uan0IL67X79+rcLMZrO9nYmdZRlcX19v6F3heMB+qUmPJ0kC/X6/FsZ1MMQ+2rwpv8FgAFEU1b4Ej0Yj5wlAXOaF/RIiP8AOZWm6U4Czi44aj8cbG4jbyI8t/s5w+yChPTb7Mr7xDO348cdtzKL1piF0x7/RDf//n//8p5aOzbbVMHt8jE9t5HiZMV+aF7d9RNCGDW0bgT2vq+zz+bxWLhqPpsXrxmYzh9C0XGEEQTgM/F1Fm1nUJVQfANNJiE9XUri9Luo1LAPXc7b8sIz054LnJ+wOr39ev7xNaf9ia9uQNqfwNm2bH0L7MNovh8i8sD1t5YfKR8i+DC4fxqOjeH7UnadDcckP4ou/LR3zv4GUIASTJAksl0vrpRaCIAicLMus5oEvxaHzE16eQ7fpofMTXpZDt+eh89sWMQcSBEEQXgS8F+RQFOs7Slwb64TT49Bteuj8hJfl0O156Px2RVYChFbEcVxtYlFKyUkHgiAIgiAIJ4hMAgRBEARBEAThjSHmQIIgCIIgCILwxpBJgCAIgiAIgiC8MWQSIAiCIAiCIAhvDJkECIIgCIIgCMIbQyYBgiAIgiAIgvDGkEmAIAiCIAiCILwxZBIgCIIgCIIgCG+M/wPUbshcKZnG6AAAAABJRU5ErkJggg==" width="513" height="361" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="509" height="209" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="523" height="454" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="519" height="74" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Nota: En el capítulo “Información Financiera” se presentan los estados financieros auditados.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">A </span><span style="font-family:Arial">continuación,</span><span style="font-family:Arial"> se muestra un cuadro relativo del comportamiento de las acciones de DINE que cotizan en la BMV (series “A” y “B”) por los últimos 5 ejercicios, en cada trimestre por los 2 últimos ejercicios y mensualmente por los 6 meses anteriores a presentar el Reporte Anual:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:center; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<img src="data:image/png;base64,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" width="576" height="419" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Fuente: </span><span style="font-family:Arial">Bloomberg</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial; font-weight:bold">Acciones Representativas del Capital Social </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El capital social suscrito y pagado en circulación al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> estaba representado por 635’730,056 acciones ordinarias, nominativas, sin expresión de valor nominal, de las cuales 324’883,867 corresponden a la serie “A” y 310’846,189 a la serie “B”. Tanto las acciones serie “A” como las acciones serie “B” pueden ser propiedad de inversionistas mexicanos y extranjeros</span><span style="font-family:Arial; font-weight:bold">. </span><span style="font-family:Arial">Al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> el valor de mercado de la acción serie “A” fue de $</span><span style="font-family:Arial">2</span><span style="font-family:Arial">1</span><span style="font-family:Arial">.</span><span style="font-family:Arial">3</span><span style="font-family:Arial">0</span><span style="font-family:Arial"> por acción y de la serie “B” fue de $</span><span style="font-family:Arial">21.50</span><span style="font-family:Arial"> por acción.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Galaz, Yamazaki, Ruiz Urquiza, S.C., firma miembro de Deloitte Touche </span><span style="font-family:Arial">Tohmatsu</span><span style="font-family:Arial"> (“Deloitte”), fue designado por el consejo de administración de la Compañía, como su firma de auditores externos. Sus oficinas están ubicadas en Paseo de la Reforma número 505, Piso 28, Colonia Cuauhtémoc 06500, México, en la Ciudad de México, México. Los auditores externos cuentan con la independencia establecida en el artículo 343 de la Ley del Mercado de Valores y en el artículo 83 de las Disposiciones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los otros servicios que presta la firma de auditores, además de los de auditoría y dictamen fiscal, se enfocan fundamentalmente a declaratorias para la recuperación del IVA, servicios fiscales, estudios de precios de transferencia y otras consultas específicas, todo dentro de los servicios permitidos que pueden prestar como asesores externos.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El monto negociado por concepto de honorarios con la firma de auditores por los servicios prestados durante 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> fue de $6,</span><span style="font-family:Arial">477</span><span style="font-family:Arial"> (miles de pesos) más gastos. Esta cantidad incluye el servicio por la revisión y presentación del informe sobre la revisión de la situación fiscal de la Compañía y de cada una de sus Subsidiarias, al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> y representa el 1% de los gastos totales de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En los últimos 3 ejercicios los auditores externos no han emitido una opinión con salvedad, una opinión negativa, ni se han abstenido de emitir opinión acerca de los estados financieros de la Emisora.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El consejo de administración, previa opinión del comité de auditoría aprueba la contratación del despacho que proporcione los servicios de auditoría externa y, en su caso, de servicios adicionales o complementarios a los de auditoría externa.</span><span style="font-family:Arial"> </span><span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Miles de pesos al 31 de diciembre:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="543" height="135" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Las siguientes tablas muestran la aportación de cobranza y de flujo de operación por cada uno de los proyectos para los años indicados.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Miles de pesos al 31 de diciembre:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="545" height="103" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial">Miles de pesos al 31 de diciembre:</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<img src="data:image/png;base64,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" width="549" height="101" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>
<div>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<span style="font-family:'Times New Roman'"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; font-style:italic">Liquidez</span><span style="font-family:Arial">. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La mayor parte de la liquidez de DINE es atribuible a recursos generados por las actividades operativas. Los ingresos generados por las operaciones se derivan de la cobranza de las ventas realizadas en el periodo o periodos anteriores en los distintos proyectos de la Compañía.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; font-style:italic">Tesorería </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; font-style:italic"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Las actividades de Tesorería están coordinadas y administradas por la Dirección General Adjunta y Finanzas, de acuerdo con las políticas acordadas por el Consejo de Administración.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Estas políticas incluyen la administración de las inversiones, financiamientos y manejo de riesgos cambiarios y de tasa de interés, son revisadas regularmente y no cambiaron significativamente durante el año pasado. El cumplimiento con estas políticas es evaluado regularmente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La caja e inversiones temporales se mantienen principalmente en dólares y pesos, lo cual obedece a las principales monedas funcionales de los negocios de DINE.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">El objetivo y la política de la utilización de instrumentos derivados es disminuir los riesgos asociados a las variaciones en tasas de interés y tipo de cambio. Al 31 de diciembre de 2025 se tienen contratados derivados de cobertura, específicamente forwards de tipo de cambio por un nocional de US$5 millones que tienen como finalidad garantizar o darle certidumbre a la operación y que al cierre de 2025 estas posiciones tienen un Mark </span><span style="font-family:Arial">to</span><span style="font-family:Arial"> Market desfavorable por US$73</span><span style="font-family:Arial"> mil.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; -aw-import:spaces"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De acuerdo con la política de administración de instrumentos financieros para el manejo de riesgos vigente, la autorización para la contratación, extensión, renovación y/o cancelación de las coberturas en general es responsabilidad de la Dirección General Adjunta y Finanzas y de la Dirección General de DINE.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; font-weight:bold; font-style:italic">Créditos y Adeudos Fiscales; Inversiones en Capital; Investigación y Desarrollo de Productos </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía evalúa continuamente las adquisiciones estratégicas y otras inversiones en nuevos negocios y proyectos y podrá realizar inversiones o adquisiciones adicionales en nuevos negocios, así como incrementar su inversión en ciertos negocios ya existentes. La Compañía prevé que cualquier adquisición futura o la inversión en nuevos negocios o los existentes serían financiadas a través de instrumentos de deuda y recursos generados internamente.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Al 31 de diciembre del 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> la Compañía tenía efectivo y equivalentes de efectivo por un total de $</span><span style="font-family:Arial">238.8 </span><span style="font-family:Arial">millones.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">De igual forma, al 31 de diciembre de 2025, no se tiene ningún tipo de adeudo de carácter fiscal.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial; "> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">DINE cuenta con políticas de tesorería las cuales en forma general buscan la inversión en instrumentos sin riesgos tales como CETES o papel gubernamental, con instituciones avaladas por DINE como bancos y casas de bolsa; se invierte en Moneda Nacional y en </span><span style="font-family:Arial">dólares</span><span style="font-family:Arial">. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía considera que sus fuentes de liquidez al 31 de diciembre de 202</span><span style="font-family:Arial">5</span><span style="font-family:Arial"> fueron adecuadas para llevar a cabo sus negocios y los requerimientos de financiamiento a esa fecha.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La Compañía, como sociedad controladora, no tiene operaciones sustanciales y, en consecuencia, prácticamente la totalidad de su flujo de efectivo depende de los ingresos financieros, dividendos y pagos de deuda. La Compañía como sociedad controladora podrá utilizar estos recursos de capital para pagar impuestos, servicios de deuda, realizar inversiones de capital, financiar el crecimiento de sus Subsidiarias y pagar dividendos a sus accionistas.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:12pt">
<img src="data:image/png;base64,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" width="545" height="101" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" />
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En</span><span style="font-family:Arial"> 2025 la cobranza disminuye 30.3% principalmente por Punta Mita y Rinconada la Estadía, compensada por incremento en flujo en Bosques de Santa Fe y Lagos la Estadía, durante </span><span style="font-family:Arial">2024 aumenta</span><span style="font-family:Arial"> 3.8% principalmente por Punta Mita, Lagos la Estadía y otros proyectos residenciales, compensadas por ligera disminución en Bosques de Santa Fe, durante 2023 disminuye </span><span style="font-family:Arial">10.5</span><span style="font-family:Arial">% principalmente por Bosques de Santa Fe, Rinconada y Lagos la Estadía, compensados por ligero incremento en Punta Mita</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">La inversión</span><span style="font-family:Arial"> disminuye 23.3% en 2025 en los proyectos Punta Mita, Bosques de Santa Fe y Punta Gorda, durante 2024</span><span style="font-family:Arial"> prácticamente se mantiene con respecto de 2023,</span><span style="font-family:Arial"> </span><span style="font-family:Arial">durante 2023 </span><span style="font-family:Arial">aumenta 57</span><span style="font-family:Arial">% respectivamente, por los proyectos Bosques de Santa Fe y Punta Mita, principalmente. </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">Los gastos de operación </span><span style="font-family:Arial">aumentan en 2025 70.5% con respecto de 2024 principalmente en Punta Mita y Bosques de Santa Fe, debido al incremento del volumen de operación en estos proyectos, en 2024 </span><span style="font-family:Arial">disminuyen 51% por </span><span style="font-family:Arial">menores</span><span style="font-family:Arial"> gastos operativos y corporativos en los proyectos Punta Mita y Bosques de Santa Fe principalmente, en 2023 se incrementaron 16.6% debido principalmente al proyecto Punta Mita.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial"> </span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; text-align:justify; font-size:10pt">
<span style="font-family:Arial">En síntesis, el flujo de operación en</span><span style="font-family:Arial"> 2025 presenta un déficit de $240,694 por menor cobranza y mayores gastos operativos, compensados con menores inversiones y facturación favorable en el rubro de gastos de venta (principalmente comisiones por ventas), en</span><span style="font-family:Arial"> 2024 presenta un superávit de $187,554 por mayor cobranza y optimización en gastos operativos y corporativos, en contraste 2023 representó un déficit de $296,107 desfavorable en 12.3% con respecto de las ventas de ese mismo año debido a un incremento importante en la inversión de Punta Mita y un volumen menor de cobranza en Bosques de Santa Fe, Lagos y Rinconada la Estadía, compensado con menores gastos de proyecto</span><span style="font-family:Arial">.</span>
</p>
<p style="margin-top:0pt; margin-bottom:0pt; font-size:12pt">
<span style="font-family:'Times New Roman'; "> </span>
</p>
</div>